tag:blogger.com,1999:blog-7584812774607504362024-02-20T01:54:56.815-08:00Espaço Terapêutico mente sanaPsicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.comBlogger162125tag:blogger.com,1999:blog-758481277460750436.post-3680105640415196942017-08-23T11:59:00.002-07:002017-08-23T11:59:26.725-07:00<div class="separator" style="clear: both; text-align: center;">
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<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com3tag:blogger.com,1999:blog-758481277460750436.post-36950424928763285492017-08-05T17:03:00.001-07:002017-08-05T17:03:18.701-07:00Pensando...Suicídio!<div class="separator" style="clear: both; text-align: center;">
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<span style="color: #333333; font-family: "Tahoma","sans-serif"; font-size: 10.5pt;">O suicídio, segundo Kovács, pode ser considerado o único
problema filosófico verdadeiramente sério, isso, porque cogitar sobre a vida,
se ela vale à pena ou não ser vivida, é de incumbência fundamental da
filosofia.</span></div>
<div style="background: white; line-height: 13.5pt; text-align: justify; text-indent: 22.5pt;">
<span style="color: #333333; font-family: "Tahoma","sans-serif"; font-size: 10.5pt;">Para alguns teóricos e exímios intelectuais, o ato suicida é
compreendido como um homicídio, um homicídio de si mesmo, onde o indivíduo,
então, exerce o papel de protagonista e o de produtor: é assassino e
assassinado (KOVÁCS, 1992)</span></div>
<div style="background: white; line-height: 13.5pt; text-align: justify; text-indent: 22.5pt;">
<span style="color: #333333; font-family: "Tahoma","sans-serif"; font-size: 10.5pt;">No tocante à compreensão do ato suicida, torna-se relevante
salientar que determinados teóricos e intelectuais analisam-no sob prismas
distintos: há os que o compreendem senão em uma dimensão individual, ou seja,
concepção de que somente o indivíduo determina a sua morte; e há aqueles que o
compreendem em uma dimensão social e individual, ou seja, concepção de que a
sociedade é quem induz o indivíduo a suicidar-se. Desse modo, portanto, em uma
dimensão restrita, individual, compreende-se o ato suicida como uma auto-eliminação
consciente, voluntária e intencional; em uma dimensão abrangente, social,
compreende-se como um ato suscitado por processos autodestrutivos
inconscientes, lentos e crônicos.</span></div>
<div style="background: white; line-height: 13.5pt; text-align: justify; text-indent: 22.5pt;">
<span style="color: #333333; font-family: "Tahoma","sans-serif"; font-size: 10.5pt;">Em síntese, indiferente dos contrastes existentes em suas
compreensões, o que pode-se saber com exatidão acerca do suicídio é que este
fenômeno é demasiado complexo para poder compreendê-lo e identificá-lo com
precisão, pois não está categoricamente relacionado aos acontecimentos
recentes, mas pode, como comumente dados elucidam, estar relacionado à
épocas passadas da vida do indivíduo. </span></div>
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Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-77125617740991156552017-06-07T19:39:00.000-07:002017-06-07T19:39:06.283-07:00Multidisciplinar <div class="separator" style="clear: both; text-align: center;">
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">6 de maio-
Dia do Psicanalista</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Tahoma","sans-serif"; font-size: 14.0pt;">Ser Psicanalista é:</span></b></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Ter consciência e
ética no FAZER,<br />
Disponibilidade de escuta no processo de CONHECER, <br />
Busca constante do SABER,<br />
Incessante OBSERVAR-ANALIZAR-DIZER!</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Atuar com coerência e
sensibilidade no instigante VER,<br />
O rapport ESTABELECER,<br />
Na interação com um ser VIVER:<br />
Um encontro respeitoso ACONTECER,<br />
Na possibilidade do próprio eu DESCONHECER,<br />
Partes deste eu PERECER,<br />
Ou mesmo se RESTABELECER,<br />
Nesse complexo FAZER!</span></div>
<div align="center" style="background: #CC99FF; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Uma atuação
responsável EXERCER,<br />
E assim a categoria profissional ENALTECER,<br />
Suas técnicas e instrumentos científicos DEFENDER,<br />
Com comprometimento ético sua prática DESENVOLVER,<br />
Nas diferentes áreas de atuação a saúde PROTEGER,<br />
Para que a profissão cada vez mais possa se RECONHECER,<br />
Com práticas de intervenção, prevenção e promoção de saúde se COMPROMETER,<br />
Objetivando o equilíbrio e o bem estar integral do ser humano RESTABELECER,<br />
Na profissão fazer ACONTECER:<br />
A construção de um novo SABER-SER!</span></div>
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<br /></div>
<div align="center" style="background: #CC99FF; text-align: center;">
<span style="font-family: "Arial","sans-serif";">“Niamey Granhen Brandão da Costa”</span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-62618359432790823572017-04-03T09:21:00.000-07:002017-04-03T09:21:42.272-07:00TERAPIA<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "arial" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">A DIFICULDADE DE ENTENDER A TERAPIA</span></b><span style="color: #002060; font-family: "arial" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
<span style="background: white; color: #000066; font-family: "verdana" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span>As pessoas têm uma tendência a criar uma expectativa ilusória que a
terapia apresentará uma fórmula milagrosa para transformar suas vidas. Seja
qual for à terapia que escolham, logo estão decepcionadas com a falta de
resultados e consideram como ineficiente os recursos terapêuticos utilizados.</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
<span style="color: #000066; font-family: "verdana" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br />
<span style="mso-spacerun: yes;"> </span><span style="background: white;">Durante
minha experiência terapêutica, pude observar com clareza o processo que conduz
a pessoa do estado de expectativa para o estado de frustração.</span></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
<span style="color: #000066; font-family: "verdana" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br />
<span style="mso-spacerun: yes;"> </span><span style="background: white;">A
Psicanálise é subjetiva e por isso mesmo os resultados são demorados. Alterando
a sua forma de pensar, ou seja, fazendo você pensar mais é difícil e demorado,
pois assumir nossa postura errada diante do mundo demora. A causa de todo
sofrimento, tem que ser tratada somente com a participação da própria pessoa
que está em desequilíbrio, como agente principal da cura. De nada adianta uma
terapia se a pessoa estiver refratária a ela.</span></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
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<span style="mso-spacerun: yes;"> </span><span style="background: white;">Não
existe nenhuma fórmula mágica. O caminho da cura é a capacidade interior que
todos trazemos de nos transformarmos.</span></span></div>
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<span style="color: #000066; font-family: "verdana" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br />
<span style="mso-spacerun: yes;"> </span>Às vezes o problema é que o
paciente <span style="background: white;">pretende ouvir algo que aprove sua
conduta. Ele espera determinada resposta às suas questões. Mas, quando se trata
de um tratamento sério e imparcial, quase sempre, há uma enorme frustração por
conta do paciente, que não previu uma resposta diferente daquela que gostaria
de ouvir. Não há o poder de mudar ou transformar ninguém sem que a pessoa seja
retirada de sua zona de conforto. Seja qual for à terapia, ela só obterá
sucesso definitivo com a participação integral daquele que a recebe.</span></span></div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="background: white;">Estar
atento requer vontade própria e foco. Existem terapeutas e terapias
maravilhosas, mas infelizmente, não conseguem penetrar as entranhas da pessoa
pela força. Tanto o terapeuta quanto o paciente têm que vivenciar o processo
terapêutico conscientes da responsabilidade que cabe a cada um. O terapeuta é o
ser compassivo que munido de uma lanterna, dá as mãos para o paciente e segue
junto com ele o caminho do autoconhecimento e da transformação.</span><br />
<br />
<span style="mso-spacerun: yes;"> </span>Há que ser paciente, há que não
ter tantas expectativas em cima do terapeuta. Há que ter calma, e, há que se
implicar realmente na própria história.</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; margin-right: .45pt; text-align: justify;">
<span style="background: white; color: #000066; font-family: "verdana" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Nesse
mar freudiano, vamos navegando e buscando conexões, respostas, indagações,
elucidando dúvidas e criando as referências para um entendimento de um viver
melhor, ou menos neurotizado possível. Contemplar um riso largo com brilho no
olho vivo: eu consegui, finalmente! Perdoar. Ultrapassar. Sair do labirinto. O
reencantamento se aproximou de novo. Posso amar sem armadilhas. Partilhar o
cotidiano sem os fantasmas parentais, às vezes eles vêm (são teimosos), mas vão
embora tão logo me conscientizo da atuação energética, comportamental ou nas
atitudes. É um vigiar constante para não me deixar esvaziar no outro, ser o
outro, o espelho do outro, </span></div>
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<div align="center" class="NoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #244061; font-family: "verdana" , "sans-serif"; font-size: 10.0pt;">Adaptação: Jane Sabino de Oliveira. Dr.ª em
Psicanálise Clínica</span></b></div>
<div align="center" class="NoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #244061; font-family: "verdana" , "sans-serif"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span><span style="color: #244061;">CBO: 2515-50 – CRT: 40048</span></b></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-90066908580503631472017-03-13T07:14:00.002-07:002017-03-13T07:14:23.368-07:00FIM DA ANSIEDADE<div class="separator" style="clear: both; text-align: center;">
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<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-1146480301690612402017-02-08T13:12:00.001-08:002017-02-08T13:12:42.755-08:00Câncer<div class="separator" style="clear: both; text-align: center;">
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<br />
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">O
Câncer e sua cura</span></b></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>O câncer não é considerado o
mal em si, mas a expressão sintomática do enfraquecimento do organismo. Não se
trata de uma doença localizada e fortuita que basta extirpar, mas do sinal de
uma fraqueza dos mecanismos de defesa que é preciso corrigir. É a estrutura na
qual se desenvolveu este câncer que está doente e é ela que deve ser tratada
prioritariamente.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>O tratamento não é combater
o câncer em si, mas restituir ao organismo o equilíbrio que foi alterado e foi
invadido pelo câncer.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>O que sabemos do
aparecimento do câncer... é provável que se formem todos os dias em cada um de
nós algumas células do tipo canceroso, mas, reconhecendo-as como estranhas e
perigosas o corpo as elimina pouco a pouco.<br />
Às vezes, a vigilância do organismo está enfraquecida e permite que células
anárquicas se multipliquem. O tumor se desenvolve de maneira muito lenta
passando-se muitos anos antes de sua manifestação clínica; e é provável que um
organismo sadio possa eliminá-lo num segundo momento ou estabilizar o seu
crescimento (e só o descobrimos em autópsia). Em contraponto, um
enfraquecimento brusco por um estresse qualquer pode ativar um câncer latente.<br />
Influem sobre o aparecimento do câncer os fatores emocionais negativos e também
sobre a evolução da doença.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">Há um
perfil da maioria dos cancerosos antes de adoecer</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- sentimento
de isolamento (solidão);</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- medo de
exprimir as próprias emoções</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- desespero
oculto</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- sentimento
de impotência;</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">Há
acontecimentos da vida que favorecem o aparecimento da doença, segundo Holmes e
Haacke que estabeleceram parâmetros:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- morte
do cônjuge - 100 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- pena
de prisão - 63 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- divórcio
- 73 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- reconciliação
conjugal - 45 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- mudança
de casa - 20 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- contração
de dívidas - 27 pontos</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>Metade das pessoas que
acumularam mais de 300 pontos adoeceram e com menos de 200 pontos apenas 10%
adoeceram.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">Esta
tabela é válida também para AIDS, esclerose múltipla, poli artrite reumática. </span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">A angústia
e o temor da morte e do sofrimento podem favorecer o reaparecimento da doença
após a cura. O paciente pleno de esperança e -sobretudo de fé- tem mais chances
de sobreviver.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">As
representações mentais positivas são importantes para a eficácia das terapias paralelas.
Para transformar os preconceitos desfavoráveis que há nesta doença deve-se ter
em conta que</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">1- O
câncer como sinônimo de morte deve ser substituído pela convicção de que se
trata de uma doença como qualquer outra, que pode ser curada.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">2- As células
cancerosas são representadas como frágeis e vulneráveis e não cruéis e
agressivas.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">3- A
doença que atinge a partir de fora uma vítima impotente é substituída pela
idéia de que as defesas naturais do corpo são o inimigo mortal do câncer.<br />
<br />
4- O tratamento médico imaginado como penoso e ineficaz deve-se tornar, na
representação mental, um aliado importante que ajuda as defesas naturais do
corpo.<br />
A esperança renovada, num paciente que decide tomar as rédeas do seu caso e a
fé na terapia contribuem para reverter situações declaradas perdidas.<br />
A pessoa que movida por uma grande esperança e por uma vontade de cura mobiliza
uma energia mental disponível para a cura.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>O canceroso (e outros
crônicos) é com freqüência uma pessoa que suporta o peso de um passado mal
vivido, de frustrações cujas emoções foram contidas O ressentimento é um veneno
que, à semelhança das células cancerosas, se acumula e enfraquece o ser como um
todo.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">Algumas
medidas que podem fazer desaparecer uma doença física grave:<br />
<br />
- psicoterapia leve ;</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- amor ao
próximo;</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">- perdão e
auto perdão;</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">-
relaxamento (criar imagens mentais positivas); </span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">-
meditação</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif";">-
despertar espiritual.</span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-83116636087505525012017-01-11T13:04:00.001-08:002017-01-11T13:04:02.845-08:00Cada um na sua!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXZQZWipxE78r3auu_1px6es4oqHWh9eXd6_9izddXr7UXM5pqnUf43ZfsUL_rl4nc-dWF1oODeKR6p2FJtewX27q_hy5c1OCQpqi2XOLOO4hBE05loNd483OQz-fhEfnL_kw0PX0LJeA/s1600/psican%25C3%25A1lise+1007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXZQZWipxE78r3auu_1px6es4oqHWh9eXd6_9izddXr7UXM5pqnUf43ZfsUL_rl4nc-dWF1oODeKR6p2FJtewX27q_hy5c1OCQpqi2XOLOO4hBE05loNd483OQz-fhEfnL_kw0PX0LJeA/s320/psican%25C3%25A1lise+1007.jpg" width="320" /></a></div>
<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-71809112361877033562016-12-19T13:11:00.004-08:002016-12-19T13:11:58.384-08:00Serotonina<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZGlJ4D5Gd6g71eyKLkBXMfTw4t59SWrE1Vukr1jl5t4HBO2NWaA0pq5TDSlQraUULg4lY6fnAHJEMg0PG9mLKLWffn8uKPmJzrcgJD7jwfvo2TPlbnq6kNkAIhEDX0xkZgQjO6_8j3RU/s1600/serotonina.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZGlJ4D5Gd6g71eyKLkBXMfTw4t59SWrE1Vukr1jl5t4HBO2NWaA0pq5TDSlQraUULg4lY6fnAHJEMg0PG9mLKLWffn8uKPmJzrcgJD7jwfvo2TPlbnq6kNkAIhEDX0xkZgQjO6_8j3RU/s320/serotonina.bmp" width="320" /></a></div>
<div style="text-align: justify;">
É aí nesta região de <span style="color: red;">sinápse neuronal</span> (entre os neurônios) que ocorre a recaptação de <span style="color: red;">serotonina.</span> Substância fundamental para o bem estar do indivíduo. A sua falta ou deficiência é responsável pelos estados de depressão e ansiedade. </div>
<div style="text-align: justify;">
Diversas doenças como Esquizofrenia e Bipolaridade também precisam dessa substância que é produzida no cérebro e no intestino. </div>
<div style="text-align: justify;">
É a depressão hoje considerada 3ª causa de Morte no mundo. A Terapia é fundamental para fazer o indivíduo implicar-se na sua história e descobrir as causas e fazer a ponte com a psiquiatria na administração medicamentosa. </div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-31669366741406497982016-11-23T12:44:00.000-08:002016-11-23T12:44:00.562-08:00ATENÇÃO!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSA5evCaOXjRcoudvx4tRjwPYGVOyj8cZodtYLr9AylnMzlEMvoxdzhT0uZZeA2QWl9kGDiIlGz1juoJCKna6ZBrbwAVv5ZYDbU7w-HXhsUeZy-Aoh1K8cgWxlICixW9WSSjxtWJwgzeQ/s1600/consult%25C3%25B3rio+036.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSA5evCaOXjRcoudvx4tRjwPYGVOyj8cZodtYLr9AylnMzlEMvoxdzhT0uZZeA2QWl9kGDiIlGz1juoJCKna6ZBrbwAVv5ZYDbU7w-HXhsUeZy-Aoh1K8cgWxlICixW9WSSjxtWJwgzeQ/s400/consult%25C3%25B3rio+036.jpg" width="400" /></a></div>
<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-22536568004992796162016-11-02T05:10:00.002-07:002016-11-02T05:10:52.272-07:00Em análise!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGEOAWZ5wi1G0QdMcIPOvmLGuTpc5aISn9f7wBSrPofxI1HTFmQlwzuzZGjTlke4M4SPMMASqvYPmHO7okMf6Y3xBwlEOlwzx-dm20tWYEKPLbUlhaSkbUiy3IbwkE661GBCkrN0-O70Y/s1600/Freudiano.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGEOAWZ5wi1G0QdMcIPOvmLGuTpc5aISn9f7wBSrPofxI1HTFmQlwzuzZGjTlke4M4SPMMASqvYPmHO7okMf6Y3xBwlEOlwzx-dm20tWYEKPLbUlhaSkbUiy3IbwkE661GBCkrN0-O70Y/s1600/Freudiano.jpeg" /></a></div>
É mais ou menos assim...Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-77419439611005518662016-09-05T12:51:00.001-07:002016-09-05T12:51:08.032-07:00NOSSO PAPEL!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghOtWV0AmY3pVd2X_3pA8wOGpyh8-RTXwsOLgrVYx0B8GTEKMzs9HYKYcCFa4R60UWkUDnWZFakaC336ZD2_SNRjejlepXla9Ic7_hCzTJV5IeLiGVQOmVBIRnUgGuk1Vnbp4_UygVXvE/s1600/psicanalista.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghOtWV0AmY3pVd2X_3pA8wOGpyh8-RTXwsOLgrVYx0B8GTEKMzs9HYKYcCFa4R60UWkUDnWZFakaC336ZD2_SNRjejlepXla9Ic7_hCzTJV5IeLiGVQOmVBIRnUgGuk1Vnbp4_UygVXvE/s320/psicanalista.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPX_4SebR4yGADGql5LKJqWCA0_-8b4Rufj0fYDhRmh0GXjtQsNz2b1NEG8UnxFnjGL5la7WLL_iruhTVBN7CaFxLjWKcu89w6WaUMcn47AaXUd0BEzYjKTEGQOeTVsWcumMFvrrFcf1g/s1600/psicanalista+1004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPX_4SebR4yGADGql5LKJqWCA0_-8b4Rufj0fYDhRmh0GXjtQsNz2b1NEG8UnxFnjGL5la7WLL_iruhTVBN7CaFxLjWKcu89w6WaUMcn47AaXUd0BEzYjKTEGQOeTVsWcumMFvrrFcf1g/s320/psicanalista+1004.jpg" width="320" /></a></div>
<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-39598209421131490902016-08-15T14:48:00.007-07:002016-08-15T14:53:21.170-07:00Busque a sí mesmo<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiziiAGnx0zX_pad1KT-jqzh_vfVRpE0NWW7DHp9HvRphKaVS-KwVGtZkEcrKByPdMgl7gP6a1p2cisqoH3QANQlVeEcFAxfO3DHGvPuwwM3GzlQfFRb-GvcJBy3B6yh_Xr__SXwbccz3s/s1600/psicanalise+1005.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiziiAGnx0zX_pad1KT-jqzh_vfVRpE0NWW7DHp9HvRphKaVS-KwVGtZkEcrKByPdMgl7gP6a1p2cisqoH3QANQlVeEcFAxfO3DHGvPuwwM3GzlQfFRb-GvcJBy3B6yh_Xr__SXwbccz3s/s200/psicanalise+1005.jpg" width="180" /></a></div>
Busque sua saúde emocional e psicológica. Procure ajuda especializada e comece a se ouvir. Comece a resolver as coisas mal resolvidas, comoquem pára e resolve arrumar as gavetas, sem pressa, com generosidade para consigo mesmo.Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-49229526514482369322016-07-23T13:54:00.001-07:002016-07-23T13:54:11.931-07:00Faça Análise!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvs8RmyAzEbmCqecxaW9jSSNB_yLwL5PlSgC3Y5m-eyI_LlW1D3qWW0XFLNS7NdPZnrxvyUlYrCm7BSNsE7XhH3-JIbA8WRlgXmGDC3bsaj2txcwUZdlZk2984sjuJcWRwDk4BPtZzNdw/s1600/Lacan.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvs8RmyAzEbmCqecxaW9jSSNB_yLwL5PlSgC3Y5m-eyI_LlW1D3qWW0XFLNS7NdPZnrxvyUlYrCm7BSNsE7XhH3-JIbA8WRlgXmGDC3bsaj2txcwUZdlZk2984sjuJcWRwDk4BPtZzNdw/s320/Lacan.jpg" width="246" /></a></div>
<div style="text-align: justify;">
<b> Até mesmo já em análise, determinados pacientes ao primeiro contato com as realidades desagradáveis da análise, pode reagir fugindo, não querer falar mais. Afinal cada indivíduo é limitado por suas próprias repressões (ou antes, pelas resistências que as sustentam) de modo que não pode ir além de certo ponto em sua relação com a análise.</b></div>
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<b>Nao fuja de sí mesmo! Enfrentar as próprias dificuldades ainda é o melhor remédio. </b></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-7942655576510175132016-07-13T13:17:00.000-07:002016-07-13T13:17:03.354-07:00Pra ser Feliz<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZa-vqYUEs3Fg3p8uHg4nX78X57hRXq-meTBNGrdXV4XSOjKHBi0FbtoGiJflT6hU3Q1wLS7oxtDGehZHXPutJNCv-ore17LJypHFJSQDiAaJpCGOPzsmJ9t9IIX-fd9z0e34Mk92Wrs/s1600/desista.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZa-vqYUEs3Fg3p8uHg4nX78X57hRXq-meTBNGrdXV4XSOjKHBi0FbtoGiJflT6hU3Q1wLS7oxtDGehZHXPutJNCv-ore17LJypHFJSQDiAaJpCGOPzsmJ9t9IIX-fd9z0e34Mk92Wrs/s320/desista.png" width="320" /></a></div>
<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-61290100669708745982016-05-30T11:53:00.000-07:002016-05-30T12:18:26.711-07:00Morte e Vida<div class="separator" style="clear: both; text-align: center;">
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<span style="clear: left; float: left; font-family: "arial" , "sans-serif"; font-size: 12pt; margin-bottom: 1em; margin-right: 1em;"> <img alt="" height="145" 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" width="200" /><span style="font-family: "Courier New",Courier,monospace;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: red;">A morte faz parte
da vida, mas muitas vezes a negamos, talvez pelo medo, talvez por estarmos
ocupados demais tentando sobreviver. Quando entendemos a morte como a outra
face da vida, esta toma um novo sentido. Podemos efetivamente viver - e não
somente sobreviver. Geralmente a morte, principalmente de pessoas queridas, nos
sacode de nossa zona de conforto, de uma forma mais ou menos intensa,
provocando questionamentos sobre a vida, principalmente sobre aquelas questões
que adiamos a resolução. A morte nos lembra que tudo passa que nada é para
sempre, e dá uma noção real de que o tempo anda, e não espera.</span></span></span></span></span><span style="font-family: "Courier New",Courier,monospace;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: 12.0pt;"> É preciso saber dizer adeus
a quem nos deixa, mesmo sabendo que o que está presente naquele instante é um
corpo sem vida. Isso realça a dignidade da vida, não só daquele que morreu, mas
de quem ainda vive.</span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;"><span style="font-size: 12.0pt;"> <span style="font-family: "Courier New",Courier,monospace;">Dizer que a morte
faz parte da vida nos faz pensar só no final, mas é muito mais presente do que
isso: a cada situação em que precisamos terminar algo para começar uma nova
etapa da vida, a morte está ali. Na Índia, a religião hindu tem uma trindade de
deuses, formada por Brahma, Shiva e Vishnu. Brahma é o criador de tudo, Shiva é
o destruidor e Vishnu o preservador. Parece meio sinistro um deus que destrói,
mas é através da destruição do que está gasto que há renovação, que é possível
nascer o novo. Não à toa, Shiva é o deus mais adorado na Índia, tendo muito
mais templos onde é cultuado, do que os outros deuses da trindade hindu.</span></span></span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;"><span style="color: black; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> <span style="color: red;"> </span></span><span style="color: red;">Pode parecer absurdo o que eu
vou dizer, mas integre a morte em sua vida para que você possa viver mais
plenamente. <b style="mso-bidi-font-weight: normal;">Busque soluções para aqueles
problemas que vem adiando, como se o tempo não passasse</b>. Perceba o que já
terminou em sua vida, e você não reconhece. Muitas vezes nos apegamos a
situações que já não fazem mais sentido, somente pela rotina. </span></span></span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="color: red;"><span style="font-size: x-small;"><span style="color: red;"><br /></span></span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;"><span style="color: black; font-size: 12.0pt;"><span style="color: red;"><span style="mso-spacerun: yes;"> </span>Podem ser situações de
trabalho, de relacionamento, de hábitos. Viver tendo presente à perspectiva de
que morreremos não deveria trazer medo, mas acentuar a responsabilidade que
temos de fazer com que a nossa vida tenha o rumo que planejamos para ela.
Assim, podemos ser dignos de um dia morrer conscientes de que buscamos (mas nem
sempre conseguimos) realizar aquilo que é necessário da melhor forma possível.</span></span></span></span></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;"><br /></span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;"><span style="mso-fareast-language: PT-BR;"><span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt;">Quando o Júri de
Atenas condenou Sócrates à morte, ao invés de lhe dar um prêmio, sua mulher
correu aflita para a prisão, gritando-lhe: "Sócrates, os juízes te
condenaram a morte". O filosofo respondeu calmamente: "Eles também já
estão condenados". A mulher insistiu no seu desespero: "Mas e uma sentença injusta!" E ele perguntou: "Preferias que
fosse justa?" A serenidade de Sócrates era o produto de um processo
educacional: a Educação para a Morte. É curioso notar que em nosso tempo só
cuidamos da Educação para a Vida. Esquecemo-nos de que vivemos para morrer. A
morte é o nosso fim inevitável. No entanto, chegamos geralmente a ela sem o
menor preparo. As religiões nos preparam, bem ou mal, para a outra vida. E
depois que morremos encomendam o nosso cadáver aos deuses, como se ele não
fosse precisamente aquilo que deixamos na Terra ao morrer, o fardo inútil que
não serve mais para nada.</span></span></span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><br /></span>
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: 12.0pt;"><span style="font-size: x-small;"><span style="color: red;">
</span></span></span>
</span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: x-small;"><span style="color: red;">
</span></span></span></span></span><br style="mso-special-character: line-break;" />
</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;"></span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-55886120195899354502016-04-11T16:02:00.001-07:002016-04-11T16:02:12.094-07:00Desperte<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGkuyH05iomCfng0A19HHHXULSRABhWBhxeV5Bg-jvOh05eZtyPx5HMh9Dss_M13x6I81jrGJUYz-8HW8zR9423zs-ulgAKgKT3F0FtjXIj-4vGXarGXiUWpVKOiXItpZHGztuxiya85I/s1600/FREUD+6+MAIO.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGkuyH05iomCfng0A19HHHXULSRABhWBhxeV5Bg-jvOh05eZtyPx5HMh9Dss_M13x6I81jrGJUYz-8HW8zR9423zs-ulgAKgKT3F0FtjXIj-4vGXarGXiUWpVKOiXItpZHGztuxiya85I/s1600/FREUD+6+MAIO.jpg" /></a></div>
É preciso se implicar na própria história. E, não achar que a culpa de tudo que nos acontece é de uma outra pessoa. Quem sabe não estamos sabendo avaliar as nossas atitudes. Procure ajuda se precisar, mas não fique mais com os olhos vendados para você mesmo.<br />
Verá que apesar das dores de se descobrir, estará mais preparado para enfrentar os problemas e o que advém deles.<br />
Não precisa ter medo de mudar. É preciso despertar!<br />
Seja Feliz!Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-78228528991303287092016-03-07T06:45:00.002-08:002016-03-07T06:45:23.307-08:00Em Terapia<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhUAAAFRCAIAAABMp8jOAAAgAElEQVR4nOydd1xUx/r/N/fm3sQk16jRRFFAsKJRNNgRVNRgQ4GIFUEhigLSm/S+9KbA0ntfei8KKE2KSm/Sy7K7sMAuu2w/vz/m9TuXl+b6TRBjiPP+C86eM/PM7Mx8Zp55ziwGgUAgEAjkj4P52AZAIBAIZFEC9QMCgUAg8wHqBwQCgUDmA9QPCAQCgcwHqB+QhWR2dnZycpLNZn9sQ+YDn8//2CZAIIuJRakfo6OjycnJubm5H9sQCIIgCJPJbG1txePxzs7OysrKwcHBPB7vYxv1x2hubjYzM4uPj//Yhvz9odFoxcXFcXFxExMTH9sWyPuy+PSDSqVWV1dnZGS0t7d/bFsgCIIgHA6HQCA0NTVVVFTg8fj6+vqPbdEfY2hoKDc3NyYmBraoDw2TyWxra8vMzKyuruZwOB/bHMj7Mk/96OjocHZ2NjQ0DAkJcXd3T05Onp6eRhBkamoqIiJCR0fH09MzJSXl0aNHUVFR4+PjCIKMjIw8fPjQyMioqKiIzWb39fXZ29sbGRnV1NQgCMLn8/Pz8+/fvx8WFjYzMwNyGRoaio6ODg4ODgkJiY6OHh4e5vF4eXl5Fy9etLS0bGpqSkxMNDIywmKxoaGhfn5+6enpwAwEQWpra62srBwcHFpaWsCVmpqa8PDwoKCgmJiYhoaGdxeQQqHExcUZGBhgsdi4uLjg4OCwsLC540tVVdWDBw/MzMzi4uKSk5PxeHxfX9//WW+NjY0RERFRUVGRkZGRkZFjY2PgOo1GKykpCQ0NDQ4OjouL6+npmftUV1dXUlJSUFBQaGhoUVHR7OwsuF5fX29lZWVqahoeHu7i4pKbm0un0xEEodPpmZmZRkZGdnZ2sbGxoaGhYWFhXV1dXC731atX9vb2JiYmOBwuKCjo0aNH9fX1XC53bnY0Gi0pKam8vPwN46empoqLi8PDw6OiooKDg98wkk6nZ2Rk9Pb2vvHU4OBgWloa+BKzsrKmpqbeUT80Gi0tLc3Q0NDBwQFYHhwc/OrVqzdu6+zsjIiIGBkZeUdSgLGxMRsbGz09PQcHB319fWtra1tb26ysrJmZGTKZHBQUdP/+fX19fUdHR19f39zcXAKBAB4kEAjx8fE4HC40NDQiIgKUi0AgeHp66ujoFBcXg9sqKioMDAy8vb2pVCqTyczKyjI0NAwKCkK/2Z6enrCwsNDQ0KCgoISEhNHR0bnmFRUVubq6slis/7MgZDI5JCRER0fHz8/P398/ICBgYGAA/bSuri4yMjIsLMze3j45ORlM7alUKh6PNzAwiIiIQCf7U1NT6enpoaGhcXFxgYGBz549m5tLdnZ2fn7+3OVjY2OjjY2Np6cnmUxGEKStrc3CwsLLy2tu5TMYDDwej9YJoKamxsLCwtzcvLy8HG1gTU1NmpqaKioqFRUVDQ0N/v7+lpaWZmZmpqamDg4Ot2/fLikpQRBkaGjI19fXxMSkuLiYyWQiCMJms58+fQrGE39//7KyMtDU0UIlJCRUVVX9n9UIWVjmrx/y8vL/+Mc/3N3dcTicoqIiFotls9lUKhWLxWIwmIsXL+bk5OBwOAMDA1dX19HR0bGxMUVFxW+++SYtLY3D4QwNDV28eBHcCcaU0tJSCQkJfX190DJev3794MEDa2vruLi4yMhIOzu7pKQkOp1eWVkpIiLy888/NzU1BQUF/fOf/5SXl4+Pj/f19dXW1sbhcGB4ff78+ZYtW8TExDo7O3k8XmlpKRaLffjwYVxcHA6Hc3Z2rq+vB03zN5mamvLz8/vss88UFRXxeHxcXJyFhYWZmVlrayvoDM+ePduxY8fy5cvxeHxpaamJicm7/Wl8Pr+mpsbJycnNzQ2Px4eEhNy9e7eiooLP509PT2dlZdnb28fFxcXFxbm6uvr6+gLZ4/F4r1+/9vb29vT0jIuLCwkJcXR0TE1NBTVWV1d36NChb775JiwsLCAg4MKFCzgcjs/ng/68ZMmSw4cPx8fHp6amBgYGxsbG0mi01tbWPXv2rFixwtvbOy4uzs3N7cqVK6mpqXNNffny5Y4dO9TV1eeOI3Q6PSYmxtzcPCkpKT4+XkNDIycnBx34+Hz+kydPRERErK2t5yY1NDSEw+FcXFzi4uIiIiIcHR1jYmLQsfVtZmZm4uLi/v3vfx8/fjwpKSkhIcHOzs7Q0LCurg7Ni8lkPnr0SEBAIDs7+x0VjiAIm80uLCy8efOmra2tgoLCP/7xD01NTScnJ2Nj47q6OgqFYmxsjMFg7t+/n5ubm5qa6uvrCwbBkZERKysrc3Pz2NjYmJgYe3v7qKio6elpEomkpaWFwWAOHz4MSlFXV3fs2LFr167RaDQWixUVFfXFF1/cunWLTCbz+fympiZDQ0NHR8eEhITQ0FA7Ozs8Ho8WZGZm5ubNm0uXLm1ra3t3QRAEmZiYsLa2xmAwN2/ejIqKUlNTu3PnDlA7f39/bW3tuLi4xMREJycnJSWlyspKBEFoNJqnp+dnn31maWk5OTmJIMjw8HBERIS1tXV0dHR6erq+vr6npyeVSgVZsFisM2fOnD59GhVRBEHa2tokJSX/8Y9/+Pr68vn87u5uaWlpDQ2NuV8iaFRXr16du6QoKysTFRUVEhKqqalB9aO3t1dOTk5ISCg3N9fb29va2trR0XH79u3fffcdFotVVVV1d3cnEokEAkFZWfnLL79MT09nsVhMJjMxMVFLSyskJASPx3t5ebm4uMydAtbU1GzdulVHR+f/rEbIwjJP/eBwOD4+PuvXr+/o6EAQRFlZedeuXWCOU1dXt2nTJjc3N3BncnKyqKgo6JZWVla7du0aHBwEH+FwOElJybNnz+JwONDCsFhsbGwsgiBkMtnDw0NNTa25uRnc3NnZmZ2dPTMzQ6fTjx8/fuvWLQRBuru7169f7+npCe4xNzf/6aefSCQSgiBMJvPixYtycnIgtfPnz7u6ujIYDARBqFTqw4cP7ezs3phBv0Fzc7OwsLCPjw/4t62tTU9PD4vFguXUzMzMr7/+KikpCT7KyMgAVfG/IJPJFy9e1NfXB4+z2eyysrKmpiY+n19WVmZqapqeng7uHB0dVVFRMTAwALn4+Pg4Ojq+fv0afJqSknLixAkwbZydnTUxMdm2bRsol7S0tKysLPh7cnJy+/bt5ubmoLwZGRnV1dXgI3V19YMHDw4NDSEIwmKxNm3adPPmTbSHczgcJycncXFxbW1tNFMEQQoKCjQ1NePi4sC/lZWVdXV1NBoN/Ds9PW1kZCQuLm5hYYFOsdlsdlhYmKWl5YsXL8CVsrKyn3/+OTk5+R0VRSAQtmzZYmVlBf4dGBgwMTGxtrZGm01bW5uSktKBAwdCQkJQA34TFovV3NwMSurv7y8qKlpXV4cgSFVVFfiysrKyhISECgoKEATp7u5OS0trbW2dmpry9/dXVVV9/vw5SKevry8jI4NCoSAIgsfjjxw5Iisr6+rqCnIPDAz08/MDd7a3t4uJiYEGOTQ0ZG9vf/fuXXSh0NTUlJOTgy4fy8vLL1y4ICsrm5CQ8HuWIE+fPhUREcHhcAiCREVFLV++vLq6GkGQU6dOHTx4EM0lJSUFXSg/efJEWFgYndkEBAScOHHiyZMn4N/W1tbS0lIikYggCJ/P7+zsvHz5spSUVE5Oztx8fX19f/jhB2Vl5eHhYQRBHBwc3phweHp6iouL37lzZ24XIJPJoHRvlMLCwmLPnj0kEqmqqgqsaX799dcDBw4gCMLhcBobG4F6PXz4cNOmTeC7Kysr+/XXX9FuzmKxCgoKamtrwb9MJtPa2lpcXNzQ0HDumgzyJzBP/ZidnXVxcVm/fn17ezubzb527drp06fBRKaiokJUVNTDwwNBEDab/fDhw4MHD4Kl5YMHD3bu3ImOSk5OTjgcLjIyUk5OrqOjg8/n29nZRUREIAhSW1t75MiRwMBAdIDgcDiTk5M8Ho9MJh89elRVVRX5/0O8l5cXgiBkMvnevXsnTpxAF+/y8vJAP6qrqwUEBEJDQ0FSbDY7PT1dRkamtLT0HWWsr68XEhJyc3MDHZ5OpwcGBp48ebK1tRVBEAqFcvv27R07dkRGRh4/fvzdSSEI8vz5c0FBQScnJ/QKm80GA7qLi4uCggLqZ0MQ5MqVKwcPHqTT6SMjI+fOnfPy8kLroa6uTkBAIDAwkMfj0el0XV3d7du3U6lUGo12/PhxFRUVYC2RSBQTEzt//nxZWZmPj4+pqSm6mFBRUTl48CDwPwwPD0tKStra2qIzx8nJSR0dHXt7ezMzM0dHR9Sku3fvXrt2DR2YOBwOg8FA46wGBwdv377t5uamq6v76NEjcHFmZubKlStmZmZAMhEEGRkZ2bRpk5mZ2TuGy76+vk2bNpmamgI3JovFio+Pl5GRqaioADeUlZWpqqo+evTo119/fcNn8g7c3d3Xr1+PDp2A9PT0lStXWlpaPn361MDAICwsDEGQ9vZ2GRkZT09P1NXG4/EoFAqQWLCcysjIOHPmDFBxPz8/0NoRBGlsbNyyZYurqyuCIIWFhdLS0rGxsahgsFgs0IZBmqGhoYaGht7e3tevX+/u7n63/Xw+v6ioSFhYOCQkBEEQHx8fMTGxly9fIgiSnJx85coVLS2tnJycNzalCwsLhYSEwNSEyWSqqqru3LkT/Tq4XO7s7CxYhbNYrNjY2KioKGVlZTU1tbkridjYWDU1NSwW6+fnRyQSHRwc0GkEgiAzMzNGRkZW/x+0mY2Ojp49e/bEiRNz7eHxeCYmJjt27ABijCDIxMSEqqrqnj173pgKeHp6bty4EfiEDQ0NFRQUmpqa0E9Bgwd/k0gksKw0MjJCp62QP4f564eHh8fatWujo6PLyspMTEyioqLAR8+ePdu8ebOGhkZubq6Hh4ezs3NOTg7YlnhDPxwcHBITE/v7+/X09JydnUkkEhaLBfpRXFy8fPlyHx8ftO+hjI2NofrR2toqKCiooaFRUVERHx/v6OiYl5cHBjWgH/Ly8giC4PF4AQGBpKQkkAKXy42Ojl6xYgUej39HGd/QDzab7e7uvnLlSrBhQ6FQNDQ0Nm7caGFhsXnz5qysrHckxefzc3Nz161bFxgY+PanGhoaW7dunds9bt++LS4uPjg42N3dLSgo+ODBA9Tb29bWtn79ehsbGzabzWQyDQ0NRUREcnNzc3NzDQ0N0UUMkUjctm3bgQMH/P39Hzx4YGFhgTrr1NTUxMTEwsPDw8LCfHx8sFgsusHA4XCam5vxeHx/f7+6urq4uDjaz6WlpaWkpH5zj4fJZDY0NKSnp/f39585c+bkyZMgLyqVun379uvXr6OJTE5O7ty5U01N7R2xN2/oB4/Hi4iIWLFiBajhqamp0tLS4uLixsbGDRs2WFpa/s5YL1Q/5gbpZmZmLlu2TEVFBYfDaWhoREZGIghSW1u7cuVKe3t7dB9uLv7+/o8ePSISiRYWFg8ePBgdHQ0ODv5N/YiPj1+2bFlUVNRvbhSPjIwkJiZWVVXl5eVt3bo1Nzf33QXh8/nFxcUiIiLGxsavXr1ydHR0dnYGXikEQUpLS+/evaugoGBra/vq1StU14F+ZGRkIAhCJpN/+eUXSUnJN7a7ADMzMw4ODi9fvvTx8ZGVle3t7UUrKigoyMPDo7S09OrVqxUVFXZ2domJieAjLpfb1taGx+N7e3t1dXW3bt2K+r7eoR87d+5EG8C79aO/vx9BEDk5ud27d/9mdAObzW5sbExNTe3v779y5cqBAwd+81uDfCDmrx/e3t4rV640NDRMSUlpaWlBO0lFRYWYmNipU6euXr26ZcuW8PBw9Km39QPM+IqKipSUlAoKCqysrKKjoxEEefr06aZNmzw9PdFWxePxGAwGn88nkUiofrS3t69bt+748eNgU2GuPwrox/nz5xEEKSwsXL16NRgdEAThcDgJCQmg076jjG/oB5PJ9PHx2bZtG/DGUCiUmzdvHjp0aGRk5I2t9bcB2wNr165F1+AAMA03MDDYs2fPXP1QVlaWkJAgk8l9fX3bt2+3sbFBe8WLFy/Wrl3r5ubG5XIZDIapqen333/v6OiYlpb2+vVrdAwiEAhiYmLACVZfXx8QEIAmfufOHSEhoUuXLomIiMjLy3d1daEfUSgUHA4HNtu1tbV37dr19OlT8JGiouKZM2fm3sxiscA4NTQ05OfnFx8f39HRARwgjY2NCILQ6fSDBw+qq6ujg8XY2NiWLVu0tbXf4Xd6Qz84HE50dPSWLVuKiooQBKmtrXV3dy8oKKipqdm7d6+6uvpcZ/07+E39wOPx69atA96YpKQkIFGvXr3aunWrnZ0duv7g8/l0Oh3Urb+/P5jkNjQ0XLp0CY/He3h4eHt7gzvn6kd6evqGDRtCQ0NR5QZfGfg7IyPDy8urtrY2KytLVlbWxcUFOHP+F3w+v6SkZMOGDXJycrGxsVVVVW8MlGw2Ozs7W1VVVUFBAd0Vn6sf09PTly9flpCQmPsgl8sF5g0NDRkbGycmJsbGxt64cSM6Ohrt0YGBgT4+PkQi0cvLy8nJ6erVq6j/ikqlhoSEBAUFdXZ2mpiYbN++vbi4GNTwAuqHqqrq4cOH54ZRMJlMYDaJRAoICIiMjOzs7FRXV9+7dy/qdYT8CcxTP9hstqenp7Cw8NxRD1BdXb1x40ZfX9+pqSlra2stLS3gNkUQxMLCQlxcHLQJBEHQ1QaFQnn06JGGhsaZM2fAmqC3t1dTU/P+/fuo2AwNDRUUFNDpdCqVKiMjc/PmTQRBOjo61q9f7+Hh8faUik6nKyoqnjt3DqS2a9cudG07MzMTFBR09+7dt42fS2NjI+ocA4k8ePBAV1cX+GSpVKq6urqEhATQgNnZWSqV+o735np6evbu3autrY2uJAYHB5ubm7lcbmRk5KVLl8D4CFJWVFRUUlJCEIRMJqurq1taWqLhLtnZ2WJiYpmZmQiCMBgMIyOjbdu2oR4JlPHx8W3bthkYGACTZmdnBwYGgKm3bt2SlpZub2/PzMxUUFBISUlBVWdkZOT+/fs2NjaBgYEODg4qKipWVlbgqYCAgOvXr6PLLAKB0NjYCLaaWltb79y54+zs7O/vb2Njc+3aNTAf53A4+vr62tranZ2d4Km6urqdO3c+fPjwHdU+PDy8efNmc3NzMH4RCASwi4DuWKipqfn5+fn6+pqaml65cuXdi0gUb29vERGRN8KNMjIyUP1AEGRiYmJkZGR4eFhfX19DQwP1KBKJxLy8PDDZB5NxBEGYTGZkZKSmpubp06fRZWVra+vWrVvBDc3NzWpqasbGxqjCvX79urCwELRVT09PLS2twMBADw8PLS0tWVnZ/zN8qLS0dP369XOnAgiC8Hi8jo4OdM/p9evXAgICNjY2YBAvKSkRFhZGAw0sLS3FxcXRjKanp5ubm4eHh1ksVlFRkbm5ub29vYuLy5kzZxQVFdHFTWhoqLu7O4IgHR0dv/zyy7p161BnA5lM1tfXt7CwCAwMdHR0vHnzppmZGXA2EIlEOTm5n3/+Ga1DoBAPHjwQFxdH4ySnp6fV1NT27dv3hkvTx8dn06ZNYD8jKipKSUkJnf8hCPL06VMwjevr69PU1LSzswsICLCzs1NWVnZ0dFykr68uRuapHxMTE8bGxsuXLy8uLp47doOthVWrVpmYmDCZzKqqKkVFRWtr656eHjqdrq2tvX79+oaGBj6fz2az9fX17e3tQavq7e3du3evqKgoGKE4HE5RUdHly5dDQkJev37d39+fk5MTGho6NTU1ODi4e/fuX375ZXp6uqys7LvvvjM2Nn7bHzIyMnLs2DEpKSkajcZkMr28vOzs7CorKwcGBsrKygwMDOLj49Ee8jYgdGfFihWmpqZ9fX0DAwOBgYGXL18uLCwErbO/v//8+fObNm3q7e0lEomPHj1KSEh4R4IsFsvf3//XX3+Ni4vr7u5ubGyMjo6uqKhgsVj9/f1ubm42Njbd3d2Dg4OZmZkmJiYpKSloPRgYGCQmJg4MDDQ1NYGoFRBOOjIycuPGjbVr17a0tMydVnO53JaWlnXr1ikrK3d1dRGJxMePH2tqag4ODtJotAsXLmzZsuXly5c0Gi0gIEBZWRmPxzMYDAaDkZWVZWxs3NHRweVyWSyWqanpmjVrqqqquFzu69evdXR09PT0+vv7e3p64uPjS0pKpqenaTRabGysubk5gUDgcrlUKvXGjRubN2/u6uri8/nV1dUmJibBwcH9/f1dXV1BQUEPHjwAXvvfhMvl1tfXr169+vbt293d3QMDA7GxsUpKSunp6bOzs0Qi0c3NzcvLi8vlcrlcMC2Qk5N7d0wwgiAzMzOmpqYrVqxITk5GVwNMJjM4OPjbb7/18/MbHh4mEon+/v729vYcDqe6uvrq1at+fn7d3d39/f1FRUU4HI5IJHI4HEdHR11dXfBFUyiU06dPr1q1CiyjeTxeeXm5gICAhYUFi8WanZ1NT09XUlJKSEh4/fp1b29vWlpaVFTUzMxMW1ubmZlZamoqKEhtbe3q1asNDQ3fURCwD7R8+XI7O7u5Tl02m21rawsCakdHR588ebJ3714wLeNwOMnJyStWrAgPDweNtrq6WktLy8bGprGxsaenJysrKyUlhUQidXZ2GhgYFBQUcDgcLpeLxWKBd5fNZrNYLHt7ewMDAxaLxeFwHj58+MUXX4AoOyaTmZ+fb2Rk1NjYyOVy2Wy2vb39qlWrSkpKQIM5fPjwvn37CATCwMCAqalpRUXF7OzsnTt3REVF+/r6QIsFEVmgH6HzmNnZWUtLy9WrVzc0NPB4PAKBYG1t/euvv7548aKvr6+5uRmHw5WWltLp9NTUVBMTk97eXrC209bWFhISejskHfKBmKd+1NbWysnJiYiI2Nvbg/gNAJFINDMzA+6R5uZmPp+fnp4uISHh4+Pz4sUL4HmPiIhgs9kjIyPy8vLHjx8H+6I8Hi8lJUVfXx/dEWWxWLm5ubdv3758+bK+vn5cXNzMzAyfz09NTd29e7eSklJJSYmzs/OmTZvOnTuHullQCgoKDh06dOzYMRCjMj09jcPhDA0NDQwMdHR0wsLC0BnQb0IkEu3t7Tdu3KigoGBlZaWrq2tqalpUVIQu6rOysvbv379z5043NzdPT89du3b5+fm9+wAMEI+vrq6uqKhobGxcUFCAehK6u7uxWKy2trapqamRkVFubi6aEY/Hy8zM1NfX19HRMTExwWKxaN8rKiqSlpbesmXLo0eP5hZnenra399fTEzsxIkT9vb2Pj4+NjY2Tk5OJBKpsrJSRkZmw4YNvr6+PB6PRCKdOnVKVla2paXl9evXqqqqSkpKwEk1NTVlZWUlKiqK+tk7OjosLS1PnDihqamZmppKoVD4fD6YIqipqQH3y9jY2N27dzdt2oTD4VgsFnDcmZiY3L9/38TExMbG5g2pe4PJyUlvb+8tW7acOnXK0tJSX1/f0NAwKysLTE4TEhJkZGTs7e3BzU1NTSdPnty/fz8IoHoHz58/v3DhgpCQ0NwQnd7eXm1tbVFR0Rs3bri6uvr4+BgZGQElAJsNd+/eVVJS0tPTA+9P8Pl8sBzct28f6vnMz8/X19cHYs9gMHx9fcHmH8gFBFKrqqpevXrVyMgIBO/Ozs46OjrKyMigu9AVFRXi4uLbtm3Lz8//X0UYGRnR09MTFBS8ceMGGpQIwOPxIErY1tbWwMAgPz8frHEnJiawWOzGjRvRNRAIKbaxsVFSUlJRUQkMDBwYGEA7aUxMDEgwMDBwzZo1ly9fHh0dHRgYuHDhgry8PFh29/T0SEtLAwfd69ev1dXVFRQUgD00Gs3JyUlUVBS4/kpKSvbv379v3z4vLy9XV1cNDY2XL192dXVduHBh165dGRkZoIWnpKTs27dPTEzs0aNHaHdob2+/cePGtm3bIiMjQVn6+vpcXV0vXrx4+/Zte3v7hoYGDofz6tWrK1euXLt2DcTmTUxMGBkZbdiwwcvLCw1KhnxQ5qkfTCaTTCYTicSpqam5Us/lcicnJ4lE4sTEBOjzHA5nbGxsenqayWROTk6SSCQajcbn87lc7vj4OIlEQidTXC53ZmZm7jKWy+VOTEwQicTx8XHU7TMzM0MikSgUCoPBmJqaIpFIZDL57W12BoNBJpPHx8fR+SaDwaBQKOPj4xMTE2/f/wZcLhckPj4+Dp56o6R0Op1EIpFIpKmpqampqdHR0XfHkgLYbPbExMTY2BhaPyg0Gg3Y9vb5UWw2e3JyEnw6NxcGgwFsoFKpc3dfeTwelUoFNTM5OQksnJmZ4fF4s7Oz4ItD9WZ8fHxsbAxsZoyPj4+Pj4OODRIBXzGaeE1NjbGxcVhYGOoxm52dBV8HuAfUG5FIpFKpQCc4HM7U1BQwfnp6+t0Sy+PxwGsWZDIZVPvk5CQqpTQaDaQ8tzJJJBK6qfC/YDKZ4+PjRCJxbmocDodCoZBIJFDnoJbmtkYKhTI2NjY+Po6Oa+hFtDWCKDjwFJ/PB9U+NxdQq6BHoLeBjoAmAnoTgUCY+07cG4Cs5/YsFBaLNTU1NTk5SaFQ0C9ibmVOTk6iTRcYSSQSiUQimJAhCEKn0+cWCvxLJpO5XC6HwwH9CJSIz+dTKBRQIWiDAc2Vx+PRaDTQI9CWRiaTQcWCOgGPkMlkOp0OsgbdmUQiTU9Po5aj3yxqIbCKSCSCJg2Kw2KxyGTyxMQE+JfL5U5PT4O2vehO0FmkLL7zSyAfC+CjSE1NPXToEAhihkAgnzJQPyC/F3D8CQjQgoffQSAQqB+QPwCFQhkaGoLxLRAIBIH6AYFAIJD5AfUDAoFAIPMB6gcEAoFA5gPUDwgEAoHMB6gfEAgEApkPUD8gEAgEMh+gfkAgEAhkPkD9gEAgEMh8gPoBgUAgkPkA9QMCgUAg8wHqBwQCgUDmA9QPCAQCgcwHqB8QCAQCmQ9QPyAQCAQyH6B+QI8UKfUAACAASURBVCAQCGQ+QP2AQCAQyHyA+gGBQCCQ+QD1AwKBQCDzAeoHBAKBQObDPPWDwWDU1taGh4dHRETExsbGQCCLgdjY2Ojo6JCQkPT09IGBgYXtSxDIp8Y89WNkZMTLy0tZWdna2trd3d0NAlkMuLu7u7i43Lp169q1a9nZ2QvblyCQT4156kd/f39sbGxeXh6Xy11YgyCQD01tba29vX1WVtbHNgQCWdzMUz8GBgZiYmLS09OpVOrCGgSBfGjKy8ttbW3h+gMCeU/eVz+mp6cX1iAI5IPC5/OhfkAgCwLUD8inBdQPCGShgPoB+bSA+gGBLBRQPyCfFlA/IJCFAuoH5NMC6gcEslBA/YB8WkD9gEAWCqgfkE8LqB8QyEIB9QPyaQH1AwJZKKB+QD4toH5AIAvFB9cPNpvd09PT1tbW3t5OIpF+8x4OhzM6OtrV1fVH32anUqktLS1DQ0McDuftT2dmZnp7ewcGBng83h9KdmZmZmhoiEwm/9EH//qQSKRP/MgAqB8QyELxwfWDQCBcv3798OHDu3fvPnnypJaWVlRUFIVCmXsPkUg0Njbet29fUVHR77ehp6fHzs7OwcGhvb39N4/hKi0tlZWVvX79Oo1G+/3JIghSXV1tYmKCw+HodPofevAvCJFIjI2NtbS0dHNzu3//fkpKyh+tjb8ZUD8gkIXig+tHR0fHsmXLxMTENDQ0ZGVlMRiMiIhIYWHh3HtYLFZiYqKNjU1TU9Pvt2F0dDQ1NbWsrIzNZv/mDW1tbW5uboGBgbOzs78/WQRBCgoK9u/ff+fOnampqT/04F+Q8fHxkpKSsLCw0NBQT0/PhoaGj23RRwbqBwSyUHxw/WhtbRUWFjYzM0MQZHR0dP/+/atWrfLw8IiOjk5PT09PT09KSnr+/HllZWVmZiaBQBgdHU1KSgoICHj48KGXl1dsbCyBQEAQZGZmJj09HYvFenp6FhQUMBiMkZGR1NTUV69e9ff3Z2VlBQQE+Pn5OTs7R0VFdXd3IwhCIBBycnJKSkrA6qS2ttbX19fZ2Tk4OLi5ufkNO+l0ek5OjoeHh4+Pj56e3r59+/T19alUKpFITExMBPlWVVW98RSPx3vy5ImHh4e3t/ezZ8+AG21gYCA0NBSLxXp7e+fl5QH72Wx2RUWFj4+Po6NjQEAAUEoSiZSSkhIQEODj4+Pq6pqent7f38/j8VgsVmNjY0REhLOzc2hoKJFIRBDk2bNnUVFRmZmZwcHBo6OjfX19wcHBHh4e4eHhGRkZw8PDIMHk5GRwVnl+fj6dTqfRaPn5+REREXl5eUVFRcCFyOfzm5qaPD09nZyc3N3dKysrf9MB+LcE6gcEslB8cP3o7OwUFBTcv3+/r6+vra3t2rVrBQQE4uLiNm7cuHz58s2bN8vJydnb28vIyGAwmPT09CdPnqxcufKzzz6TkpISEBD48ssv7e3tR0ZGsrOzN23atG/fvh9++GHp0qWpqak5OTn/+te/7t69m5CQsGvXLgwGc+jQoUOHDomIiGhoaIyNjeXm5i5ZsmTbtm1jY2NJSUkHDx786aefJCUlly1bpqio2NXVhRo5PT0dHBwsKCgoIiJy6dKlgwcPfvvtt+bm5jQazcnJaePGjadPn96/f7+kpOSrV6/QoZZKpaalpe3du3fbtm1Lly4VFBTMyMggEAi3bt1asmTJ/v37d+/evWHDBmdnZwqFkpKSsmPHDjExsRMnTggJCZ0/f762trawsHDDhg0YDEZKSkpCQmLFihX37t0bGxurq6s7efKkoKCgnJzcrl27tLS0njx5cuvWLQwGs2nTpg0bNrx48SI1NfXgwYOXL1/W0NAQFhY2NzcfGhry8/MTEhLasWPHxo0bBQUFs7Ozq6qq5OTkzp8/b2lpKSgoqKmpCTaN5OTkhIWFjx49unXr1sOHD+fl5c2vJSw6oH5AIAvFB9eP169fr1279vPPP1+1apWQkJC4uLiOjg6BQJCSksJgMHJychUVFU+fPpWXl//iiy9ycnKePn36/fffS0hI9PT0FBQUiIqK7tmzJzAw8PLly5s3bx4aGiosLDx79mxkZGRBQcF3332nr6+Px+P37du3ffv2+vp6JpNpZGQkJCRUUFDw9OnT1atXHzlypL29fcuWLf/85z8LCwvZbLaJicnSpUs9PT1nZmaAkS0tLYcOHfriiy/S09MRBAkKClq5cqWhoWFFRcW2bds2btwYERFhYGCAwWAuXboE1hMIgrS3t587d27NmjXPnj2Lj48/ffp0cHDwkydPPv/8c1lZWTKZnJubu3Tp0kOHDqWlpe3bt+/rr7/Ozc1FEMTFxeWbb74xMDBITEzcvXv37t27Ozs7e3t7RUREli1bVl1d7e/vj8Fgdu3aFRMTc+LECQwGo6Kioq2tjcFgpKWlY2JiqFRqYWGhhYVFfHy8n5/fsmXL9uzZ4+TkdODAgR07dlRUVLx48UJNTQ2Px5eVlVlZWeFwuNDQ0DVr1nz55ZdJSUnOzs5LliwJCAhAECQnJ2fFihXy8vJvbEr9XYH6AYEsFH/G/oegoKC0tHRCQkJZWVlbWxuCIHQ6/aeffsJgMHZ2dgiCEAgERUXFf//730A/Vq1atXfvXj6fjyCIjIzMvn37bGxsdu7cKSoqOjIygiDI9PQ0i8VKT09fsWIF0I89e/YcOXJkcHAQQZDIyMjly5cnJiZWVlauWbPm6NGj7e3tW7duXb9+fWVlJYIgJSUl//nPf1RUVIDPB0GQlpYWSUnJr7/+ura2FkGQnJyckydPqqioaGlpff/9999+++2OHTukpaVlZGRu376NPtXe3n727Nm1a9f29/cjCDIzMzM7O5uTk/PNN9+YmJhwOJyMjIyVK1dKSEg4ODh89dVXO3bsePHiBYIg6enpS5cuNTAwSEpKEhcXl5WVpVAoRCLx2LFjn332WXFxsYODAwaD+c9//nPw4MGjR48ePXoU/Gre559/rq2tDbZzQkNDf/zxx+3bt+/evfurr746evSopqbmhg0bxMXFa2pqEASZnZ2lUCgJCQmnTp3at2+fhITEkiVLMBiMnp6ehobGt99+i8PhEATJzc1ds2aNtLR0a2vr/BrD4gLqBwSyUPwZ+x+rV6++f//+3OktlUrdvn07BoOxtLREEGRkZEROTg6DwWRlZZWVlS1dulRcXBy4iQ4fPvzjjz8GBwdfu3ZtzZo1JSUlmZmZGhoapaWlOTk5//nPf+7fv4/H4/fv3y8uLl5YWNjY2Hj37t1Vq1bl5uaWl5evWLHiwIED3d3dP//889q1ayMiInp7e/X19b/55htzc3M0nrirq+v06dOff/45uMHOzm7t2rU3b950cnISEBD46aef0tPT29rampubx8fH0aDevr4+ZWXlH374Aeyy6OnpFRQUlJeXr1y58tKlSw0NDb6+vkuWLDl06FB4eLiYmNjXX3+Nw+F6enqwWOzy5cvt7e1TU1N37dq1d+/e6urqzMxMDAazZMmSqqoqb2/vzz77bOfOna2trS0tLR0dHS0tLVevXsVgMHfu3GEwGAiCKCoqLl26FGwjLV26dPfu3bGxsfLy8gICAng8/uXLl7a2tiEhIbKysl9//fXDhw8rKirWrl2LwWDc3Ny8vb2XLl1qaGjY3Nzs6em5dOlSbW3t+bWERQfUDwhkofgz1h87duwwNzefnJxEL9JoNBkZmWXLlmGxWARBCATCjRs3vv/++8LCwqqqqo0bN8rIyAD9kJOTO3jwYHV1dUZGhpiY2IULFw4fPrxly5bk5OQnT55s3LjR3Nw8LS1NSkrqiy++OH78+MWLFyUkJLS0tIaHh0tLS7du3Xr8+PHJycnKyspDhw7t27fv8uXLP/7449mzZ/v7+8ESB9gTHBy8efNmCQmJX3/9VUpKat26dfb29qOjo2pqaps3b7506dLJkycPHjyYk5ODhntxudyMjAxJSUkpKSkREZENGzbEx8cPDw+rqqquXbv2zJkzp06d2rhxo5WVFViXSEhISEtLKykpbd++XUFBob6+/vHjxz/99NOXX3556tSps2fPCggIaGlpEQiEurq6EydOiIqKXrt27dixY9evX6+pqfH09Fy+fLmBgQHQj3v37q1YseLUqVMnT55ct27duXPn6urqXFxcVq9efejQIUlJyb1798bHxxsaGn733XdHjhxRVlYWFhZevnx5TExMe3v7zz//vH79egUFhS1btuzZsycjI2N+LWHRAfUDAlkoPrh+TE1NZWRkNDQ0sFgs9CKXy62rq4uLi3v16hWCIAwG4+nTpwkJCcPDwyQSKTU1taCgAAzuJSUlOTk5ZDKZzWY3NTUlJyeHh4e/fPmSyWQODQ2lpqY2NDQUFBTs2LFj+/btgYGBsbGxycnJRCKRz+cPDw+npaXl5+eD+KtXr14lJyeHhYXl5ua+bTaDwWhoaEhMTCwuLq6uri4sLHz58iWXyx0dHc3JyYmMjExMTKyoqJiZmUFVB0EQFovV2tqalJQUFBRUX18/OzvL5/PHx8eBnZmZmW1tbcDdxOfz+/r6cnNzw8LCMjMzh4eHuVxuSUnJpk2bdu3aFRQUFBMTk5qaOj4+zufzeTxee3t7VFRUXFxcQUHB4OAgm81ub2+Pi4urra0FytrR0ZGSkpKcnFxaWlpTU1NRUUEmk5lMZlpamqSk5L1796qqqlgsFoFAKCwsjI6OTkxMLCwsTEpKam9v5/P5/f39MTExkZGRERERzc3NMP4KAoH8UT64fvD5fC6X+5svcnM4HPQ6j8fjcDh8Ph/cj74PCP5Gh2w2m43qEI/HAymXl5fv3LlTWlr65cuXLBYLHQrfSArkODs7+463yjkcDnr/XNuYTOY7RlgOh/PGOyhcLvc3HwFJoSk/fvxYTEzs5MmTzc3NLBbrjbcgQWHRsoMqmms8j8dD8wVVhyBId3c3WFWArSYAi8UCSc39LjgcDpPJ/F9vz/xdgfoBgSwUf4fzr4aHh6OiopKSkiYmJj62LX+MwcHByMhIPB4/17n3PszOzqalpSkpKeno6IyOji5Imn8zoH5AIAvF30E/eDze7Ozs3Hn9YgG1fK5P7H3gcrljY2NdXV0kEuk3z3SBQP2AQBaKv4N+QCC/H6gfEMhCAfUD8mkB9QMCWSigfkA+LaB+QCALBdQPyKcF1A8IZKGA+gH5tID6AYEsFFA/IJ8WUD8gkIUC6gfk0wLqBwSyUED9gHxaQP2AQBYKqB+QTwuoHxDIQgH1A/Jp8efrB5/PZzAYk5OTExDIomJ8fJxCoYBjYX+zbUP9gHxa/Pn6MTIykp+fn5ycnAeBLCpycnLy8vLq6urAIeJvM0/96O/vB79cRKPR3qNnQSAfgadPn1pbW2dmZv4JeXG53CdPntjb2+fn5zMhkMXGwMBAXl7e/zrgdZ76MTg4GBsbC36vgg1ZUFgsFoPBoNPps7OzH9uWvyEsFuvJkyd2dnbgt+g/NFwut6ioyNrauqSk5E/IDgJZWIhEYm5u7gLrB51Of/HiRWpqalZWVj5kgSgqKiooKHBxcTl27NiWLVvOnDmTnZ1dUlLyse36W5GXl4fH4/Py8gYHB9+jW/1ewK+E2draFhcX/wnZQSALC4FAWPj1B4IgLBaLQqEQIQsHiUQikUjBwcHr16/HYDA7d+4cGhoik8kf266/G+Pj4wwGY6HOzH83UD8gi5oPpR+QD0RmZuauXbswGIy0tPSi+0UTyBtA/YAsaqB+LDJSU1PFxcUxGIyUlBSTyfzY5kDeC6gfkEUN1I9FRl5e3u7duzEYzNGjRz+2LZD3BeoHZFED9eMvTUNDQ0JCQnx8fGJiYlJSUlJSkoGBgbCwMAaD2bp1a2xsbHJycmJiYmJiYmhoaEFBwZ/jtYcsFFA/IIsaqB9/aUpKSk6fPi0gICAkJCQsLCwsLLxq1ap///vfGAzmiy++EBQUXL9+vZCQkJCQ0MaNGx0dHaF+LC6gfkAWNVA//tJQqVQ9PT3M7+DUqVOvXr362PZC/hhQPyCLGqgff3UKCwt37tz5bvFYvnw5Dof72JZC/jBQPyCLGqgff3UmJyetra3frR/y8vJtbW0f21LIHwbqB2RRA/VjEfD48WNRUdH/JR6rV68ODQ392DZC5gPUD8iiBurHImBsbMzKyuo3xePzzz/HYrH/6/uD/MV5f/1gMpnvPkP7PeHz+XQ6HRxk9yHSR+FyuVQqFZy4yuPxQKE+aI6Q9wfqx+Lg5cuX69at++yzz+aKx2effbZr164XL158bOsg8+T99aOkpOT+/fuxsbEf6GXS2dnZx48fOzg49PT0/KGnCATCwMDA0NDQ7zRsdHTU19cXrKSpVKqHh0ddXd08jV4IuFzu7Owsh8N5/6T4fP7IyEhPT8/Y2BiDwXj/BP86QP1YHDAYjLCwsNWrV8/Vj6+++srOzm58fPxjWweZJ++pHxwOx8bG5quvvpKRkSESiQtuHoIgTCYzPz/fzMysq6vr9z/V2dnp6uqqpaVlaGj4O4WnublZUlJSXl4eQRAajWZnZ1dVVTVPo98bFotVVVWFx+MHBgbePzUul2tra6ukpOTt7d3S0vL+Cf51gPqxaCCTyWfOnJm7BBESEuro6IDvfCxe3lM/CgoKjI2N1dTUrl27lpeXhzp82Gz2zP8HzKA5HA6dTp+ZmaFSqeiCAL2NRqOxWCzUJHBlZmaGxWLxeLzp6enR0VHwFIPBmJ6eBumwWCzQ9t7ObmZmZnBwsKenp6+vj06no02UwWCA2xgMBpfLnVuWxsbGvXv3njlzBkEQHo9HIBDodDqTyZyZmUHPeQM/XsBmszkcDoPBoNFowCoOh4Ma8L/8bOBw/rev8/l81H60cgYGBu7evXv37t36+noej8fj8dD0Z2dngT1sNhtUKagrkC+fz5+dnQV30ul0kCOHwxkcHOzs7BwaGqJSqWjWoHQ0Go1Opy/Ss+ygfiwa2Gx2YGDgunXrgHh8++23enp6c5sjZNHxnvphaGh4+/bt58+fm5ubnz17FrwANDw87Ovrq6ysfPfu3evXr6emphKJxJiYGGVlZQ0NjdOnT7u7u09NTfX399vY2Fy7dk1DQ+PChQu2trbDw8Ozs7PJyclKSko3b968cuWKn5/f4OBgSEjIiRMnXrx4weVyjYyMDhw4oKGhoaioaGFhMTg4OD4+7unpeeXKldu3b1+/fj07O5vNZoNE9PT01NXVra2tOzo6EAR58eLF1atXNTQ0dHV11dXVs7Ky5palqanpwIEDcnJyCIKMj4/Ly8s/fvzY19dXUlKysLAQ3GNiYnLv3r3CwsLg4OBTp0798ssvkZGRY2NjMTEx8vLy9+7dU1ZWtrW1/c0Vj5+fn42NzdvXaTRaSkqKurq6hobGmTNnLC0t29vbo6Ojd+zYsWnTJiMjo9bW1sLCQgUFBU1NTQMDg19//fXx48csFiskJOTUqVNqamq3bt06duyYk5MTg8Ho7OxUVVW9fv26vr6+mpoaDoebnZ0tLy/X09PT1NRUU1OztLQcHh5GEOT58+e6uro3bty4cePGtWvXcnNzF+N+D9SPRQOfz5+enpaRkQH6ISYmVl1dvUinLRDA++jH+Pi4kZGRp6cnn89PTEwUEBCIiopCECQ7O/vGjRvBwcENDQ3h4eF4PL68vNzd3d3W1ra+vj4nJyc9Pb2vr8/FxeXHH39MSkpqbm5OT09XUFDw9/fv7u6+f/++t7d3fX19QkJCRERETU2NtbX1smXLSktL2Wx2QkJCbGxsS0tLWVmZnJzc48ePi4uLVVVVw8LCnj9/HhgYmJycPD09XVxcbGtr++LFCz8/P1FR0YiIiNHRUUNDwytXrlRXV7e2thobG5ubm8/9kZW5+kEgEISFhePi4oqLi48cOeLg4AC2ELZt22ZgYEAkEu/du/fDDz9kZ2cPDQ0VFRXp6OhgsdjW1tbExEQxMbHIyMi3q0tdXf306dNvX6dQKPn5+enp6Y2NjSkpKRoaGgEBAS9fvrx27drly5dLS0vr6+vNzMzMzMyam5s7OjokJSUtLCxYLJarq+uFCxeKiooaGxvPnz+/Z8+e8vLyuLi4kydPRkZGtrW1hYeH+/v7T05O5ubmxsfHNzc3P3z48Ny5c8nJyWQyWU5OTk5OrqSkpKGhwcrKSlFRsbOz84+2gY8O1I9FRlVV1aFDhzAYzN27dxfjhAUyl/fRj7S0NHl5eSUlJUdHRxUVlX/961+qqqqjo6Pd3d3a2toyMjI3btywt7dvbW2lUCgxMTFHjx49cuSIkZFRVVVVV1fXL7/8smPHDjqdDlK7dOmSlpZWSUnJnj170K0OGo1GIBAcHR0FBASePXvG4/G8vb1VVFRcXFwsLCwEBQVzc3MdHBzOnz8PvDdsNntqaorL5RYWFqqrq2trayspKX3++ec4HK6jo8PQ0DAhIQGk7O/vf+nSpblLkLn6MTY2tnXr1qioKBaL5e7ufuHChdbW1pCQkMOHD6elpTEYDCwWa2RkBNp/aGiopKQkqAdjY+OjR4/Gxsai8yo6ne7r62toaLhjxw4RERFjY2M7O7vKykrUl8Xj8err642MjExNTXV0dI4fP+7h4TE2Nqajo6Orq0sgEMrLy2VkZM6dO2dra+vo6CgrK+vu7t7T0+Pj46OlpUUmkxEE0dLSEhcXDwkJuXPnjoGBwdDQEIIgHA4HRJEVFBTo6uo+ePDgypUrhw4d8vLySkpKEhAQcHNzAzaUlpZu2LDhI+73zBuoH4uPkJAQExOTPxQPA/lr8j76cevWrXPnzjk7O9vZ2dnb22tqau7duzc/P5/P5xcWFqalpaWkpKioqFhbW1dWVr58+TI7OzsmJsba2vrkyZOurq537twRFxefmpoCqV29elVfX//Zs2cHDx4sKipCEKSvr6+4uLimpsbR0VFQULCysrK4uPjSpUsODg6VlZUODg4rVqzIyMjw9PRUVFQEOlRfX19WVpaSkqKjo6Ovr5+Xl+fm5vbdd9/hcLiuri49Pb2wsDCQHRaLBZN3tDhv60dERASCIE+ePFFSUtLV1T179mx0dPTExMTg4GBAQEBgYCAI9g0LCzt//ryjo2N1dXVubq6mpiaoBJAsm82ura0tLi4+ffr0/v37S0pKnj59OjQ0hO6+1NXVnTlzxtTU9PHjx2FhYYqKil5eXkNDQ5qamvfv3x8eHi4vL1dQUDAxMSkvL3/+/LmLi0tGRsbIyIi3t/edO3fAEkpDQ0NCQiI2Nvb+/fsKCgpgk/zVq1c5OTnd3d0KCgqPHj0qKyuzsLA4cOAADoerrq4WFRVF/WnFxcXbt29//vz5H20DHx2oH4sPJpP5xt4jZJEyP/1gMBgZGRlHjx718/MbHx8fGRkhEon9/f3S0tJqamppaWlOTk7u7u6JiYmbNm26fPlyXl6ev78/FovNyspSUVERExNLSkqKi4sTFha+e/dudHT0zZs3JSQkkpOTBwYGrl69unv3bl9fX7Cj0NfXZ21tvWLFiqdPn6ampp44ccLW1jY+Pl5CQgKDweDx+La2tlu3bpmYmISEhBw4cCA8PPzZs2fHjx8/fPhwamqqmpoaBoPx9vam0WghISGysrKhoaGenp67d+/W09OjUChooV6+fLljx44TJ04gCEIgENauXRscHIwgyOTkpIODw/Lly8+cOQMG69evX3t6erq5uQHxA1sOFy5cSEtLMzIykpSULCgoeLvSVFRUZGRk3r7++PHjlStXnj17NjU1VVNTU1hY2N3dfXh4WFVV9dixY+Hh4Y2NjWZmZseOHUtJSQkODj5x4kRUVBSDwXBxcVFRUQEBWjdu3Fi/fn1JSUlsbOzKlStv3brl5+d38eJFKyur5ubmLVu2aGpqFhYW3rp1a9WqVQEBAQwGIzAwUF5e3tXV1cPD48CBA8rKyn/OTyYvLB9EP16/fu3v7+/j4+MH+QDgcLigoKCPbcXfEF9fXz8/v/T09LGxsffoU3+A+ekHnU7H4/EhISH9/f1zr6ekpPj4+BQVFUVFRamrq1taWpqbmz979oxCoWRkZOjr61tbW5uZmWVmZjKZTBKJFBYWZmBgYGNjo6GhERwcTKFQWCxWWVmZnp6emZmZnp5eXl4egiClpaXa2trt7e1jY2OBgYH6+vpOTk6Wlpb6+vpgxz46OlpKSkpZWdnMzAyYhMfjdXR0nJycHBwcVFVV8/PzEQQhEAhgG0ZTU9PW1raxsXGu8WQyGYvFurq6IghCpVLt7e1ramrARzU1NaqqqgkJCWDBQSKRCgoK8vLyUOdbdna2lpaWtbW1gYFBUFAQcB+9QVJS0m8e0zAxMZGQkHDv3r0HDx48ePDAysqqsrISbKobGhp6eXn19/fX1dXp6OhYWVlpaWnZ2to2NTVxudzKysqwsDDgv0pNTXV2du7q6iIQCEFBQdLS0tLS0ra2ti9fvqRSqZGRkaDyrays7OzsioqKuFwum80ODQ01MjIyNDQ0MjKqr69fkHdN/mQ+iH7U1tYaGxv7+/sHQyCLh6CgIBwO5+3t/cbQ9uGYn37weDwQPvv2RyBYls/nd3d3d3Z2zg1mHRsb6+zsJJFIc++fmJjo6up6o/9zOJyenh7UtYUgyOjoKNhsmJmZaW5uBhFEHA4HRLtOTU09fPhw165d6enpqONocnKyt7eXxWKRSKTp6Wlwkc1md3V1tbe3/2a5qFQqah6dTkeNZ7PZIyMjMzMzqHk0Go1Kpc4NHpmcnOzq6pq7oHkDLpf7jlX78PBwS0sLiGYEyXI4nKGhoZ6eHpAvnU7v7Ox8Y4t7cnISDPo8Ho/JZKL7kRERETt37vTw8AD/8vn8oaGhpqamiYkJBEFoNBqoJRaL1dfX98YkYHHxQfSjp6envLz8PayCQD4a5eXlra2tf05ef4/zr2g0WnZ2tpycXGpq6t/s/eo/Co/HGx8fLysrU1NT8/Hx+djmfHA+iH50Ztr0JgAAIABJREFUd3cXFhb+5vwIAvkrAwZ0qB9/CCKR+OzZM/CSxycOj8cbHh6ur6/v6+v7FDYpoX5AIP8F6gcE8vuB+gGB/Je/q36Mj493dnaCGfH09HRDQ8Pz58+BO/5vCZ/P7+vrq6qqGhwcnJiYGBsbA3vvkIUF6gcE8l/+rvrx+PFjS0tLsMEbHBy8Z88eVVXVhoaGD5rpwsLhcN7e//9fvHjxQllZWU5ODrwHY29v/44dWS6X29/fv4A7N0NDQ5/ITypA/YBA/ssi0g8ej4cGO4Ez/kDkFYIgbDZ7YmJicnISvaG3t/fJkyd8Pp9Go0lLS0tKStbW1oIAJzqdPjw8DOJQUTgcDjjAnMFg8Hg88O/k5CQIyuLz+RMTE+BVc/QRBoNBIpGoVOpcq1gs1tTUFJlMBqMzk8kcGxtDI6kAs7Ozo6Oj6BjE5/NBcSYnJ0kkEtA8Pp9fW1srJiZmZWWFxrlSqdTh4eG3j4Dj8XgGBgbCwsJ5eXlTU1M4HO78+fMpKSmgwkF4FZ/PB0G0bDa7paXl5MmTOTk5oJhzw7rmRm0xmcyRkZGxsTFQQGAnqEAymYwGE09PT1+8eNHLyws9X5LH442Njf0tV3tQPyCQ/7JY9IPH47148QK8vDY7O9vd3d3c3Eyn0wkEwrNnz1JSUjw8PLBYbEVFBRh/h4eHX758SafTY2NjBQQEtm7dCt7lnpiYCA4O1tLScnBwqKqqAoMgl8vNy8tLTk7Ozc0tKytraWlJTk7Oycnx8/NzdHQsKCiorKz08vLCYrG5ublgWCSRSLGxsQ4ODo8ePSovL5+amuLxeN3d3QkJCVgsVl9f39/fv6GhIT09XVtbG4vFdnR0cLlcPp8PHtTV1XVycgLVzmQym5qaSkpKPD09dXV1w8LCJicn6XS6nZ3dl19+KScn19XVBQ7oDQoKunv37sOHD/v7++cO+gQC4eLFi0uXLvXy8urq6vL395eXl8/IyKDRaGVlZc3NzSwWa3JyMjs7u6SkZHh42MvLa8WKFbq6ul1dXc3NzY2NjagElpSUVFZWIghCJpOjo6MNDAzACyLg9N/KysrS0tLo6GgHBwcfH59Xr16xWKzMzExBQcHz58/X1dWBMOvS0lITExN7e/sXL178zUZFqB8QyH9ZLPrBYrFsbW0zMjIQBBkfH4+NjfX29h4dHa2srJSUlJSWlo6NjbWxsTl27Bh4d+/JkycODg7j4+Ph4eECAgJr1qyJj48nEolOTk63bt2qqalJTEw8cuSIubk5j8fjcrknTpwQExPz9/evra318/MTFBQ8c+ZMeHj49evXV6xYoaysjMfjdXV1paSkUlNT6XS6j4/P9evX09LSTExMpKSkoqOjWSxWdHT0zz//rKmpaWxs/NNPP61fv15XV9ff33/37t1nzpxpaWkZHR01MzO7fPlycnLynTt3NDU1R0ZGKBSKk5PT8ePHnZycHjx4cPjwYU9Pz/HxcQMDg3//+99SUlKNjY2NjY2XL19+8OBBamqqqqqqhobG69ev0cppb28/e/bskiVLTE1N6+vrHz16pKioWFBQAJxa3t7e09PTra2thw4dunfv3tTUlKmp6TfffHP16tXa2trQ0FAnJyd0zQFOEUYQBI/HX7x48dmzZxkZGefPn3/48OHo6OjNmzfXrVtnYWGRkJBw9OjRs2fPTkxMhIWFrVq16vDhwzk5OT09PYmJiRcuXIiMjLSyslJQUEhLS1uw1vMXAOoHBPJfFpF+GBsbJycnIwhCJpPDwsKcnZ2HhoaKi4tlZWWNjY1nZmZ6e3u3bNmCw+EQBMnPz9fT05udnZ2enpaSkjp48GBfX9/z58+lpaXT09MRBGEwGGpqatu2bWtra6PT6bt37zYwMAALFHt7++XLlycnJ1OpVF1d3ZUrVyYlJTEYjKqqqq1btzo5OXV0dCgoKCgpKcXExKSkpIiLi9++fZvBYMTFxYFTeMfHx/X19ZcvX56UlDQxMeHu7n7y5Mnc3Nznz5/LyMjo6uqmpKQ4OjoePHjQxcWFSCSCkxCbm5snJiZu3bp15MgRCoWSlpa2evVqKysrJpPp5eW1Zs0ad3f3oqIiZWXl48ePg1IAmEzm/fv3hYSEcnNzJycncTjchQsXCgsLa2pqzp8/7+zsPDU11dTUJCYmdvnyZeAZExERAaeSREdHP3jwAF3NnDp16ubNmwiCkEikzMzMvLy8hw8fCgkJ3bx5s7+/X1lZ+dq1a/X19XQ63cnJ6dixY2Bl89NPPxkbG9NotMLCQhERESUlpcTERHNz88OHD6NnJv49gPoBgfyXRaQfZmZmqampCIJMTExERka6uroODw8XFxcrKSm5u7sjCDIzM7N9+/aAgAAEQQoLCw0NDcGGx8mTJ2VkZCgUSmFh4caNG9FfxMNisT/88ENhYeHk5OT+/fs9PT1BIg4ODmvWrKmtrUUQxNjYWFRUFOxFc7lcKSkpS0vL5ubmn3/+WVZW1sLCwtfXV1NTMy4ubmpqKiUlJSkpCbwT7uLiIigoWFxczOPxEhIS5OXlc3Nzs7OzBQQEDA0NPTw8HB0dNTQ0YmNjR0dH3dzc0KNBsFishIQEhUIpKSkRFBQEL+Xp6+svW/b/2HvvgKbO/Y8f297bfqsd1mrFUa2z4qVOcIGICCoyhbD33pswZIS9N8jeU/YSkD3DhkDYyB4JK6wMkhDO74/nd/PLj7b32ttWq83rLzic85znnITn/YzP8/58bWFhERgYaGtrq6+vn5yczPh+4HD46dOnm5qatra2IiMjgX60trY+ffrU29t7Y2Ojr6/v0qVLMjIyEARNTEycO3fu5cuXEASlp6fb2dnRyxEWFtbW1oYgCAiVhYUFEEJFRcXJyUl1dXU4HA5mEfPz842MjMBVt27dcnV1hSCoqKjok08+ERQUdHZ2Bv4lv+jN9f7C1A8mTP4/3hf9oFAocDgcJLoYHR3V0dFxdHTEYrEVFRXi4uLu7u4QBOFwODY2Nrp+mJmZgX/J+/fv3717F4PBIJFIbm5uugkuHA7/4YcfRkZGCATC9evXPTw8oH9bUR06dKi+vh6CILAuTb+El5fX3t6+u7tbSEjIysqqv79/dnY2ICAgLi4O6EdmZiaImHJxcTl69GhJScnW1lZ8fLywsHBRUVFFRcX169cjIyMnJiaqq6ufP3/e0dExNzfn5eUVFxcHXMh8fHw4ODhwOFxZWRkrK6u/vz8EQVZWVkePHm1qapqbmysoKPDw8GC08gX1PHnyZF1dHZFIjIiIEBYWLisra2lpERUV9fPzIxKJTU1Np0+flpOTgyBoeHj49OnTxcXFEARlZmZqaGh0dXVBEDQwMPDTTz8BD7HLly8jEIiRkZG8vLyTJ08qKChMTk6qqqqamJiAqbOCggJra2twd05OThcXFwiCKioqLly44Obm9vr1ayQSGRwcDO7ywfDu9YNGo7W0tAQHBzs7O7u4uHh5eeXl5dENc/4OLCwshIaG1tTU4PH4V69eZWdnv+GFk5OT6enp/8E/B4fDgd4lkUj8mxtLvCHvi37s7OxkZWVJS0srKSkZGRk9evTI2toag8F0dHTo6OiARhaHw125ciUqKgqCIGBsDv4lb9y4AfKlr6+vp6enCwsL6+rqGhgY6Orq5uXlgbCrmzdvgkEMkUgMCwu7cOECyE7h4OBw8eJFsKYCQRAHB4ehoeHa2lp4ePjDhw+trKzc3NwcHByqq6txOFxaWlpKSgpIzG5jY3Po0KHGxsbt7e2ioiI1NbW8vDwcDuft7S0mJmZlZaWiouLm5raysjIzM+Ps7BweHo7BYCAI8vPzu3PnztraWltbGwcHx8WLFwsKCtrb22VlZYFnopSUlJeX164mzMHB4V//+ldVVRUejw8JCYHBYOXl5cDKl5eX18TExNHR8ZtvvpGUlIQgaHJy8ty5c0JCQkgksre3V0VF5fLly56enn5+fidOnHB0dJyYmAAJGREIhKen55EjR54+fTozM2NgYGBoaAg23gPXerDwzsfHd+XKldTU1N7e3tDQUCEhIXNzc0VFRSsrq/Hx8d/5nflL8e71g0KheHh4iIuLy8vLS0lJKSkpBQcHLy8v/2+3/stCJpNnZ2d/0dh1enrawsICWGFLSUmB7/R/hUqlNjU12djY/JrZX39/f1RUFBwOl5eXLysr+7W80EwYeV/0A4KgtbW1srKyxMTEsrKy+vr63t5eEom0sbGBRqNBj5hCoVRVVYEGa25uDqTyhiCovLy8rq4O/HuSSKTc3NyMjIzMzEz6dpDt7e2amhqQRYpGo01NTVVVVYE4q8HBwcrKyvn5eXBmeXl5e3s7BEHA4jcvL6+oqKirq4tIJJLJ5MnJycnJSRAAhkKhCgoKQEOztLSEQqGACSMGg8nNzc3JycnOzu7u7oYgiEAg9PX1jY6OggtHRkZqa2upVOrGxkZDQ0NSUhL4wvf392dnZ+fl5WVnZ//ckBHUE4vFUqnUkZGRlpYWIGMzMzO5ubn5+flIJDI3N7exsRGCICKRWFZWlpWVNTY2RiaTOzo6oqOjKyoqurq6Xr58CXpg09PThYWF+fn5TU1NeXl5DQ0NJBKpp6enq6sLdHanp6fpL7CxsTE9Pb29vR2Px6+treXk5GRlZWVkZLxfG27ehHevHyQSycLCIiQkBIVCtbW1dXZ2gk8RgiA8Ht/Z2TkyMsIYZr6ystLd3c2YPYlEIvX19Q0PD9NDsHcxPT09NDQEvEIhCGL0LiWTycvLy6BtpVKpk5OTIF/bL5ZDJBIHBgbA957O1NRUe3s747am+fn5lZWV5eVlelEkEikjI8PAwCA8PHx2dpZGo+HxeAqFgsPhMBjM6upqSUlJX19fR0fHrVu3wNzC8PDw3Nwc/b5YLHZ1dRX8/y8sLMzPz9NotIWFhYqKCtBNgyBoaWlpYGCALr2Li4uNjY0eHh7y8vLNzc306oH/TxQKxWiwygTwHukHEybvnHevH0QiEQ6Hv3jxYtfxV69eWVlZweFwFxeXgIAAsJhWXV1tY2NjZmamoqJSWFhIJBKnp6e9vb2lpKR0dHT09fXBKh+dqakpZ2dnS0tLU1NTW1vbrq4uHA5nb29fU1MDTpicnIyKilpYWNje3vbz85OTk7O3t7e2tq6qqmJUI5BxwdDQEOS5TElJAcejo6NtbGzgcLihoSH9ERAIhIaGRmhoKKh/R0fH8PCwurr6d999JykpWVFRQSQSvb29NTQ0hISE7OzsJicnzc3NX7x40draKiIicvDgQQMDAwQCYWhoCBYq+/r6PDw8srKyQJUCAgI8PT23t7d7enpiY2PB/FVubq6ysrKFhYWiomJVVRUEQfX19cbGxvb29hEREf7+/qBNHB0ddXBwQCAQLi4u1tbWu14XE6Z+MGHy5rx7/SCTyc+ePRMVFfX29k5PT8/MzEQikUQiMS4uztjYOCYmxsTE5OrVq2g0GofDweFwZWXl1NRUZWVlGAw2MDDQ0dGBQCA8PDyUlJQ++ugjBAJBn+gHU7dHjx41NDRMT0+3sLDIyMgYHx8/c+ZMcHAwOAeFQmlqar5+/Xpra8vDw8PKyio8PJybm5ubm5txsNnX1/fTTz89evQoMTERqAV4RmFhYQQCkZOTo6KicvfuXWAxxMvL+91330VGRiYkJMjLy1tZWbW3t7u7u4OovqGhITwef+XKlbNnz6qrq0dERHR1dbGyspqZmdXX14uJiR08eNDBwSEzM1NXV1dcXByJRDY3NwsKCjo6OoLPCQaDCQsLb21tRUdHy8jIoFCooaEheXl5WVnZ8PDwO3fuODs7LywsxMbGiomJxcXFeXp6njhxIjU1Fcz/8vDwZGVlvXz5UkRExMTE5AObkP2dMPWDCZM356+iH1JSUlZWVh4eHj4+PoWFhSQSqa6uzsLCwsPDw9jYmI2Nrbu7G3TDQed6enr6xYsXs7Ozw8PDISEhz58/t7e3P3jwoImJCX2NAY/H5+Xl8fLyiouLg7xyo6Ojs7Ozly5dioyMBOcMDg4aGhqC2bDs7GxXV9fg4GAJCYnPPvusqKgInEOhUJKTkw8fPgxiJxYWFjo7O8vKyjg4OAwMDMBccFNT05MnT8LDw9fX14WEhO7duwdmnzIyMhQVFfv6+nJzcyUkJDIyMsAjX7t2zdnZGZTf09Nz4sQJGxsbkPiTn58fHG9qamJlZbWxsent7ZWUlARx6xAEqaioSElJgf1Zampq/f39kZGR1tbW4K89PT0tLS0YDKa5udnf3z8uLs7d3f3QoUOpqaloNFpTUxME5EAQ5OfnJyIi8ubL9X8HmPrBhMmb8+71A8xfvXr1ivHg4uKiurr6qVOnTE1NPT09r1692tPTg0ajIyMjQcpMcJfZ2dnIyMibN29qa2sHBQUdOXLExMSEvhSxs7NDIpHc3d1FRES4uLj4+fkTExMnJiYuXrwIAh8hCKqpqTE0NJyYmOjr6xMXF+fh4XFycpKRkdm/fz+IB4cgiEAgeHp6fv311/QYwc3Nzbq6ujNnzjg4OIDhTnNzs7CwsJ+fHw6HExER4ebmHhsbIxAIiYmJqqqqaDQ6LS1NVFQUzHFRKJRr166B+EgIgnp6ek6ePEnXj4cPH4LjSCTy6NGjz5496+7uFhMT8/X1Bc4/INBgl37QSyORSAsLCxgMJiAg4ObNmzY2NjExMSdPnkxOTkahUJaWliApKQRBPj4+QkJCYA8BEwBTP5gweXPevX4QCAQjI6NdrVh1dfXhw4fFxcUHBgYyMjLu37/f0tLy+vVrYLDT19eXmpqqqqqak5MjLCx89erVrq6uoqKio0eP6uvr08cfW1tbzc3NycnJzc3NqampbGxsfHx8w8PDjx8/trCwqKurq6mpsbW1VVVVnZiYiIqKgsFgiYmJSCRSUVFxz549wBwCgiAajfby5ctLly7Z29sjkcjk5OTo6OiGhgY7OzsVFZXU1NSOjo6AgIDHjx+DsJa7d+9euXJldHQUj8dHR0dLS0uD4BMBAQE7O7vp6Wk8Hs/Gxubo6AjK7+rqOnDggKmpaU1Nzd27d0+dOlVdXd3a2url5cXOzh4VFQWmp7S0tCoqKpqamtjY2J4+fUomk2NiYmRkZHp7e4uKimAwWGBgYGtrq5+fX2JiItgHcP/+fTQa3djYeOLECbBSYmVlpaen19TU1NbWZmhoqKmpCex9mACY+sGEyZvz7vVja2srMDCwtraW8eD4+LiKigo/P7+dnZ2GhgYMBqurqwM7j3h4eLi5ueXl5YOCgsbHx6OiogQFBTU1NfX19WVlZWNiYuhOoltbWxUVFYaGhlpaWtra2jo6OgUFBXg8PjMzU1ZWVlZW1tXV1dvb283NbWFhYWxsDIFAqKqqmpqaPn369ObNm4wNK4FASE5OVldX19LSAhY6EASNjY2pqalJS0vD4XBdXd2goCAQ/a2jo6OmpjYzM0MikYqKihwcHEZGRsbHxy0tLRUUFAoLC3E4nIqKSmxsLCh8ZGREUFAwODi4q6vLzMyMi4vLwsLCyMjoyZMn/v7+OBxuc3MzOTlZRkZGV1fX2tqam5vbycmJSqUWFxc7OjqC/NWWlpY//fTTgwcP1NTUamtrl5eXHR0d79y5Y2lpaWRkJCwsXF1dDUFQS0uLoqKigYGBqampvr4+M83wLpj6wYTJm/Pu9QOCILrv9K6D29vbVCqVSqXSrarxeLyFhcXFixdLSkro5f/8tF8shPFPwLoZeDXTj+/s7IAzdx1nvIp+o11HgJkoOAjcp3/+aKAy4E+7yqebbzNWmO5T/Wv3YiycTCZnZ2c/fvy4t7cXhDv/4gvcVc5//2z+ZjD1gwmTN+cvoR9vzuvXr58/f66lpQWHw98wk8zfBAwG4+/vr6SklJubuyu/ApM3h6kfTJi8Oe+ZfqysrOTn5wcHB7e1tTH9tRhZWFhISUkJCQnBYDCMuRCY/CaY+sGEyZvznunHzs4OgUBgzHHGBLC9vY3H45lJnn8nTP1gwuTNec/0gwmTPxWmfjBh8uYw9eN/YWZmJi0trbKy8ue5l/8HsFhsQEAA8DX5TVcVFBR0dnYCm7l3S0FBQXZ29q99jd4jmPrBhMmbw9SP/4X5+fn8/PzGxsY/ZKUajUazsbHZ29sz+jZSqdSkpKSBgYH/cJWurm5CQsI7b7WXl5dTU1MrKiroDpXvL0z9YMLkzcFisWVlZe9YP0gkUmNjI9j1BmyWIQja3NxsaGhITEwsKSmhN6xYLHZoaAiFQmVlZRUUFADHDrB7g14aCoUCRtBYLLawsDA1NbWtrQ107YGB7tzcXFVVFWgjhoaGQJab169fg2VnIpFYUFCQnp7e2NhIT0OCwWDy8/NTU1M7OzuBb25NTQ3wqYYgaHV1tbq6OjU1tbi4GATFEgiE3t7e8vLyhoaGgoKCnp4eEIy7s7MzNzdXVFSUkpLS19cH7ohCoQ4fPmxqagosssGzJyUlnT9/XldXt7Ozc21tbWpqqqioKCMjIysra3p6GlyloKAQHh6+yy14dXW1rKwsISGBMSP06OhoYWFhYmIiSIwDQdDS0tLIyEhFRUVKSkpZWdnc3Nzy8nJlZWViYiKjaK2srFRVVSUkJFRXV//i4srS0lJaWpqbm9vPPbTfR96+frx69crOzq6ysvLt3JEJkz+QmZmZ6OhoeqO9i7ehH9vb256enkZGRp6entLS0goKChMTE4ODgzY2Ntra2v7+/tbW1ubm5sCWPDQ0VExMLCgoyMHB4dGjR2FhYQQCIScnx8jICAwF+vv7FRQUQkJCpqamdHV1dXR0XFxcNDU1o6KiaDQaBoOxt7e3sLBAIBD19fV5eXmysrKenp5mZmbi4uLl5eUTExO2trby8vKurq6GhoZpaWkQBL1+/RpkqrG3t3/48GFERAQajbaxsYmOjsbhcBMTEwEBASYmJggEwsTEJDIyEvi3g41+Li4utra2oqKi0dHREARNTk4+e/bMyMjIy8vL2NgYlI9Go7///ntLS0u6fmxsbLi4uOzdu/fx48dIJLK2ttbQ0FBBQcHV1VVKSsrb23tzcxONRquqqkZFRTHqx9TUlJOTk52dnampqZqaWkZGBtBmm38Dh8PLysq2trZaW1u1tLQ0NTW9vb21tbVhMJiXl1dQUJC6urqpqWlLS8v29vbIyIi1tbWRkVFAQIC5ubmNjQ098QP9g0YgEE5OTm5ubtra2uHh4e/7oPMt68fOzk5/f39sbGx6enozEybvFUgksry8PDs7+9cyQbwN/ZibmxMTE/Py8gJW6rq6ujU1NZaWliIiIklJSSA/5d27d2NjY/F4vJaW1vnz51taWrq6utTV1cXExFAoVHFxsaioaHV1NZlMDg0NlZSULCkpycrKunbtGkiP4eLiAhIgT0xMKCsrm5ubI5HIkZERGAzGwsISGhra09MTExPT1dW1sLDw4sWL+Pj44OBgbm5uY2NjFArl6+vLz8/f2NjY19cnJSUFh8OLi4vFxcURCMTS0pKTk9Pdu3cTEhIGBwcLCwuvXbtWWFi4sbEhIiJy/Pjxurq6tra2U6dOPXz4EIvFLi4uFhYWvnjxIi4u7tq1a6amphAE9fX17dKP7e3tlpaWU6dOOTk54fH4169fp6enh4aGBgcHP3z48P79+3V1dYODg+rq6oz6QSAQgIv7y5cvu7q6gOaNjo4KCQkpKSnV1tb29fVZWlo+fPhwYWGhpqaGj4/PyclpcnIyICDgk08+0dXV7enpAZrq5eW1vLzs7e398OHD2NhYDAYTFRXFxcVVWFhIn6TC4/FJSUlPnz5tbGzEYDD8/PzHjx9Ho9H/23fmL8Jb1g8Igshk8szMDMhExOQPp7u7e3BwsK+vr7u7+13X5UOjs7MTjUYvLS392oaBP10/KBTKq1ev9PT0GhoaGC9nZ2cPDAwEv2KxWC0tLQ0NDQwGY2xsLCYmBo6Hh4eLiIiA1RtnZ2cLC4uxsTFjY+OIiAhwhIuLKykpKTc319PTU01NDUxSGRkZgYxpeDw+MTFRWFhYQUEhKCiovLx8c3Nzbm4uOzs7Li7Ow8Pj3r175ubm0dHRioqKlpaWYHyzuLg4NTVVUVEhJSXl7u6+srIiKCh47do1MFkEjNlTUlIIBIKYmNj169dBVe/du8fHx/f69Ws8Ht/Q0BAQEODl5fX48WMvLy/ol/QDgiAcDsfOzh4XFwd+Li8vB2k/VFRUbt++nZCQMDQ0pKGhwagfWCw2NjY2LCwMOLisra3Nz8+3tbV98803dnZ2oN1PTEzk5OScm5traGgAOUQhCGpoaGBlZfXx8QHTa3A43M3NbWpqSktLS09PD+ShGx0dtbe3j4+Pp1dyYWHBy8vr0aNHoaGheXl5ampqQkJCjJ/j+8jb1w8mfzZTU1N/SJwLk9/Kn64fZDK5sbHxwYMHSUlJEARNTU2lp6ejUCgBAQE4HA7mrPr7+wUEBJydnTc2NvT09AQFBSEIolAogYGBYmJiwFM9JyeHl5fX3t5eWVm5srKSQqF4e3ufPXv22bNncXFxurq6xsbGQ0NDo6OjRkZGw8PDEARtbW11dnZGR0cnJyc7OTmxs7OnpaWlpaUdOnTIz89vYGBAU1PT0NCwpKTEwsJCRkYGPE5NTU15eXlVVZWUlJSbm9vy8rK2tva9e/fA7P/S0tKNGzcyMzPxeLy4uPjVq1dBZsNbt27dv39/eXm5sbGRg4PD39+/t7dXVlbWwsIC+rd+mJmZMWbtxWAwP/74I5jgysjIuHLlSkJCQm9vr5mZ2dWrV5OTk3+uH6urq4mJiVZWVkA/6uvrS0tLu7q6gDiBhZno6GgeHh4MBtPQ0KCsrAz8gCsrKw8fPuzp6UkikcbGxszNzT08PGZnZw0NDWVlZUFjOj4+bmFh8eLFC/q/4vr6ekBAwJUrVxAIRHx8vIiIiKKi4n9Ixv5ewNSPD4zZ2Vk1NTV3d3e6LR6Tt8Z/vMIQAAAgAElEQVRbyn8uIiLCz88fGxsrIyNz9erVurq60tLSp0+famhoxMbG6unpiYqKtra2QhCkqan55MkTCILIZLKnpycfHx9IXzE0NHTnzp1//OMfzs7OwH+3sbHx3r179vb2GRkZysrKZmZmMzMzQ0ND6urqIKHx+vp6WFiYiIhIampqZmbmzZs3ExISgH4gEIjExERRUVEdHZ2hoaGioqL79+/7+fnFxsays7MbGhoWFRUJCQnZ2NiADLK6urrm5uaxsbE2NjaysrJtbW3Ly8v8/PxnzpwBLwFk9QAnnzlzJiAgIDc39/z586qqqhAEoVCor776ysbGhnGBenFx8eLFizIyMjU1NcHBwdevX4+LiwOTSGxsbNnZ2f39/bKysiEhIYyzXjU1NQICAvb29lFRUXfu3DExMZmdnXV0dARTUrGxsaqqqiBTSHl5uaSkZHJyMgRBpaWln332GUi9NTo6qqura2Njs76+DuyNTU1NwaNJS0u3t7fTx6oUCqW0tFRQUNDPzy8jI0NMTMzQ0PDXUgi/LzD140OCTCbHxcV9+eWXx48fp6ctYPLWeBv6sbOzU1tbKy8vz8HBIS4uTs+6kZGRISAgwMHBISIiUl9fDw4mJCSA1IEUCiU7O9vOzg6JREIQtLq6Ghwc/OTJk65/xxetrKyEhYXdvXuXk5NTTEwMxEfOzs4GBwfT+8hoNFpZWZmTk5OTkxOBQICM5aqqqjdv3uTk5NTT00tPT8disZubm+Hh4VxcXBwcHJaWljMzM+Pj487OzgkJCaDvX1JSwsfHx8HBwcfHBybHFhcXHRwctLS0wPjj+fPnAQEBIC2Hvb09FxeXoKCglJQU6P6PjY3JysqCgRQdIpGIQCBu375ta2uLRCIDAgJu3brFycmpqKjo7e3d19c3OTnp4+NTXFzMODbf3Nz09fXl4eHh5OR0dHSkS4uTk9ONGzc4ODjMzMzARFxbW5unpyfI49vZ2SkhIZGWlkYmk+fn58PDw+newBEREffu3ePg4BAVFS0sLNxluYjD4dzd3bm4uDg5OT09PT+AWQKmfnxIjI6O3r9/f8+ePSwsLHp6ekzHvLcMc/8Hk78XTP34YKBSqZmZmZ9//jkLCwsLC8uhQ4e8vb2ZvkdvE6Z+MPl7wdSPD4axsTE5ObmPP/6Y5d/w8/OPj4+/63r9jWDqB5O/F0z9+DCg0Wi5ubkHDhxgYeDYsWP0qE4mbwGmfjD5e8HUjw+Dzs5OUVFRlv8/e/bs4eLi2uXXwOTP40PWDzKZ/HO/JpCzjzGZIJO/FUz9+ACg0WjPnj37xz/+wfIz9u7duytQnsmfx4esH05OTlpaWrsOjoyMODs7Ozs7/w1DNVZWVj4AA8TfCVM/PgAqKipu3Ljxc/EAsLKyvnz5ktlBfAt8yPoxODgIbBYZ6e3tVVFRUVJSmp2dfSe1eid0dnYKCQnFxcW977s3fj9M/fgA0NPT+/TTT39NPz766CNFRcWJiYl3Xc0Pn7ehHzQarampKTMz09/f38fHp6OjY2lpKTo62sLCwtXVle6HsbGxkZSUZGxsHBUVVV9fX11djcfjV1ZWEhISwM6JtbW1qKioqqoqCoWysbFRVFRkY2Njb29fVlYG9iUMDw/7+vqGhoampaWtrKy0t7eXlZWBwsvLyy0tLe3t7d3d3aWkpHR1dbFY7PT0tI+Pj46ODgKByM7O3rX1gZGmpiY/Pz8HBwd+fn4PDw+w64JGow0PD0dFRdnb21tbWxcXF+8ye19eXkYikfHx8VZWVmpqagEBAWlpaTY2NkpKSmFhYXNzc+C0/v5+Hx8fa2trJyenqqoqMETo6enx8/MLCgoyMjKytbV98eJFUlKSiYmJpaVlQ0MD2HQyOTkZERFha2sLNlGCEdX09HRUVJStra2Ojo6np+f09PTq6iocDmdhYbl161ZSUhKBQJieng4MDLS1tX327FlsbCy9JnSmp6cTExMtLCy8vLza29upVCoOh8vJyQkMDLS3t3/06JG3tzcSifT39xcTE/P29v75dMHW1lZKSoq9vb2Xl1dYWBjYhkImk8GnSSQSgTtAeXk5sEAuKysD5o8+Pj4zMzNv8r3632Dqx3sNjUZLS0s7derUr4kH4KuvviosLHzXlf3weRv6QaVS3d3dubm54XB4TU1Nd3d3UFCQk5PTy5cvvb29dXV1Ozo6NjY29PX1ZWVlMzIyIiIihIWFTUxMFhcXh4eHubi4NDQ0IAianJy8fPmylZUVBEEpKSni4uJ1dXU1NTWamprV1dUQBOXk5Bw+fFhVVbWhoYFAIFhaWsJgMAiChoaGuLi45OXlS0tL7e3tv/76ax0dHSwWGxoaamZmVlpampycrK6unpyczOhPxYi9vf3169fT0tKCgoIUFRU9PT1nZ2d7e3sNDAwsLCxycnLi4uKUlZVjYmIYrxoZGVFTU+Pi4oqLi0tKShIWFhYREQkJCQkODlZSUrK3t19YWBgeHlZWVga7C7Ozs5WUlDIyMiAIiouLO3LkiKmpaWpqqoyMzMWLF21sbPLz821tbfn5+bu7uwkEgr6+/sOHD+vq6ioqKuTl5cEOypSUlKtXr2ZlZWVlZd26dcvS0pJIJEZFRX399dcqKiqtra3z8/OBgYHq6uolJSXFxcW3b9+Gw+G7HtzX19fGxgb4ugsLC4+Ojs7NzQkKCnJxcb148SIwMFBRUdHMzCw+Pj4iIkJBQUFBQYHRuHd5efnFixeWlpYpKSnV1dXi4uKysrIQBOHx+Dt37qirqy8tLa2uroaHh5ubm09PT5eXlwOf4MrKytDQUB8fH0a7/j8Wpn6810xPT9+9e/c/iwfA1NT05x0jJn8sb0M/yGSytbU1Dw9PQUEBBEFjY2OXL1+WkJCIjY01MjI6dOgQHx9fVlbW0aNHXV1dIQgaGRlRVFRUU1Obn5/v7+//8ccfJSUlwYXHjh0zMDAYHx83MDA4ffp0bGxsRETEDz/8oKSkND8/n5SUxMrKWl5eDu6rpqb28OFDCoWSn5/PxcUF7l5VVcXJyamtrY3FYnt6ekJCQkBv/dq1a8bGxr82qaWjo3P79m3ws7m5OQwGGxgYSE1NPXnyJNCMnZ0dfX19NTU1xtiPoaEhbm5uuseijo6OiorK7Ozs9vY2HA5nY2Pr6uoKCgq6evUq2A1OpVJlZWW1tLSWl5fDwsK++uor4D4SGRn5008/hYSEQBDU2dnJyspaVlaGRqM5ODiAA2NoaOipU6esrKzweDwwGgF31NPTExAQGBsba25upoc2lpaWqqurp6eng3NMTU35+PjopgA0Gq25uZmHh+fRo0dJSUkWFhb79u2Liorq6Ojg4ODg5+enX2VkZAQ0w9TUdP/+/YwtcnV19c2bN319fUFOFBMTkwcPHkAQtLm5ef78+adPn2Kx2JWVFT8/P21t7YmJCUtLy0uXLtnZ2cXHx+vr6x86dOjP6zwy9eP9BY/H+/v7g93m/5Uvv/wSdMWY/Hm8Jf149uyZoqJiXV0dBEEdHR0HDhywtbVNTU3NyMiIiooKDAx0d3f/7rvvcnNzIQja2NhITk42MDCYmZkZGBj46aefQO91dnb27NmzZmZm6enpwsLC/Pz8iYmJSUlJycnJWVlZi4uL8fHx7Ozs9FRZ2trawsLCRCIxKSlJSUkJGJ+8fv3a2trawMBgdna2vLzc1dU1OjraxcXl3r17NjY2v9Zh0dfXB00niUQyMTFRVlYeGxuLiIg4ePAgMLiFIMjZ2VlPT4+ekAqCoOHhYT4+Pl5eXvCrjY2NnZ3d9PQ0cC45duxYc3OzlZWVhIQEMOzC4/GWlpZycnJDQ0NRUVFHjx4tKCgAPi6SkpJAqAYGBs6fP19ZWZmZmfn48WM4HJ6YmBgXF5eYmFhTU0MgEKqrq62trcE6h5+fn6SkZH19fW1t7dGjR318fLa3t58/f66urk5fGcrPzxcSEgoKCgK/UigUf39/bm5uPT29lJSUxMTErKys1tbWxsbGW7duAWXa3Nw0NjZ2dXVdWFhYX183NjY+efLk0NAQ/cFTUlI++eSTqKgooB/+/v5KSkrgQnZ2dllZ2cXFxY2NjYiICCMjo/HxcTExMTExsby8vJSUlLS0tODgYOb4g8nPIRAIpaWl3t7erv8GgUBISkru27fvm2++UVZWdmXA2dm5o6PjXVf5A+ct6YeFhYWYmBgYGfT29t68eRN0eFdXV8vLy0GavHPnzgG389nZWVNTU21t7fn5eTQaffr0aTANVVFRsX//fn19/ba2NiUlJXAQgqDCwkJgrh4WFvb999/TNUBZWfn+/ftUKjUjI+PChQvAADg3N/fHH3/U0NCYmpq6e/eupaUlBEFIJPLWrVsmJibz8/MYDKajo2PXFLy6ujoYf5BIJB0dHSkpqeHh4aSkpC+//NLNzQ2co6qqqqamxnjV4OAgsLSCIGhnZ8fIyMjU1HRiYgKPx1tZWe3fvx+JRObl5UlKSmZlZUEQNDc39+TJEyMjo5WVlcDAwC+++CIzM5NMJicnJ/Pz84eGhkIQ1NPTc+TIkdLS0pqaGkFBQR8fH3CvsrIyFAoFQdDLly/19fXBSgwCgRAUFGxoaKisrNy7d6+jo+POzk5BQYGMjExqaiq40MrKCng4gl+3t7fLysoEBAQCAgIgCFpbW0tISFhaWhoeHr5w4QIQ0Y2NDW1tbVtb2/n5+bW1NW1t7W+//ZYxp2FLS4ugoKCNjQ1Yl3r27JmIiAgEQZubmydOnHj8+PHm5ubExIScnJyysvLExISqqioMBgOjmb6+vqqqqj/PS5WpHx8Yubm5rKys586da2pqetd1+dvxlvx3o6KiEAhEZ2cnBEE4HC4iIsLR0TE9PR2BQGhqatbW1hIIBF9fX2Nj45SUlKioKGlpaS0tLQwGMz8/r6qqKigoCJbfHz9+HBYWBkFQZWUl8O4NCAh49OgRmJsqKiqSl5enr+V6e3vT7dNFRUU1NDSys7OdnZ0fPnzo7++/vLxsYmKioaFRWFjo5+enqKgYHR1NJpN9fX1lZWWBSSIdf39/ExMTCILIZHJwcLCrq+v4+HhfXx8oISkpKSUlRV9fPyEhgfGq6elpY2NjAwMDCIJ2dnaeP38eERGBxWJJJFJMTIyYmNjAwMDGxoanp6exsXF2dravr6+SkhJQ2czMTFFR0bq6OgqFUllZaW1tDaZ0xsbGpKWlW1tbCQSCj4+PoqIi6LOLiYkBK/j29vbQ0FASiQRBUHJy8rNnz3p7e4eHh6WlpZWUlCorK0dGRvz8/IyMjHJzc2NjY+Xk5JKSkhg/ys3NTTs7OyUlJeB7LyQkNDg4uLi4qKGhYW1tDUEQkUgMDAwEmUIIBEJgYKCkpOTU1BS9BDKZ3NDQoK+vHx4eXlZWJioqCgYuZDLZ1NRUREQkNDQ0MjJSRUXFw8NjeXm5pqZGQUHB0tIyOTnZyMjIxsaGMTXvHwtTPz4w0tPTDx8+fObMmaqqqnddl78db8l/F4PBTE1N0d3LNzY2cnNznZycgoOD6f3WjY2NkpISJyenhISEFy9e6OjogCZpZGQkJCQkKCiooaEBjUYvLCzs7OzQaLSWlhYEAuHi4lJVVQVKXllZGR4eBnMmEAQBG13w8/DwcHh4uIuLS3V19erqKhaLpVKpMzMzsbGx7u7uJSUls7OzOBwOi8Xy8vKKiIjsyhc/NzcHiqLRaPPz89PT06CDT6PRiouLXV1dgYfurgff2toaHx+nN4UYDAaDwVAoFBqNhsViBwYGwCzT6upqTk7Os2fPvL296W9jaWlpYGBgbW1tZ2dndXV1cnISLHGTSKShoSHQr9/Y2CguLnZ0dHR2dq6urgalbW5uzs/PAw/2xcXFyclJ8HKA7W56evrm5uba2lpaWpqDg4Ozs/OrV692hY2Bqqanp1tbW4M8wRAEkcnk0dFREBNJo9Hm5uYWFhaoVCr4eXBwcNfOEtBMe3l5BQQEqKurw+FwcJxIJGZnZ1taWiYlJc3MzMzPz4PPq6enJzQ01NXVNS8v70/d/PWu9AOHww0MDPQy+ePo6+trb29HIBCfffbZgQMHQkJC+vv70Wj0u67XhwYajR4bGwNd0l38Rfd/DAwMmJubv/1URV1dXQgEIj8//y3f98MmKyvL3d39Xdfi/+Vd6UdhYaGGhoajoyOCyR+Es7MzSCh3+fLl69eva2lpgRURJn8gzs7OcDhcWVkZzB7t4i+qHxgMpri4eNcggMl7Snd3919nbuFd6UdYWJisrGxlZWV1dXUlkz+O6urq2tra2traqqqqd12XD5CGhoaEhARWVtZfDGb7i+oHEyZ/Eu9KP2JjYxEIxFu+KRMmv5+xsbFz587RI24YYeoHk78X70o/4uLinJ2d3/JNmTD5/YyPj58/fx6E5+yCqR+/zPb2NoFAIJFI79aFbWdnh0AgbG1t/Vo1dnZ28Hj80tIScDR5+1AoFBKJRKPRCATC4uLi7/HXotFoW1tbBAJhc3OTHgTxh/MO9cPJyekt35QJk9/P2NgYUz/+O4xtdFdXl66urr+/P+NGhLevJSsrK46OjiUlJb/mzbW5ufn8+XMeHh6wujU8PMzoIwL9+XUuLy/39/cHMdmXL1+Oj4//tTP/a00WFhby8/O9vLzMzc0Zd5P8sTD1gwmT38RfQj9WVlaampqqqqqmp6fpB8lkMhqNrq6unpubo7cvRCKxq6urpqZmV1wplUqdnJycmpoCkWRbW1uLi4v0jurIyEhlZSVj4b8GgUDo6OgoLy9nNH0iEAg1NTWNjY1gA3lTU5OwsLCNjQ0GgwEnzM7OVlRUjIyMgNDYn0Mikbq6umpra3c5w+NwuMHBQfCu8Hh8e3t7fX39rhDV9fV1JBIJLCMZjw8NDXl7ezO6CFOpVDQaXVpaCp50e3t7bm6uu7t7Y2OjsbHR0NAwIiKCfvLU1FRFRQUSify1SISFhQXgIYbFYv/re2NkaWkJjUbj8fi8vDwzMzM8Hj83N9fR0UF/XTs7O1gsdnR0dHNzc3t7u6+vr7q6mtEehkajjYyM1NTUgFhk8HKQSGRMTAzdCxJAJBJra2sbGxvX1tZ+UyV/EaZ+MGHym3jH+rGzs1NeXi4gICAsLKympsbBwREREYHH4wkEAhwO5+Pj09HR4ebmBuYl2dnZQkJC8vLykpKSt2/fzs7OhiCou7vbyMhIUFCQnZ3dz8+vpKQEgUDw8vJycHAArwszMzNxcXFVVdUbN25ER0fTm6Rd+Pv737hxAw6HW1tbX7hwwdTUFIQI9/X1qaqqmpubi4uLh4eH02i09vZ2KSkpBAIB5mSsra0fP36sq6t77do1d3f3hYUFeplUKhWJRDo4OGhqatra2urq6uro6IAKuLi48PLy8vPzP3z4cG5urq6uTllZWVNTU0FBQUBAAGxRbGxsNDY2lpOTU1FRERQUlJKSAtvIyWRyXl6etLS0mZnZgwcPgHXV4uJiVFSUrq6umJjYgwcPXrx4AUFQRkaGvLx8ZWWlpqbm//3f/3377bfPnj1bW1srKyuTlpbW0NCQkZEREhICxTJ+KBUVFby8vOrq6ioqKvz8/LGxsdvb21VVVU+ePAGfBQqFAhtEiEQi44Wtra0qKiowGExfX19CQsLJyWlra6ujo0NBQaG4uHhoaMjc3FxBQeHKlSsmJiaDg4N+fn48PDxmZmYKCgqlpaVgniopKUlISEhKSkpLS6u3txeCoKysrHv37tna2srLyzs6OgILk4KCAi4uLnFxcUFBQVFR0d/vi8XUDyZMfhPvWD9IJJKysrK4uPirV6/a2to8PDyuXbvW3d2dlJR0584dLy+v+vp6CwuLiIiIgYEBMzMzMTGxhoaG6upqaWlpeXn5vr6++vp6Tk7Oe/fuxcbG9vf35+bm3rt3j4+PLycnp7u7OzAwUEtLKzc3d3BwENjTotHoX6yJkpLS559/Hh4ejkKh8vLyrly5kpCQ0NbWpqCgYG9vPzQ0VFJSwsfH9/z5876+PmlpaRcXl+Xl5cjIyDt37ri5uXV2drq6ut66devVq1f0MqlUam5u7rFjx1RVVVEoVFFREQwGc3d3x2KxsrKyBw4c8PHxefXq1crKChCPlpaWpqYmDQ0NAQGB169fl5eXc3BwyMnJNTc3FxUV3blzx9TUFGym4+PjS0tL6+3tNTQ0FBERaWtrq6ysvHz5cnp6OgqFCgwMLCsr29rasrOz27dvX0lJCTAmMTY2RiKRCwsLDx480NLSam9vz8rK4ufnB36U9Gr39fU9ffpUQkKioqKitbVVQEDgzp07AwMDiYmJe/fuBXJVU1MjISERHx9P3/gJQVBdXd2DBw+8vLxqa2sDAwP5+PhcXFyIRGJ+fv4XX3wREBDQ3t7+008/Xbx40cvLq7W1NS8vz9TUNDo6enh4GLy9pqamtLQ0Hh6e+Pj4srIyCQmJ6Ojo6enpV69eJSQkDA0NhYSESEtL19bW9vf3KygowGCw8vLy8vLyK1euwGCw32ltwtQPJkx+E+9YPzY2Nq5fv053apqbm5OUlCwpKXn69CkXF9fg4CAEQevr63Nzc01NTdra2n5+fvQzJSQkUlJSkEgkDAaju6OXlZWJiIjQo1n4+PhOnz798OHDp0+fcnBwfPnll62trb9YExUVFQEBAfockZaWVmRkpL+//z//+c/Lly+LiIg8evSIhYXF0NBweHhYRkbGzc1tZWVFVlb29u3bYEZ+eXmZn58f2FUByGRyUVGRoqJiSUkJBEEkEsnNze3s2bNIJFJLS0tUVBSsbG9sbFy+fDk4OBhcVVdXd+DAgcDAQGCXS39kNzc3TU3NjIwMGAz2r3/9C7xhHA4nJiZmZmY2PDwsJCTEy8srIyMTEhKyurpKJpNdXFyOHj3a3NyMwWD8/PxArhQsFnvy5Elg6wtBkK+v7+nTp0E3H1BcXHzkyJGgoCCwshIREcHPz19cXJyYmHj8+PHw8HAIghoaGpSUlFJTU+lvbGNjA4FAfPPNNz09PRAE4fH48PBwe3t7PB7/8uXLY8eOPX/+vK2tTUBAAA6Hg8rHxsbevn2bn59fVFT08uXLLCwsCARCRkbm7t27oMzBwcHXr18TCITGxkYlJSUREZHbt2/z8vIikcjS0lIdHR26FxkMBrt8+TK49f8MUz+YMPlNvGP9WF9fZ2NjozedMzMz8vLydXV1jx8/vnXrFt3eg0QiVVdXa2trg8YLgqDJyUllZeXs7Oz6+npVVdWSkhKw2lFSUiIlJQWMC8lk8oMHD0RFRT09PT09Pf38/KysrBi9mBhRUlJ68uQJfaEFGDTZ2tr+3//9n5aWlpubm4uLi5mZWVVVVU9Pj7S0NNAPYWHhGzdujI6OgkreuHEjMTGRXiaZTC4uLlZTUwOOkEQi0dvb+4cffqivr9fQ0FBRUQGn4XC48+fPP3/+HPza2Nh47Nix4ODgtLQ0eXl5sGhBoVC8vLx0dXXj4+NFRERu3rwJTl5cXFRVVX327BmJRMrOzgZmxoKCgv7+/t3d3S4uLsePH29qahobG3N3dwczfhgM5ty5c+Ajp1Kpnp6e3377LeM6Sm5u7pdffhkeHg4+xMjIyBs3bqSlpcXGxh47dgxIdWtrq7q6OqN+bG5u2tvbs7KytrS0QBCEx+MjIiJ26Udzc7OEhERYWBgQTn9//wcPHpiYmHh4eLi5uZmbmxcWFkpISHBzc4NhDQ6H29jYQKPR/v7+mpqaCARCW1tbRESkoaGhvLzc0NCQvqalpKTExsb2c5+Y3wRTP5gw+U28Y/0gEoliYmKioqL9/f0bGxuWlpYXLlxAoVABAQHs7OxpaWmbm5vu7u4BAQE9PT3W1tYSEhLd3d0YDAb83NHRUVlZCYPBsrOzQZNUWFgoJCRkZ2cHQdD29ratra2mpiaYnImOjvby8sJgMDMzMykpKSClEh0dHZ1Dhw4lJCRgMJjExMTTp09HREQUFhZevXrVw8MDgqDZ2dlnz55VVFR0dXWJiIjY29svLS15eHiws7OnpKRsbW0FBwezsbExGpxsb28XFRWdPn3a0NBweXm5urpaRETE0tJyYWEBTBCB0zY3NwUFBWVlZScmJjY3N42MjNjY2FpaWqqqqm7cuCEnJzczM9Pb28vBwYFAIAYHB52cnH788cf09HQsFuvn5yciIlJSUoJGo83Nzbu7u8fHx69duyYoKPj69WsHB4evv/66vr5+bGxMX18fpAlZXl6+dOmSsbHx1tYWGo2+f/++oKAgo6y2t7ffvn1bVlYWi8XicDgBAYHTp08PDw+XlZUdPHjQyspqY2MjMjKSjY0tJiaGvv6xs7NTVFTExsYGItMyMjK4ubltbW2JRGJBQcFXX30VGBjY1NT08OFDLy8vEMubl5cnJycHRmx5eXnm5ub9/f2enp4//PBDSkrK6OiogoJCQkJCdna2nJwc2OPq6enJw8NTWVnZ09PDz88vISExOTmJRqMvXLhw//59+hL9/wZTP5gw+U28Y/2g0WglJSXS0tKmpqaenp6PHj1ydHRcWlrCYDC2trZqamre3t6ioqIxMTFbW1tNTU06Ojrm5uYIBEJHRyc+Ph6Hw3V1dfn6+iKRSDD+aG9vd3Nzoz9Pd3e3jo6OiYmJm5vbkydPwMSOlZXVjRs3QGecjr6+/jfffGNsbIxAIISFhTU1Nfv7+0kkUlRUFAwGA8a6tra2zc3NExMTHh4eqampa2trMzMzoJ5+fn5iYmIeHh6MCwlUKrW4uPjOnTuSkpLBwcFGRkZwOBys/bq6unp7e4PTwNK0vr6+nZ2dj4+PmppaUlLS+vp6aWkpNzf3nTt3nJ2dLSwspKWlwUL3+Pi4u7u7srKyg4ODrq5uQEAAFosdGxuztLQ0NDR0cHCQk5PLzMyEICg9PV1eXn5wcBCHwxkYGEhLS3d1dRGJRGBw6+vra2trq6Cg0NTUxPh5EQgE+lKNu7u7qGBdoNAAACAASURBVKgoSAGytLSkq6srLi4OUuqqqalVVVUxXri0tOTp6amlpeXt7e3t7Q3SsZDJZLCMBNbPnZ2d8/LyQJgcDofz8vJSVFQMCQlRV1dHIBBTU1MjIyNWVlZaWloREREaGhplZWVjY2M+Pj4aGhohISGqqqoGBgZ9fX0gOllAQADk6JWRkQGP/Htg6gcTJr+Jdx+/S6PR0Gg0SBVVX19Pt3JcWlpKT08PDAykZ0GHIAgMHUJCQsAkCQRBm5ubGAxmc3MTTD3h8fj5+XnG6Nvh4eGIiIjg4OD6+nowRpGXlzcxMdllCguDwTg5OZuamkJDQ/Pz8+lBtBQK5dWrVwEBAZmZmWBShUgkzs/PLy8vg+UB0Nf29/cvKyvbFUW6tbWVl5enp6cXFBSUnJycnJxMjz2dnZ3d1VmenJyMjo4ODg4GyawgCEpJSREVFTUwMIiJiYmMjGTMmwTi1oKDgysrK+mvemVlJTo62t3dvaWlZWdnZ2dnZ3l5me6O2dDQ8Pz58/r6ehBk3NjY6OfnFxER8WvNZWtrK8in29nZSY9Lnp2dTUtLCw0Nra+vx+FwBAJhV8jy0tJSUVFRdHR0V1fX+vr6ysoK2MY4Nja2urpKIpHm5uZwOBz9qqWlpczMzICAAJBmGLC6umpvby8iIkJflVlYWIiNjQ0KCmptbZ2dnaVvRezq6goLC8vMzHyT4Oz/yvuiHzs7O729vZWVlRUVFWVlZXV1dQMDA7u2AdFotOHh4fLy8o6ODsYYhzehra2tr6/vF4PR19fXW1paKioqxsfHf9NGTjwe39/fPzg4yBiw9/6yublZV1dXWFiIRCLRaPTvHPi+CTQabWZmBolEgkh3EonU09MzMDDA2I5tbW2hUKhXr17t2un15/Hu9ePtg0Qif74HLSQkxNfX94+9EYVC6ezszM7O/t9S5rW0tPj4+JSVlf2xtfrrs7i46OPjIyEh8eel+vhF3hf9oFKpampqp06d4ufnFxAQAPEd9J4BnfT0dEVFRU9Pz19LvfxzKBRKf3+/oaHhr6V3nZiYQCAQqqqqubm5v8lQYHJy0sTExMLC4u07Z/8ZLC8vh4SEWFhYuLu7v3jxYmRk5M++I5FIjI2NvXnzZkpKyvb2dklJiaGhYUVFBYlEqq+vr6mpoVAoeDw+ICBAXl6+sbHxz64P4O+oH0z+4oyOjiYlJTU3N/9iXoE/j/dFPygUyu3bt/fs2WNpaZmQkMDLy/vxxx8bGxuPjIwsLS1hsdiFhQUsFltZWens7JyRkYHBYCYnJ4eGhqampgYHB0dHR+kvFo/Hj4yMoNFoMGRfW1tzdna2srLq6uqam5sbHR2dnZ3t6ekZGhoCl8zNzUVERID8r1QqdWdnZ25urqurq7+//xcHFmQyeXx8fHBw8OXLl48ePZKQkADJjIlE4sjICAqFmp2d/bm/Do1GGx8f7+zsZNy7urKy0t/fj0Khdm1oXVhY6OjooO/DpVAoU1NTo6OjYNVwYmKCsS2anZ1FoVD9/f3g4Obm5ujo6PLy8sLCAthxTKVSp6amUCjU+Pg4vWtPpVInJiZ6e3vn5+fp8xyNjY3p6emMEwNgY2xvb29XVxfjPjA6W1tbU1NTPT09KBQKzHCQSKSZmZnJycnJycm+vr7JyUl6bQkEwvDwcEdHx/j4OJlMxuPxHh4en332WUhIyNbWlqOjo4aGxtzcXEtLy5kzZ06fPl1cXDw7O1tUVOTk5ATmMMBrRKFQk5OT9JdMJBL7+vo6OzsnJyd/bb/zm8PUDyZM/l/eF/0gk8nc3NxffPFFcnIyFou1srL6/PPP1dXVMzIyvLy8NDU1dXR0wsLCoqOjYTCYv79/S0uLkZERPz+/rq6upKSkoKBgdHT08vLy2tpaSEiIoKDg/fv3jYyMGhoaRkdHZWRktLS0SktLPTw8Hj16pKqqKiEh8fTp07CwsJWVlYmJCT09PTExMdBo1tTUqKur8/Dw8PPz+/n5TU1NMVrRrK+vJyYmCgkJycjIqKioXLhwQUpKanx8HIvFgvGluLi4lpYW4xwsICcnR15eno2NTUlJqauri0ql9vT0wOFwYWFhERERHR2dwsJC+jSsnp7erVu3REREIiMjl5aWZmZmwJZeVVXVp0+fwmCwpKSktbU1KpXa2tqqoaEhLi4uKSmZkJAAVk+FhIRMTU2VlZX9/f07Ojri4+NlZGSkpKQUFBSioqI2NjbW1tYiIyNlZGR4eHgUFRVrampwOFx+fr6Kioq0tLScnBzI4kyhUGpra3V1dUVFRTk4OLS1tYFS0sHhcElJSTAY7MmTJ48fP0YgEPPz8z09PQoKCpKSkqqqqmJiYgoKCmC+YXp62tPTU0JCgp+fX1paOjc3l0Qi+fv779u37/nz5ysrK2ZmZjIyMsnJybKysv/85z//8Y9/wGCwly9flpSUyMjIlJWVUanUsrIyWVlZYWFhsMNhbW0Ni8V6e3vz8fEJCgoqKCgUFRX9zunEv5Z+UCiUpaWlN7l2Z2dnZWXlt07s/m/g8fjV1dVfs5n6RUgkEn1Jhg6ZTMbhcO/cePFPYnt7e2NjY2Vl5Q/xN6TRaMDd5PcX9ea8L/pBoVB4eHhYWFhA43L8+PHvvvsuODg4MzOTi4vr008/5eTk9Pb21tbW3rdvn5SUVHx8PBcX1+effy4rK6unp3f8+PFTp04lJSW9fPny5MmTN2/elJGROXbsmKSkZFFR0YkTJ65cuRIbG6umpsbCwnL27FlXV1cYDPbdd9/FxsaOjY1xcnIePHiwp6dnenr6/v37x48fNzIyEhMT27t3r7W1NQ6Ho1fyxYsXJ06cOHToEBwONzAw+OKLLyQkJObm5lxdXffs2cPDw2NsbPzVV1+JiIjQ55O3t7f7+/vPnj3Lzc398OFDVlZWS0tLLBaroaHx2WefycnJ2dnZHTx48NSpUwMDA93d3ZycnKysrLq6ulJSUt98842npycSiZSQkGBhYfnXv/7l6OjIzs7+ww8/lJaWzs7OiomJ7d+/39TUVFxc/MiRI1FRUY2NjaDxPXHihLOzc3Z29tOnT69cuaKhoXHkyJGTJ0+Wl5dnZWWBVyorK3vmzBl9fX0kEunq6gpcJ3h5eY8cORISEjIxMSEgIPDll18aGxvDYLC9e/fKyMgsLS3R+/jDw8MGBgY//vjjo0ePeHh4jh49mpSUVFZWxsLCwsLCIiwsbGBgwMrKCoPBSCRSYWEhJycnLy+vmJjYvn37eHh4pqenAwMDv/rqq+joaBQKdfHixW+//dbKysrc3PzYsWOff/65iYlJV1dXfHz8kSNH0tPT+/v7OTk5T5w48ezZs0uXLt27dy8nJ8fa2vqTTz4REBBwd3e/dOkSOzv770yI99fSj5GRER0dnV/bIs7I9vZ2aGjof14b2N7e/p0DNBqNNj09HR4e7ujo+OZTnAQC4cWLF0FBQbsG5pOTkzExMS0tLbuW7j8M1tfXCwsLQTDY7y9teno6KirqrS0DAt4X/aBSqby8vHv27Pn222/Pnz8vLi7u6+u7tLRUW1t77ty527dvLywskEgkOBz+ySefwGCwuLg4Dg6OgwcPdnd3k8lkLS2tw4cPh4aGBgQEHDlyJCcnB4/HV1RUtLe3NzY2Hj169NKlSzExMXJycl9//bWfnx+Yqzl16hQcDh8cHOTk5Dx8+HBPT4+Dg8OePXtMTEyoVOrc3NypU6fu379P38K5sbFhbW39z3/+087Obnt7u6Wl5datW9LS0jMzM1paWp9++qmuri4cDv/4449ZWFiA3Q4EQcvLy5aWlnv37g0PDwe+bb29vWNjY6dPn/7xxx+bm5sXFhZkZWVZWVkDAgJERUVZWFj09fUpFEpvb++3337Lzs4eGRkpKSl54MCB8PDw9fX1yMjIL7/80tfXt62t7fDhw1988YWVlRUMBmNhYdHS0srLy/v000/Z2dlbW1spFMry8vKrV688PT2lpKT27dt37ty54OBgY2PjgwcPxsTE4PH47u7u2tpakAzbxcVFXl7+p59+YmFhMTc3b25u/vrrr/n5+UdHR7FYrLi4+Ndff+3v709fJQLh8h4eHrKysteuXWNhYfHz8ysvL2dhYdm3b193d/fY2NitW7cuXLjQ0NCwsrKSlJRkYmLy6NGjTz/99MKFC+np6W5ubgcOHIiOju7u7j5//vzBgwcjIyNLSkquXr16+/ZtNBpNoVASEhIOHz6ck5OTmJjIwsJy/fr1hYWF9vb25ubmsLCw48ePHz16ND8/n0QieXh4sLCwaGho/J6v7l9CP3Z2doAPeXd399mzZxlDcchk8i/2Z2k0WmJiYm1tLeNBkHMb/Ay+fG1tbTgcjt7fB/Obv1ga/WcKhULv9m5sbGRnZ0tKSj558mSX0+3Ozg5jUSB1Ofh5ampKSkrqxo0b6+vrjOdgMJicnJz6+nr6sIlMJv9nc/Xt7e2f98G3trYYi6U/HWNR/1k4Gc8EkVrgEvq9KBTKrhe1s7Pz86pSqVTG6drKysqQkBC6fuzs7JDJ5J/Xn0aj/byo7e1tMplMrzZYxX0Ly5K76vBe6AeZTObi4vriiy/Cw8OXlpY2NjbAp1BeXn769GkBAQFwGmidgX5cv3794MGDwNBBX1//8OHDYWFhQD+AKwEOh1tdXe3r6zt69Cg7O3tMTIyMjMyJEyeKioogCEIikWfPnpWXl3/58iXo8qNQKBUVlY8++ig0NBSCoNnZ2R9++IFRP1ZXVzU1NVlYWAICAiAI6u3tffz4says7PT0tLa2NgsLy3fffXf8+PFPP/30k08+obs2rKysAP1ITU3d2dlZXV1dXV0dHx///vvveXh4RkdHiUSirq4uKyurr6/v9evXWVhYLCwsIAianJzcv3//xx9/7ODgIC0tfebMmcrKShqNFhERsXfv3oCAgNLSUhYWlj179hw7duzQoUMfffSRjo5OWlra559//uDBg4mJCQiCsrOzjx49evHiRXNz8++///7UqVNBQUEGBgZgZxg9IQIajTYxMeHl5bW0tBQUFGRhYTE1NW1sbNy/f7+Kisry8jKRSJSTk9u3bx+jfvT29sJgsDNnzlhaWgLl8/HxAfrxxRdfDA8Pz87O3r179/jx42FhYREREefPn+fn51dQUAC9hKSkJFdX1/3790dFRaFQKKAf0dHRr169unz5MhcX1+vXr3d2dhISEr777rvc3Nzg4GCgH3g8HkRCJv0/7J1nXFNZ1/Zzq8+MTtEZHVFExYoIY2NArCCKAiKoNEUpgqBUQXoR6V16lSodpErvTXqT3gMJLSEJoYRACCnvh/0++fE6c9/vPYoGxvP/NGbO2WclJPs6e5+1rhUdvXv37n379uXl5dFoNFdXVxgMpqKi8jlfXebrB4VCaWpqiouL6+zsrKioOHjwINCP+fn5lpaW1NTU7OzsycnJj6YhGo3W0NAACr/xeHxbW9v09DQw8Z2amiKRSEVFRWpqapqamjk5OQQCgUql4nC47OzspKQkBAIBZkwCgdDU1NTS0tLY2Dg5OQkccNPT01NSUsbHx8Ep6enpDg4OgYGB+fn5wF5pamqqoaHhw4cP+fn55eXleDx+bGwsJSUlIyMDeNkODw9LSUkdPny4oKCgqKioqqoKLOpxOFxdXR1Y0oL0yrdv32ZnZ7e2tv45lQUsfQoLC0tKShjZgSQSqaWlJSkpqaioaGRkBMy2cDh8aGhofHw8Kyvr/fv3BAIBpGRUVlYyRuvp6RkaGqLT6QsLC+3t7Tk5OU1NTaB0HIPB5Ofnd3Z2FhUVNTQ0YLHY7u7ud+/eZWRkjI6OAhXB4XDl5eVZWVkNDQ0gRxnsH+bk5KSlpbW0tIBOJL29vaC+hE6no9HoysrKlJSUvLw8xp7GxMREY2Njc3NzXl5eXV0d+LgoFMrk5GRWVlZqampxcTFIFurq6tLS0oL04y8B+vHLL798VMOUn59/5MgREREROp1Oo9FMTU03bdoE9q/4+PhYWFg6OzvpdLqWltauXbsiIiLevn17+PBhX1/fhIQEHh4eOTm51NTU/fv3g/0rZWXl//mf/3n69CkSibS3t9+1a5eXl1dXVxc/Pz9Yf4SFhf3000/y8vLd3d3W1tY7duzQ0dEZHx8HwSwsLPj5+e3atUtMTKy6ujomJoaDg0NOTm5sbExTU/P77783NjaOjY2VlZXV0dFhPCqgUqmFhYWHDh1SVFR0dXXl5+dXUlIaGhoSFhbevXv3mzdvioqKeHh4jh49WlFRERYWtmfPHhkZGRwOl5eXt3v37rt37yYnJ8vJyX333Xfa2tr19fWysrJbtmyJiorq7Ow8efLkb7/99vr1awcHB+AgV1pa+uOPP16/fh1809zc3GAw2P3794uKinh5effv3x8VFeXs7PzLL788f/68oaHhwYMHd+7ccXV1vXHjhpCQUEpKiqKiItCPjo4OTk7OEydO5OXlJSYmgo+xtbWVcXsH1J2Nje3Nmzdgh83Dw6OoqAgGg23durWrqwuJRAoKCh4+fNjGxkZaWvqHH37w9PQMDw/fs2cPJydnXFyco6Pj9u3bwf4VJycnCwsL0A9eXt7jx48XFRWRSKSoqChWVtbk5OTMzMyffvrp5MmTCQkJgoKCoqKiXl5eEhISu3fv9vPza2hokJGR2bJlC7Dq+GSYrB9kMtnHx+fZs2ehoaH+/v68vLzbt29vaGig0+leXl5Pnz6Nj493dHQ8d+6cj4/Pymyc5eVlOTk5T09POp1eVlZ2+vRpGxublJSUJ0+ePH78uKCgIDU19eLFi4KCggkJCUQiMTMz88GDB46Ojtra2sLCwqDhYkdHx7Vr1+Tk5FxcXHJzc52cnBQUFHx9fW/duqWpqdnZ2env78/Pzx8UFJSUlHT79m1QoZaVlXXy5Elra+vAwMCrV69euHDBy8vLy8vr+vXrpqamo6OjGAxGUVHx559/VldXd3NzO3funJmZGYVC6e3t1dPT8/X1xePxoC7E39/f39//9u3bz58/7+vrY7y7paWlN2/e3Lp1y9TUFOTDLCwsDA0N3b179+7du3Fxce7u7k+ePAEzXXx8vLy8vKOjo7e3940bN/z9/bFYrKmp6ZUrV8CYc3NzRkZG0dHRY2Nj1tbW+vr6ISEhwIKFTqfX19cfO3bsypUr8vLyiYmJXl5ewBjx5cuXt2/fLiwsJJFILi4ut27d8vPzU1RUNDAwQCKRXV1dRkZGHh4eMTExUlJSERERRCIxISEhIiICj8f39/dra2urqanFxsaamZndunUL2I4FBgaeOnXK09MzKioK+DmOjIw0NTVJSkqqqKiAPZOnT5+Ojo729vY+e/YM0o+/ZHl52cDAQEpKqqysbOXrTU1Njx49srCwoNPpNBotLCxMTEzMwcGhoKBAV1dXTk4O3GX7+fnJysqWl5ejUChTU9OrV6/y8/OfP3/ez8+vr6/v0aNHWlpaqampDx48+Pnnn8XFxW/evMnBwfHo0SNwm6KrqysrKwuHwwkEQmRk5NWrVy9fvgyqTfv6+hj3eWD14OnpycvLKyQk9OTJE1VVVWdnZwwGU1NTo6urKywsfPr06fv376enp690xV5YWHjz5s2VK1fY2NiEhIRACeqHDx+ePn169uzZixcvPnnyBMyVCwsLgYGB4HHC+fPn1dTUuru7+/r6bt68uW3bNhERkcuXLwsLC5uYmHR3d5PJ5Hfv3omIiHBxcZ09e9bFxWV+fr69vV1SUtLMzAzctZSWlp4/f3737t137tzR1NQ0NDSsq6vr6elRUFDg4uK6dOmSqKhoXFzc0NCQlZXV77//rqCgoKOjIyoq6u3tTSKRSkpK7t27B+xcVVVV09PTV971DgwM6OrqHjt2TFJSUkdHR0JCIjU1taWlRUBA4O7duwgEYnJy0sjISEFBIScnp7i4WF5e/ty5c+rq6sBctbS0ND4+XlpaOi8vDw6Hq6mpycnJ5efnIxAIW1vbnTt3Xr9+vaKioqCgAFhuz8/Ph4SEnDt3bs+ePby8vKGhoRgMpqKiQkFB4erVq0JCQtLS0klJSR91i/i7MFk/CATCxYsXLS0tsVgs2PI+cOBAdXX127dvb968GRAQgMfjh4aGnj17dvfu3cLCQsaJZDKZh4fHxMSETqenpaXt2rWroKAAh8OFh4eLiYl5enoODg5aWVnZ29uD/DxLS0uQNDI0NHT27NkbN25MTk7W19dfuHAhLS1teHg4IiJCUlLSwcEBhUKBe6vW1lYkEtnY2IjD4SYmJsTExEJCQuh0el5enpSUVGtrKwqFcnV1vXXrFtipLyoqOnnyZFpa2vz8vIyMDCcn54cPH0ZGRqytrW/dupWbm9vT03Pv3j0jI6MPHz5oa2vr6Oig0WgUClVeXn7q1KnQ0FDGu8NisRcuXDA3Nx8cHKysrIyLi8NgMI6Ojjdv3oyJicHj8XV1dc+fP09OTl5YWPD39zcxMRkYGBgeHn716pWlpWVfX19eXp64uLizs/P09HRWVpaVlVVPTw+4zWxubsbhcMDMuK2traysbNu2bRoaGvX19RgMxsrKio2Nrbi4GORlYrFYGo2GQCBA8qKjo6OYmFhJSUlycvLJkyc7OjpwOFxoaGh5eTkOhwsMDPTw8ECj0VZWVvLy8mCnuKWlRUpKysjICI1G29vbHzt2DIFAYDAYBwcHUVHR5OTk2dnZ5ubm/v5+PB5vYWFx8+bN8vJyoLWQfvwlNBptYmICiUR+1BJmYWFhdHSUsX+Ix+PBR00gECYmJkZGRsCvEofDIZFIsOTFYrEtLS0NDQ2Dg4Pz8/NUKnVsbGx8fLy1tVVMTGzfvn3h4eE1NTV1dXVgYUEmk8GlwVDLy8vd3d3V1dV9fX1/2RmBQCB0dHTU19f39fWNj49jsViwyYzFYpubm8vKysCJH2WUkEikrq6u6upqkLoKXgQ/2Lq6upVPxRYWFnp6et6/f19bWwte7+3tvXLlysGDB6OiompqaoD5ApjHl5eXBwcHy8rKampqwF7C4uIiAoFAo9FgQ3VxcXFgYOD9+/eNjY1jY2NYLBZkuzQ2NoIsppKSErAin5ycbGlpaWtrQyKRCASCYfyMRCJra2ubm5tRKNRHO8DLy8toNLqtra2lpWVkZASJRM7Ozi4uLg4ODiKRSLBjjEKhRkZGiEQijUYbGxurra3t6uoCfxGQxYNEIgkEwtLS0tjY2MjICGNnpbGxsaGhAYfDEQiE0dFRsEO+tLTU1dUFfk3gYwR/35aWlrq6uoGBgc9P5GG+/y7o2wH+2d3dzcXFBSwR+fj4GHupb968kZCQWBklSIEHPldpaWkcHBzg3qq4uFhOTs7V1XVqaio4OBgYjFdWVgoLC1++fNnKygrMws+ePZucnGxvb2e4Y/n7+4PeGGD85eVlEomUn59vZGRkZ2dnbm6+f/9+oB8VFRUmJibgGXhmZqadnR2okCcQCMeOHYuMjASmXnx8fGCotLS027dvR0RE9PX1KSsrm5qaJiUlPX36lGGYSKPRgKU5492hUKgjR468efMG/JNCoeDx+KdPn6qpqYEtiNnZ2cjISFtb25GRkeDg4ICAADqdTqVS8/LybGxswGNSa2vr27dvj42NGRkZgWtFRERs27bNzMzMwcFBUVFRR0enp6enrKyMjY3Nw8MD7IY1NzcbGBioq6s/ePDA2tp6dHR0amrKx8fnyZMnZmZmd+/evXTpUlFRUUxMzPHjx0HRANiOGxsbCw4O9vPzm5iYuHbtmrGxMQieQCDo6+srKioODw+7uLhcvHgRvB4bGyspKZmUlITFYj09PZ8/f/7ixYvr169fu3atuLi4r68P0g8mMjo6+uzZMykpqaamJmbH8veAw+GampqysrIrLaU/EwKBYGlpCZLWVmvMfwbM99/l5uYGT9jodDrYQ6yoqAgKCrp//z7DucTY2Jifn5+RpEH/f/UjPT396NGjYAs1NzdXVlbW3d19cnLS19c3IiKCQCB0dXXJy8vfvn27qKiotrbWzc0N+C12dnbq6emBgtiAgABGt6KJiYnIyMj09HQlJSVubu7q6ury8vIDBw4AnSsvL9fX1wdKk5SU5OjoCNo9oVAoLi6umJgYIpF4584dXl5eEGp6erqkpCTQD0VFRQsLi/b2dkVFRcYMCzLtgDgBVurH4OBgVFRUZWXlixcvxMXFQcrZzMxMYGCgj48PBoMJCgoCPTkWFxfT09NtbGzAbz4/P19ERERfX19CQgIYyAcGBrKxseXm5tbW1kZFRUVGRmIwmNLSUlZWVrCcJxKJbW1tlZWVNTU1qampJ06csLCwePny5dGjR21tbYuLi1+8eCEiIlJUVBQdHc3JyQnuYbOzs8ENHfCJQaPROjo6qqqqYPafmZmRkpIyNzcnEomOjo7nz58Hdz0RERHS0tJ+fn7Ozs5cXFwpKSnv37/X1tYWFxcvLi6G1h/MBdyJd3R0gJ6b64jFxcW+vr7Ozs5/1ynuE6BQKP39/UlJSf9Naug3BZP1g0QiPXnyRFRU1MHBITo6GrTJq6ysnJqa0tDQuHHjhre3t4ODw6lTp/T19Vc6H5DJZG5ubgMDAzqdnpSU9Ntvv4GffUZGhqioqJ2dHRaLdXJykpGRCQkJGR0d9fX1PX/+vKenJ+ihDTaOP3z4oKKiAkwy3r9/f/369TNnzjg4OCgpKamrq4PMq23btoWEhAQEBIAsbzqdXlRUpK6uDp79RkdHm5ubV1dX0+n08fFxVlZWkOd369Yt8GwKtDW8e/dub29vR0eHpKSkgYHB9PQ0yEw3NzcHyYLq6uorHdRnZ2eVlJQkJCSsra0fPXokKSnZ29vb0NAAWmX4+/vr6+tfvXq1qKiIQqG4ubkBh+CFhYWkpCQTExNgDoZCoTQ0NDZt2qSoqAjsdfPy8oSEhMzMzAICAnR1db28vJaWlgoKCr7//vuXL1/Oz88vLS35+PjIysq+fv3aTgPNawAAIABJREFU3d197969jo6OkZGRFy5c0NPT8/f3v3fv3h9//PHu3bva2lphYWFjY2NXV1dxcXFQouXj4wM6MBYVFfHx8QkKCvr6+lpZWV29ehUImImJCRcXF9AP4H7o6enp7Oy8Z88eW1vb4OBg4Nufn5/f3d2tpqYG8oW+GpB+QED8LZjfv7a7uzs0NNTDwyMyMvL169fe3t4g3ai0tNTa2vrFixeOjo5BQUEgfYgBlUqNiYkBKUb9/f0hISFgLwUOh2dkZNTX1y8uLtbW1rq4uCQnJ09PTw8MDAQGBjo7O3t5eaWnp4M9KywWW1RUBFYSRCIxOzvbyMhIV1fX3d29rq5ubm6utLTUzs7O3d09PDw8MDAQTGcjIyPFxcVg/6qnp6e6uhqMNj8/HxYW1tnZSSaTc3JywFmvXr0yNzcHTQmxWGxmZmZlZSWRSBwYGAgLC7O2ttbT0/Py8vrw4cPK3VLgKfn69WtjY2MTExMw+dLp9NzcXDc3N7Cf9vr1a+DG2NTUBBZAy8vL/f39VVVV4ANcXl5ubGz09PSsra0F27szMzMFBQVubm56enqOjo7AJAeJRPr7+zOOqa6utrOzMzMzMzU19fX1HR0dJZPJ2dnZNjY2jo6Ovr6+b968gcPhCwsL+fn5lpaWJiYmISEhcDgceLc1NDQsLCzMzs7GxMTo6OhYWFhERkZmZWWB29j379/HxMSA99Le3g76QiKRSF9f3ydPnvj5+fn7+8fGxo6MjExNTRUXFzMSt74OkH5AQPwtmJ+/y+AvzY5QKNRHDwn/Fh/VGfw3hXt/dnL9HBem/3wuSNL9DwfMzMwwLHsZTE5Ofuauwujo6H8u7Uaj0R/V9oPdrY8OW1hY+A/VgmQymdEf8L8J6b888ssB6QcExN9iDekHBARzgfQDAuJvAekHBMT/BdIPCIi/BaQfEBD/F0g/ICD+FpB+rD4YDKapqWl1ex9RqdSJiYmmpqavYylIo9EmJyerqqpW9kX/D8Dh8K+cK/UlgPQDAuJvAenHKkMmk1NSUoSFhfX19WdnZz+5whONRq982r+8vBwUFKSoqJiXl7dKkf4nlpeXc3Jy+Pj4VlbF/wdAEvaXjupLA+kHBMTfYk3ox9zcHPBdYGT4EAiEmZkZYE0ILDTm5+fHx8cxGMxf5lABh4axsbHp6en5+XkSiUShUGZmZhYWFsAMTiKRGLP50tISBoMBI3+UoLW0tDQ9Pc2Y9IlEIqNZN5FInJiYGB0dBZUfADKZPDk5OTExwUgSw+Fw+fn5L168sLa2bmxs/HOaE8hZGhsbY5xCo9EY7xR4zvf29kpLS0dERExPT4Pq7qGhIU9Pz5KSkr+siiISiaChOiPda3FxcXp6emZmZmJiYuXrVCoVg8EAJ4mpqSkQA41GA23kx8bGQNoVjUYbGhqKi4tjFPHi8fjx8fHJyUnGXxa4UIyPj09PTysqKgLbPjqdTqFQQBsfDAazvm4jIP2AgPhbML/+Y3x83MfHR1VVVVdXNyAgAMzy3t7eWlpaoJmatrZ2bm7umzdvdHV11dTUQkJCPhp8ZGTEzc1NW1v76dOnwAajuLgYiUTq6enFx8eDCbG0tNTY2Bg4XSclJenr6z99+lRPTy8hIWFlfnBLS8vz589BTi2ZTA4LCzM3N8dgMHNzc8HBwRoaGo8ePXJychoaGqJSqUtLS8nJyTo6Ompqah4eHng8HhjseHl5KSoqgsE/mu6xWKy7u7u2traKioq7uzvo19bS0mJqavr48WMtLa3k5OSxsTE9Pb0ffvjh/Pnz0dHRSCSytLRUU1NTVVVVSUkpPj7+IwUdHh729fVVU1N7/vx5TEwMSO1NTU1VVVV1dXXV1dVVUlLKysqi0WgUCuX9+/dPnjxRV1c3MzNTUFAA5tvz8/OOjo5Pnz59/Pixv78/DoejUqkNDQ1aWlo5OTkUCqWlpcXExERLS0tJSSk1NRW4yldVVWloaKirqwOPvDt37oB4MjIyjI2NVVVV9fX1ExMT/7NB/ZoC0g8IiL8Fk/VjYWHhyZMnurq6AwMDWVlZoqKi7u7u09PTDx8+PHLkSFZWVn9/v5GRETs7u6urKxKJfPbs2alTp1pbWxkjLC8vR0VFSUhINDc3Dw0NSUpK/vrrr6Ghoe3t7RwcHKampqCuMCIigoeHB4lEpqamioiIgMo4Gxsb4HLIGK26uvrKlSuJiYkUCmVwcPDp06empqZDQ0OamppqampVVVXj4+Pu7u4qKiqgmcfNmzfDwsJKS0sVFRX9/Pyam5slJCQUFBTGxsaKiookJCQKCgoYPS2IRGJgYOChQ4fi4+M7OztFREQePHgAh8MfP36spKTU1NRkZWV17ty5xsZG4OPi5uY2MzNTU1OjpqZma2vb2tqqo6Ojrq6+coKj0WiampqXLl1qamqqqam5c+dOVVUVjUazsbH57bffAgICBgYGfHx8PDw8UChUc3OzoqKitbV1b29vcnLyvn377t+/T6fTsVisrKxsQkJCbW2tnp6eh4fH4uJiVlbWgQMHgoODx8fHjY2NDQwMamtrVVRU7t+/39nZ2dHRoaysDGwZMzMzDxw4ICUlBe4GgBfL+Ph4QEDArVu3qqqqPr/N8tcB0g8IiL8Fk/WDSCSePXuWk5MTdEO7efOmqqrqyMiIjIyMhIQE2HUJDg7eunVrZGQknU739vbeuXPn27dvGdXaExMTTk5Ojx8/BrXKcXFxwsLCfn5+Hz58YGdnNzQ0BPoRGhp66tSpwcFBYAF779691NRUGxubXbt2rezgODY2ZmhoKCIi0tHRERERISUlVVdX193dffjwYR0dHbBzlZiYeO3atcHBQTs7OykpKTBfNzc319bWZmZmHjt2jJ2dPTw8PCQkRFhYGDRBA4MjkUgtLa1jx47p6Ojk5eXdvXv3xIkTcXFxCgoKgoKCtra2ycnJoDodj8efPHkyIiKCTqfPzc3l5+fb29sbGxtfuXKFn58/KiqKEXBLS4uYmNihQ4fc3d3j4uKuX79uaGiIxWJfvHjBy8sLSuuB4UpJSUlsbOypU6eADUxra+vJkyfBomF5eRkYLz58+FBAQMDW1nZxcTEjI2PXrl0eHh5LS0sdHR3BwcGGhobnz5/n5+cvLS3Nycm5dOkScGUfGxsTFBSUlZWdnp728vISExMDBirv379XUlLy9vZeLx5KTNQPOzu7r3xRCIjPZ2hoiJn6MT8/z8vLC7p3mJubW1hYvHnzZnp6+vbt25qamnQ6nUwmh4eH79q1C3TsCAgI2LVrV2xsLGNXBIlEOjg46OjoAAvl0tLSBw8eAP04cOCAiYkJmLwcHBx4eHgGBwetra15eHhkZGTs7OwsLCyMjY1XJkqBfZvDhw9HRUWBps3AoXrPnj3Pnz8H+pGZmXnnzh3gD6+goFBbWwvOpVAoubm5HBwcXFxcNjY2L168sLS0LCkpYXSo7+rqkpWVvXTpkpqamrOz8/Pnz1+9eoVGo0dGRmJiYjQ1NXl5eTU1NUGPsxMnToBn15WVlffv33dwcKivrw8ICBAVFfX19QUD0mi0hIQEAQEBQUFBc3Nza2trExOTsLCwpaUlCwsLISEhcFhpaamSklJOTk5ERAQ3Nzd4yNTR0cHHxycnJ0en02tqalRVVR0cHKKiojQ0NOzt7RcWFt69e8fGxhYcHNzS0vLo0SMrK6uamho3NzcxMbH8/Pz4+PgTJ06A2ngCgXDnzh1ZWVkMBmNhYSEvLw+WdK2trYaGhs7Ozl/ZhuSTgfQDAuJvMTw8fOzYMTA5f8RX6v8hKCiop6c3NTVVXl6uqqrq5OSExWJB/xY6nU4mk0NDQ1lYWGJjY+l0OuhoFh8fz9CP6enpV69e3bt3D9xre3t7c3Nz+/n5weFwaWlpc3PzmZmZ6elpaWnpM2fODA8Pe3h4XL16NSoqanJyMiIi4s6dO6CJIQM8Hn/nzp2zZ8/KycllZmaCd3T69GkNDQ3QayUqKkpYWBg80L5582ZpaenU1FRQUFB0dHR+fj43N7eCggIOhysrK1NSUsrMzGR8FEgkUltb+/z584WFhSgU6tGjR6qqqjgcLiQkJCEhAQ6H29raiomJNTU1jY+PnzhxAqwzfHx8Dh8+DBYNL168OH36dHBwMCPa8fFxeXl5dXV10Mjh0aNHoMmVqanp5cuXwTHFxcXKysrZ2dm5ublnz56NiIjo6ekJCgravn37o0eP8Hj8q1ev9PX1BwcHBwYGtLW17ezsFhcXgX5ERUW9fv36hx9+APbAfn5+QkJCubm5lZWVIiIiaWlpdDq9u7v7zJkz0tLSoEXPxYsXgT1lXl6epKRkXFzc3NxcXFxcYmLiGhcSZulHQEDAw4cPKysrq6qqKiEg1gn19fVxcXG7d+9OSEj487f6a+jH8vJyaGioiIiIuLi4oKCgiIhIamrq4uKikJCQsrIynU4nk8n+/v6bN28GmzmvXr3asmXLmzdvGPoBVgxKSkpCQkLXrl0DqxlPT8+FhYWEhIQzZ86cO3dOXl7+yJEjBw4cwGAww8PDmpqa586dExcXFxAQAI/HPwqppaWFlZX17t27YO+LSCSWl5eDlubXrl27detWUlISkUhEIBCampo8PDy8vLyioqL19fWTk5P29vbnz58XFxcXFRXV1NTs6elh7P4vLS3V1tZeuXLlwoUL4uLiwsLCiYmJc3NzQUFBfHx8oqKiAgIC+vr6GAxmZmbm0qVLhw4dsre3j4yMFBUVFRcXl5WV/eOPP44dOwZsgBlER0dfu3ZNXFxcRERESUkJZExpa2ufOXMGHJCfny8rKxsbGzszMxMQECAmJiYqKqqhobFv3z4FBYXFxcXo6GhJSUkhISEZGZkbN25YWVmRSKSsrCwWFhbwBEVOTo6Tk1NAQOD8+fN8fHxJSUkEAsHHx+fgwYOXL18GjerExMTodPr09LSuru6lS5euXbt29erVFy9eTE5OksnkixcvioqKrm5NzKrDLP1IS0tTVla2tra2sbGxhoBYJ9jb2xsZGcnJyYF97I/4Svm7c3NzaWlpLi4u3t7epaWlYHclPz8fmKKDZNa4uDgw9XR1dYH/XvlIlkKhNDY2enl5ubi4GBsb37p1C+wGTE9Px8bGuru7R0VFpaSkpKamAtXp6OgIDAx0cXEJDw//d+V42dnZwJ6WQXl5ubu7u4uLS2pqKuPqXV1d/v7+7u7uRUVF4BUMBpOSkuLi4hIYGPiXM1FZWZmnp6eLiwvjFNDa3tXVNTAwELTMolKpZWVl3t7e7969Gx0dramp8fDwCAoKysjIyMvL+6hSb2pq6t27d+ADbG5uBrHV1dVlZ2eDA8bHxysqKgYGBlAoVExMjLOzc3x8fExMzOnTp5WUlOh0OhqNTktLc3Nzi4qKKigoaG9vp1AocXFx/Pz8oGFOb2+vl5eXq6trUlJSfn4+8EJGoVCBgYGurq5v376Nj48vKSkBl4PD4aGhoS4uLtHR0QxXRNDHntGea23CLP3AYDCgCSAExPqisbGxu7v7z86q9HVaP9jY2Kijo+Pr6/v5rRn/eUxOTsbGxlpZWYWGhjo4ONja2lZUVPz5MBqNVlRUpKmpaW9vD4fDv36czIJZ+gEB8c9jXeoHGo0GLe8h/fhLwBIkICAgLi5ucnLyL48hEolVVVUJCQlrfLtp1YH0AwJitViX+gEB8clA+gEBsVpA+gHxbQHpBwTEagHpB8S3BaQfEBCrBaQfEN8WkH5AQKwWkH5AfFtA+gEBsVpA+gHxbQHpBwTEagHpB8S3BaQfEBCrBaQfEN8WkH5AQKwWkH5AfFtA+gEBsVp8un4UFhYy+nNAQKwXaDRaSUkJpB8QEJ/PJ+oHHA4vLy9f3VAgIL4OGRkZjY2NzI4CAmLd84n68e7dO25ubkFBQSEIiHXFlStXbt26VVpauro/JAiIb5BP1I++vj5vb293d3c3CIh1hbu7+9u3b/+dpT8EBMR/zyfqBwQEBATENw6kHxAQEBAQnwKkHxD/BKhUalZWVlxcXNK3ytu3b/Pz87u7uxldnyEgvjSQfkCse9Bo9Nu3b01NTW1sbBy/SZydnZ8/f66hoVFeXk4ikZj9B4H4VoD0A2Ldk5iYKCEh0d/fz+xAmEl9fX1gYCBU0gvxNYH0A2J9MzAw4Obm5ufnt7CwwOxYmEZPT09oaChkCQHxlYH0A2IdQ6FQwsPDHR0dmR0IMyGTyUFBQc7OzswOBOKbA9IPiHVMT09PeHh4fn4+swNhJrm5uY6OjkVFRcwOBOKbA9IPiPXK0tJSaGhoSkoKhUJhdixMY3x8/MmTJ97e3t/yhwDBLCD9gFiXLC0thYWFubq6dnZ2MjsWprGwsBAWFlZUVEQgEJgdC8S3CKQfEOuSwcFBaWnp6Ojob9YEmkqltrW1WVtbt7S0MDsWiG8USD8g1h84HC48PLy4uHh6eprZsTANJBKpqakZFRU1NzfH7FggvlEg/YBYZ1Cp1MbGRktLy9HRUWbHwjTGx8cjIyPd3d2RSCSzY4H4doH0A2Kd0draamhoWFNTMz8//8mDNDY2lpSUrN/lS3V19bNnz4aGhpgdCMQ3DaQfEOuJ4eHhoKAgFxeXzyyUMzQ0lJCQaG9vX63AviZoNDozMzM+Ph7KuYJgLpB+QKwnysrKHBwcJiYmqFTq54wjIyNz5MiRurq6j16fn59///59WFhYT0/Pytc7OztDQkLq6+tRKBQajQYvksnkDx8+hIaG5uTkMKrf8Xj85OTkFy2GLygocHZ2hh57QDAdSD8g1g1lZWXu7u4lJSWfP9TDhw9PnDjR0NCw8sWGhgZLS0t7e3tra2sdHZ3i4mI6nU4gENLT09XV1d3d3T09PaWlpb28vOh0+tjYmJmZmbm5uaOjo7q6uoeHB5FIpNFooaGhL1++bGpq+vwg/5KysjJ7e/v09PQvND4ExH8PpB8Q6wMikWhubm5ra7sqFk9/1g88Hm9iYiIgIPD+/fuJiQljY2MFBYWOjo6qqqqzZ8+qqanNzc3V1taysLBIS0tTKJTY2NgdO3a4urri8fjY2FhlZeWcnJz5+fn09PSgoKDu7u7PD/LPEAgEdXV1MzMzaOcKYi0A6QfE+iA9PT04OHi1qgX/rB+lpaUyMjI2NjbgnzU1NadOnfLw8IiPj9++ffvbt29pNBqdTldRUZGXl0ej0Xp6etLS0h0dHXQ6HYvFent7GxgYYDCYVQnv31FaWurh4VFZWflFrwIB8V8C6QfEOgCPxxsbG+fm5q7WgPfu3ePm5l75/Ly6uvrOnTtmZmbgn4WFhcePH/f29k5NTWVlZY2IiKDT6WQyWVZW9uHDh2NjY1paWioqKggEgk6nT05O2tnZaWlpodFoEok0Nzf3JZo4odHoV69efbmdMQiIvwukHxBrneXl5dzc3JiYmIGBgdUaU11dnZOTMyYmprGxsampqbe3F4/Hu7i43Lt3r6Kioq6uztHRUU9Pr7GxsaWlRVlZ2cnJqaqqKisri5OT8969e1QqNTc3V0RE5NWrV+/fv4+JidHU1AwPD5+Zmamvr3/37h3QlVUEi8W6urr6+/sPDw+v7sgQEJ8MpB8QaxoymdzV1eXk5LS67aHS09O1tLQMDAz09fUNDAz8/PwmJiZmZ2f9/PykpaU1NTUNDAwYe1OJiYnm5uZmZmYeHh48PDyKiop0Op1KpcbHx0tJScnLy6uoqNjY2ODxeDqdnp+fHxMTs7rREonEtLQ0FRWV1tbWVRwWAuIzgfQDYk3T19f34sWLt2/fzszMrO7IVCp1eXmZTCaTyeTl5WXweINGoy0tLZHJZMYD6vLy8lu3bhkYGDQ1NbW3t1taWgYGBjIGIZPJ4HhGPjGVSqVSqWC01QJUC46Nja3imBAQnw+kHxBrFxKJlJaWZmZmNjExwawY0Gi0v7+/rKysurq6lpbW69evv/I8jsfj4+LiPD09IZNdiLUGpB8Qa5esrCxLS0scDsfcMEgk0tTUFBaLxWKxX7lLLoVCiYmJMTQ0nJubW901DQTE5wPpB8QaZWZmJjQ01MPDg9mBMJPKykoXF5ecnBxmBwIB8RdA+gGxRvH397ezs8PhcN/yfbePj4+HhweJRGJ2IBAQfwGkHxBrkYqKCjs7u2+5sTmNRmttbY2NjYXaQ0GsWSD9gFhzzM7OfmRK+G0SHBycm5sLWZVArFkg/YBYWxCJxKysrLS0tKmpKWbHwjTm5+f9/f39/f2/5R5ZEGsfSD8g1hZTU1Pq6uqBgYHd3d3t3x4dHR2tra2JiYnCwsKFhYXM/mtAQPwnIP2AWEMsLS01NjYqKys/e/bM1dXV/tvDwcHhxYsXpqam8fHxTE9choD4z0D6AbGGIJFI3d3dZWVlubm52dnZOd8e2dnZGRkZFRUVzP5TQED8/4H0AwICAgLiU4D0AwICAgLiU4D0AwICAgLiU4D0AwLiizM3NzcGAbHeGB0dBX0NGPbSHwHpBwTEl4VIJEZHRxsaGjo4ODA7vQsC4m9ga2vr5OSUmpr677yfIf2AgPiCUKnU8vJybW1tS0vLrKys9PT0NAiIdUJ6enpUVFRYWNi/K+aF9GP9QaFQQOMjIpE4Ozs7Ozs7NzdHJBIXFxfn5+dn/w1zc3MEAmFxcZFEIoHD5ubm5ufnFxcXQQOlf7dEhfgcKBRKYWHhixcvcnNzQbMpCIj1AplMHhkZycrKmp6e/suvN6Qfax0ajUalUslkMpCHgYGB3NzcjIyMwsJCf39/TU1NLS0tfX39gICAuLg4JycnLS2tZ39CR0dHT0/P3t4+JSUlIyPDxcVFU1NTT0/P0dExJSUlLy8vJSWltrZ2aWkJCAwkJ6sFhUIpLi62tbUtLS1ldiwQEH8bDAaTl5cH6ce6ZGlpqbKyMjw8XEdH548//jh37pyurq6NjY21tXV1dfXo6Ghvb29vb29/f//o6CgKhRoeHu7t7e37E+DFoaGhyclJDAaDQCDAK8PDw5OTkykpKRYWFnZ2dmpqamfOnJGUlLSzs0tPTx8eHmb2B7DuAfphY2NTVFTE7FggIP42KBQqNzcX0o/1ARwOT05Otra2trOzCwgI8PHxiYiICA4OTktLy8vLKywsbGtrg8PhQ0NDRCJxtS46NTUFh8MHBgbq6ury8vIqKioSEhIiIyODg4MtLCycnZ0tLCyioqLa29tXvQn5Px5IPyDWNZB+rGkQCER8fLyfn5+7u7udnV10dPS7d+8KCwtra2tbW1tbW1tHRkbQaPRX7qFEJBJRKFRfX19VVVVDQ0NVVVVBQUFOTk5ISIitrW1ISMjbt2+Hhoa+ZkjrFEg/INY1kH6sRSgUSmJiooyMjLq6ur+/f2ZmZklJSUFBQU9Pz+zsLLOj+wtIJNLExERTU1N+fn5NTU1OTo6Li4uurq6Pj8/g4CCzo1u7QPoBsa6B9GMN0d/fn5qaGhsbGx4e7uzsbG1tnZCQsB57PCwuLpaXl4eGhoJtLi8vr/Dw8Pfv3y8vLzM7tLUFpB8Q6xpIP9YE5eXlISEhr169evPmzbt377Kysvr7+5kd1CpApVKrq6sjIyPfvn3r5eVlYmKSlJQE5W4xgPQDYl0D6QczQaFQmZmZERERDg4O7u7uubm5c3NzzA7qS9HS0mJnZ+fq6pqYmBgfH19XV8fsiJgPpB8Q6xpIP5jD1NRUYmKivb29k5OTj49PfX09syP6SuBwuOjoaFdXV2dnZ0dHx+rqamZHxEwg/YBY10D68bWZmppqbW2Njo7W0NBwd3fH4/HMjog51NTUyMnJmZiYFBcXw+FwZofDHCD9gFjXQPrx9cBgMOXl5cnJyeDB8vj4OLMjYj4VFRVWVlaRkZHt7e09PT3MDudr8/n6QaVSFxcXCf/LyvQ8Go1GJBKnp6eXlpZWKd7/P4uLi9PT0yQS6atdEbC8vDw/Pw8SNBYXF4lEIoVC+coxfDmWlpYY725NAenH14BKpXZ0dHh7exsZGSUnJ3/9X9dahkajtba2enp62tnZvXv3bj3mm30yn68fGAwmPT3dwcHB0tLS3NzczMwsNjZ2YmKCTqcvLS0FBAQYGBiUlJR8TpAkEum/LzBKTEy0sLDIzc39nCt+Al1dXT4+Pm1tbTQaLT093d/ff2Bg4CvH8OWora319fXt7e1da7knkH58cTAYTGVlpbq6uqurK5VK/cq1fusFKpXa0tJy+fJlc3NzBALx7xyh/2F8vn60t7dLS0tv2rRpz5497Ozsv/3223fffaeurk4gEBYWFsTFxQ8dOuTj4/PJETY2NsbExPz39/I3b96EwWBqamqffMVPIyEhgYWFJSIigkqlysrKsrOz5+fnf+UYvhxubm6srKwpKSlrbQkC6ccXhEajIRAIDw+Ply9fAv9BZke0pqHRaD09PcHBwWZmZsnJyatowbJm+Xz9aGtru3HjBhsbW05OTnt7e0xMzB9//LFr167Y2Ni5ubmkpKT4+Pjx8XEajTY3Nzc6OopAICYnJ1EoFPjNLy8vj4+PDw0NIRCIj2YBAoFQXFwsICDAwcHR2Ng4MzODw+HGx8fxeDwYDYVC4XA4Go1GoVDQaDQCgRgfHxcUFITBYI8fP6bT6VQqFYVCIRAIJBL5l1MMlUplnDgxMYHFYhcWFsDI4AZidnZ2fHyckZSIw+GQSOTIyMj09PRH92Hx8fG//fZbeHg4lUqVkZFhY2OLiYkBI5PJZMblJiYmEAjEyMjIyj0AsNGHRqNRKBQ4YHx8nEgkgkvMzMwgEIihoaGxsTHGUEQicXR0FIlETk5Ogjl9fn5+bGwMhDc/P0+n0xcWFsbHxxEIBAKB+HOTJSKRODk5OT4+DsbB4XCMrwQejwdnjY+PLy4u0ul0V1fXXbt2paamUqlUEM/w8PDo6CjTq4kh/fhSkMnkhoYGQ0PDvLw88JNjdkTrg8XFxb6+vsjIyP/QV+Afw6qsP65fv37kyBGw70elUm0KMH1aAAAgAElEQVRsbDZt2mRlZTU6Onr9+nUxMbHBwcGJiQktLS1WVlY2NrYrV66ws7Pr6OjQaLTq6mpeXl4ODo4DBw7IyMh0dHQwRk5MTOTh4dmwYQMMBjty5Mjr16/v3bu3Y8cODQ0NAoHg7u4OToHD4SUlJdzc3Pv27Tt37tyOHTtgMJiGhgaVSi0rK+Pi4mJlZWVlZb13715XV9fKOZRCoZSUlJw+fZqNjY2Xl5eNjU1UVDQ5OdnNze3YsWO+vr50Ot3a2nrHjh3u7u5UKrW/v//69ev79+8/fPiwvLx8VVXVylVRQkLCrl27wPrj4cOH27Ztu3Dhwp49e/bu3RsaGrqwsEAmkzMzM8+cOXPw4MG9e/e+fv2acT8HXPT5+fkPHjx46tQpNja2gwcPvnz5cnp6mkqlmpqasrOzc3BwHDx48PXr1yQSCY/HW1hY7N69e//+/SIiIh8+fJiZmTE0NGRhYdm/f//evXujo6PpdHpWVtbvv/9+6NChgwcPPnnypLu7mxHt8vJybGwsCIaXl5eVlfXatWu9vb00Gq2mpkZGRubAgQMHDhxgYWEJCQmhUqmenp579uzJysqanZ19/vz5wYMHjxw5cuDAATU1NSwWy8S5BdKPLwKZTE5LS3v27FlUVBTT7xHWI8PDw56ensbGxv/s1KxV1I+RkRHwSlpaGh8fn4WFBQKB4OHh4ePjGxwcTEtL+/nnn69evero6Hjnzh0YDKasrEwgEIKCglRUVHJyciwsLDZs2HD37l3GDklfX5+dnd2hQ4d27Njh4uLS29srISEBg8Hk5OTm5uasrKy+++6769evx8bG3r9/n5WV1dnZ2cHB4dChQzAYzNDQEA6Hi4uLc3Nzm5mZ6enp7dmz59q1ayv1qaioSEBA4Pfff7ezszMyMtq2bdvvv/8eFRX14sWLn3/+2dHRkU6n6+vrw2AwBweHycnJJ0+e7Nq169GjRw8fPvzpp5/u3LmDwWAYo63UDwUFhQ0bNsjLy1tYWLCwsPzyyy8VFRVpaWmcnJzXrl2ztLQUExPj4+NLS0sD59JotKmpKV5eXhgMJi0t7eDgwMPDs2fPnpqaGhQKpaWlZWBgkJWVdfr06W3btgFjhe+///7gwYNqamry8vJZWVnm5ubff//99u3bVVVVJSUl37x5Q6fTs7Oz79y54+LiYm1tzc7OHhQUxIh2eXk5ODj4119/5ebm9vf319PTA++otbXV2NiYlZXV2NjY2Nh4y5Yt165dGx0dDQgIYGdnT0xMLCgoUFVVtba2jo6OvnLlyu7du2NiYsAahSlA+vFFSEhIcHFxGRoaAitZiE+gr6/v+fPnDx48aGhoYHYsX4pVX3/Q6fQ3b95wcHBYWloikUh+fn5BQcG8vDx9ff0tW7bY2Njg8fjk5GQWFhYFBQUKhVJWViYpKXnmzBkw71+8eJGhHzQarbGxUVBQkIODA4VC0en0Bw8ewGAwRUXF+fl5e3v7bdu23b1718rK6tChQzw8PEQikUgkCgsLw2Awc3Pz9+/fs7Gx2dnZTU9P9/X1Xb16dc+ePTk5OYxFg729PQwG09TUBP3Kbty4cfz48djYWFtbWxYWFjc3NzqdbmJiAoPBPD09EQgEFxfXxo0b2djY9uzZA4PBDh48yJBM+v+rH/fu3WNlZX337h0Cgbh9+zYMBsvJyXn16hUMBvv1118PHTrEwsKyceNGDw8PxunLy8sCAgJbt25NTEycnJx8+vTp5s2btbS0Pnz44ObmdurUqdOnT2/duhUGg2VnZ6empm7fvv3HH388ePDgs2fPhoeH8/Ly+Pj4Nm/ezMbGdv36daBMFRUVQkJCR48ePXz48IYNGwIDA1deLjQ0dPv27dra2mQyuauri5OTc8OGDU5OTkD8wPrju+++4+HhaW9vDw4O3rt3b0ZGxuTkpL29PS8v7++//75jx47t27cHBwcvLCx82pfn84H0Y5WZm5vz8/NzdXWFfAM/n4GBAWNj40ePHlVUVDA7li/CquiHsLDw0aNHwc34xMSEgoLCjz/+6O7uPjY2xsfHd/ny5aqqKnt7+59++snV1ZVGo8XHx//4449qamoYDMbIyOjcuXPW1tbGxsZbt24VFBRc+ZSuo6NDSEiIk5MT3AbJy8vDYDAlJSUSieTk5LRt27bbt287OjoeP36cj48PnCIuLg70o6ysbPv27Q4ODlQqFYfD3blzZ+/evenp6Qz9sLS0hMFg6urq4J+ioqLHjx+PiYmxtrbeuXMnmNzNzMyAfsDh8EOHDrGzs2tqajo5Odnb2/v6+q7sF/DR8/MDBw5UVVXhcLgHDx589913+fn5Tk5OMBjs0qVLFhYWjo6O1tbWtbW1jNNJJNLly5e3b99eUFCwuLiop6f3888/P3v2zMfH5+bNm3Jycl5eXkJCQhs3bkxISJifn29sbHz16tW5c+f27dunqanZ3d09ODjo7e0tIiKyY8cOSUnJd+/eGRoacnBwvHz50tLSkoWFBezIAYB+/PLLL2ZmZnQ6fXR0lJOTEwaDGRkZSUtLs7CwPH369OXLl87OzpGRkQQCwcfHh52dPT4+Hux6CQsL+/j4SEtL79y58/Xr15B+/EMYHBw0MjIKCgpCIBDMjuUfwsTERFhY2LNnz1JTU5kdy+qzKs/Pb926tXHjxvPnzwsJCZ08eXLnzp1qamojIyN4PJ6Li4uXl7e3t7eysvL48eO7d+/m5+c/d+4cDAbT0dFBIBAiIiIHDhzQ1dUFe1OXLl1iPCKm0+nNzc1Xr17dsmWLpaVlY2OjmZnZDz/8cPz4cQMDg/3798NgMAkJiYyMDHV19e+++05JSUlbW5uFhQUGg+np6Q0PD0tISPDw8Ojr66uqqrKwsFy7dq27u5uxWV9XV3f9+nVWVlZTU9Nnz5799ttvvLy8qampvr6+Gzdu5Obm1tDQ4OTk3LRpk5OTEwaDefr0KZia5eXlr1y5EhYWtnLejI2N/eWXX0JDQ6lU6t27d3fv3l1SUjIxMSElJQWDwTIyMiorK8EzDE1NTWlpabC2YJxOJpOvXLmyceNGSUlJHR2dXbt2HTt2rLKy0t/ff9++fdevXzcwMNi5cycYqqKi4v79+9LS0mfPnoXBYPLy8o6OjvLy8g8fPpSSkvrXv/7Fy8sbEhIiJSW1bdu2Z8+eiYqKbtiwwc/Pj3G55eXlsLCwvXv3cnBwmJmZqaur//TTTwoKCn19faampj/++KOsrKy2tvbFixdNTU2JRKKXl9fevXsjIiLMzc03b958/vx5AwODQ4cObd26FVp//ENAoVD6+vo2NjZoNJrZsfyjIBKJmZmZr169Ki8v/4elIXy+fiAQCFdXV1FRUX5+fj4+PhMTk9TUVLCxQyQStbW1jYyMEAgEmUxua2tLTU2Njo62trbevn27vLz8wsJCWVmZioqKtLS0ubm5tra2mZnZyofS09PTCQkJYmJiCgoKubm5AwMDLi4uIiIiKioq2traMjIydnZ2Q0ND3d3dpqamkpKSGhoalpaWDx488PX1pVAoHz58MDU1vX//vqKioouLS1NT00pxolKplZWVysrKjx49cnFx4ebm5ubmzsnJQSKRsbGx9+7dMzU11dLSkpGRSUhIWF5eHhoa0tDQuHnz5oMHD8zMzLq6ulaGWlFR8fDhw6KiIhqN5uLioqKi0t7ejsfjXVxcJCUlq6qqlpaW0tPTVVVVHzx4ICEhER0djcViGacvLS0JCgr++uuv4uLit2/flpKSysvLI5PJY2Njrq6uEhIST58+NTc3v3//fnV19cDAgLW1taioqLy8vImJSVNTU319vaur6+PHj9XU1MzMzAoLC0dHRzMzM5WVlTU0NKytre/fv5+dnc24HFh/sLKyCgoKurm53b9/X09PD9TPtre3g1WIkpKSjo5Obm4uiUR69+7do0ePqqqqOjs7HR0dwSdgYGDw8OHD/Px8JtaTQfqxOiCRyLCwMB8fH6iq/EtApVLj4+P19fX/3Td1nfL5+kEikUZHR7u6ujo6Ojo6OlZOqRQKBQ6HDw8PE4nElpYWExMTLy+vxMREeXn5rVu3mpiYgMMGBgbq6+unpqZwONzQ0NBHCr28vNzR0dHS0gIegczPzzc1NXV3d09PTw8MDABlAq93dXUhkUgCgTA8PMx4MoHFYtva2np7e/9dBcnIyEhXV9fc3JyoqOju3bszMzPB60NDQzgcDo1Gd3V1TU5OghfHxsYaGxt7enr+/FhxZmamr68PfD1GR0f7+/tBwfbo6Gh3dzdjp2tkZKS5ubmtre2jQorFxUU+Pr6tW7f6+Pg0Nzev7H5GIBAaGhp6e3sXFxeHhoZATiBQRyBRjCOHhoba2toYX1EKhQLEdX5+fnh4mJGhCz7VoKCgzZs36+rqzszMtLe3M94jnU6fmppqbm5ubW1lDIXFYvv6+sC7np+f7+joGBsbm5ub6+vrw+PxTCwqhPRjFaBSqfn5+S9fvlz5FYFYXYaHh11dXUHCIrNjWTW+mv9VZ2ennp7elStXxMXFeXh49PT0VqaTrgWMjY2lpKSY5adJJpM1NDSuX79eWlr6FS5HoVDevXt348aNlZta6xFIP1aBjo6O169fl5SUrDV3gX8Y/f39ysrK2dnZ/5iU6K/sn1hdXV1YWFhaWroGXTu7u7ubmpqYFRiNRmtvb6+rq1uZE/xFL4dGo+vr64eHh7/C5b4ckH6sAm/fvvX19YXKy78C4+Pjjo6OTU1NzA5kdYD8dyHWNZB+fC7v37/39fWtqqpidiDfBPPz8xEREXl5ef8MgyxIP/5JLC4uwuFwOBzOxISorwykH5/F4uKipqamubn5ejdrotFowF5+jdd702i0iYmJiIiIlcn765c1qB80Go1AIExMTPwzFPq/ZHl5GYPBIJHIlTUlf5fu7u7bt28LCws3NzevYmxrGUg/Ph0qlVpXV2djY5OTk8PsWD4XMpmcm5urrKy89sssqFTqy5cv09PTmR3IKrAG9YNMJvv4+JiYmHR1dTE7lq8HAoGwsrJSUVEpLy//5EGAfggICHw77UQh/fh05ufnvb29a2pqPmcQ4P05OTk5Ojo6MjKCRCLRaDTouEAgENBo9Ozs7MqUSmAUisVi/9L0hkajzczMTE1NfZRoj8PhVt5OUqnU2dnZlWnjJBIpPT29q6uLkdcIjpmdnV2Z6Uij0XA43MzMDEjHpFKpIyMjAwMDcDh8amoKxEmlUrFY7Mj/gkAgRkdHV9F3mkqlRkZG5uTkrPc1H32V8nfHxsa6u7s7Ozs7Ozu7urpGRkZGR0fb2tq6u7vHxsbAYzlgItLf39/Z2Qm6g8zNzfX09HR3d/f09LS3t3d1dc3OzhKJxIyMjJ07dx44cCAmJgYY346Pj3d1dbW3tw8NDf251ACHw/X19XV2doKk0pVfPDqdvrS0BIfDP3z40NLS0t/fv7i4SKVSEQgEyK9dWlpCIBC9vb1YLPajzOORkZGenp7W1taurq4/rwlAKi3IWmak587MzPT29g4ODnZ0dMDhcAqFQqVSh4eHOzs729raBgcHFxYWlpaW+vr6EAjE0tISiUQaGhoCdrn+/v579uz59ddfXV1d0Wj0/Pz8wMBAX19fX18fEolcWFhYXl6emJjo7e3t6uoaGhoiEolkMhkOh3d0dLS2tg4MDCwsLICfQ09Pz8rfGoVCwWAw/f39ra2tra2tY2Nj9P+1Pe7t7W1vb2ecOzw83NPT09PTAz7MwcHBgYGB3t7ezs7OkZGRtfl4FdKPT2dubu758+cFBQWfM8jCwkJ2dvbDhw+lpaUVFBSkpKQsLS0HBgZIJFJsbKy0tPTLly9X7ilFRUVJSUlpaGhUVFT8uZgOhUIZGho+ffp0ZW0tgUDQ09NzcnJi5JjPzMzY29szlA/4zKuoqLx8+ZKRuT89PR0cHBwUFLQyRYRIJBoaGr569Qr0mCsuLtbQ0FBXV1dVVQV9ioDqgHpmBQWFBw8eyMjIGBsbr27SbX19vaOjY0ZGxiqOyRQ+Xz86Ojru3bu3fft2AQGBixcv/vzzz5cuXdLV1T19+vTmzZsFBQU/fPhAIpHs7OwuX778+PHjo0eP3rx5c3Bw8O3bt5s3b966dauYmBg3N/ePP/7o6enZ0tJy9OjRf/3rX5s2bRIQECgpKWloaJCRkREXFxcSEhIQEHjz5s3KGxcsFqurq3vq1CkJCQlgRtvZ2cn4vyQSKSYm5vfffz9+/PjJkydPnDgRERGBxWKvXr26b9++kpKSwcFBYWHh7du3Ozs7M0QCfCYXL168fPny2bNn2dnZzczMVhq2Ly8vJycnnzp1ipeXV0JC4ujRo7a2ttPT0y4uLvv375eSkuLn53/48CESifzw4QMfHx8/P//+/ftZWVnDw8MrKip2795948YNOBze3t7Ox8cnISExODh46dKljRs3btiw4eTJkyEhIYWFhWJiYsrKyiIiIvz8/MAUS11dfevWrTt27JCXl8/Ly8vKyuLn57969SoXFxcHB0d0dPTQ0JCcnNzOnTtXzgloNFpFReX06dMcHBz79+83NDRcXl4uLy8XERG5cePG2bNnOTg4wsPDx8bGzp8/v3nz5rNnz169enXnzp0HDx48f/68tLQ0Ozv7hQsX1qaFD6Qfnw6RSDQ2Nv7MNjVzc3Pu7u6//fabsrKyp6fny5cvw8LCJiYmiESiubn5tm3b2NjYQkJCwMEUCkVSUnLjxo0nTpyIjY39SD9oNFphYeGePXs2bdoUFhbGSCaenp4+e/bsvn37GHs+ExMTJ06cAC6hdDodi8UCi579+/czTElRKJSmpuaTJ09aW1sZl5ienubh4ZGVlSUQCIWFhdeuXYuJiZmamvrw4YOwsLCEhMTs7CwKheLm5paUlPT09LS1tfX09CwvL1/dElkKhWJpafnixYtVHJMprIp/iZCQEDs7e0tLy/v377m4uLZs2RIcHFxVVfXrr78C68CqqioBAQENDY2qqipFRUUYDGZra+vt7Q2DwXbs2NHQ0BAfH79z586rV6+OjIzU1dWxsbEdO3aspKSkr69PQkLi8OHDFRUV1dXVPDw8nJycK3drU1NT9+/ff/Pmzbq6uocPH27ZsgXUioP/i0QiOTg4fvnll7CwsPz8/LNnz/7xxx89PT2XL1/etm1bQUFBf3//+fPnN27caGNjw5iD4HC4kJAQDAaLjo5Go9GPHj3asWOHp6cno2awq6vr7t27P//8s5WVVUdHh7i4OBcXl7Oz8+3bt48dO2Zvbx8WFhYTE1NbW2tnZ7d3796ioqKQkJB9+/Y9ePDAw8Pj+++/FxAQGBgYaG1t5eLiunDhwszMTHJyMjs7OwsLS3h4+NzcXH5+/osXL6qqqtzd3b///vsHDx6gUCgFBQUYDHb9+vXU1NTY2NgbN27w8vLm5OQEBgbu2rUL/BaEhYU3bdqUlZXF+Ij6+/uPHj0qKCjo5+dnb28fHx+PxWLV1NQ2btzo6ekZHR29Y8eOP/74Iycn59ixYzAYzN7eHnzs3333naqq6vDwsJqaGgwGc3R0XIPlAZB+fCKghU5YWNhnPiubm5tzcHDYuXNnRkYGHo/HYrGg1cz8/LyxsfG1a9cOHjyoo6MDDi4tLRUREfn999/l5OTevHnzUU3v2NiYr6+viYnJ2bNnlZSUGPM+kUjU1dXl4uLS1tYGL6JQKA4OjrCwMHAAcCKytLQ8fvz4kydPwJ0gGo1+8uTJ48ePVy5lpqenT506JSUltbCwEB0dffToUdC0gEKhlJaWJiYmLiwsIJHIY8eOBQYG4vF4HA73hfpvKysrP3z4cNWH/cqslv8uBwcHqF2Vk5PbuHEj6HhhZGT0ww8/pKSkVFZWcnFxsbCwcHNz79mzZ8OGDdra2hYWFjAYbN++fSMjI6WlpYcOHTp06FBpaeno6OjBgwdPnDjR3d2NQCDExMQ2bdrExcV18uTJn3/++fTp04wScTqd/vDhQ2Bqe/LkSTY2to0bN6qoqDD62A8PD7Oysm7atImDg4Obm3vr1q0nT54EXrw7d+4sLS0dHh4WFBT84Ycf7O3tGXNQY2Pjpk2bYDAYuIv39/ffvHnzy5cvGV2kysrKeHl5N2zYsG/fvpMnT4L5NygoyMvL648//mBnZ+fk5Lx//35ERISFhcW+ffs6OjqWl5fhcDgSiczPz//pp5+uXLmCQCDa2tr+T3vvGddU1r1/HxuggHQQAQGpojTF7iiOYkMEKQqOgEiTJkroKCBVpFdBegfpXaUXAZHeewu9BBJqaPm/2J9fHh7nnrm9gdFRz/cVBJKzT5Kzr7P3WutavLy858+fn52dzc3NZWNjo6enB2eXlpZ27ty5S5cunT9/HljWj4yMyMvL79ixIyAgYGlpqaSk5MyZM8TExDw8PBwcHLt377569WpoaOj169eJiYnXSywKhTIwMGBnZz948CAfH5+vr29/f7+8vPyuXbuYmZm5uLh2797Nzc39+vVrdnZ2CIK8vb1nZ2fl5eX37Nnz+PHjhYUFYEJsaWkJ68fPw8TERGBgYGBg4HoT6Q0A1h+UlJSSkpKmpqZaWlrAUHNubs7Q0PDRo0eioqJKSkpDQ0MYDMbMzAxYpcrJyf1ZP7Kzs8XFxVtbW7Ozs8XExLy9vcHjs7OzJiYmrq6ucnJyUlJSy8vLo6OjPDw8QUFBOBwOiUQaGhqKiIg0NzcHBQUpKiqC5tVjY2Ngb+qL9YegoKC0tPT09PSnT58uXrx48eJFZWVld3f3vLw8YHExODjIzc39+++/m5qa6urqWllZbfn6A4fDBQUFubq6/uiFhFvlv3vw4EEQ1ZCTk9u+ffvr169nZmZsbGxISUnj4uKKior4+PhERUVzc3P9/PzExMSSkpJCQkIgCKKnp+/s7MzKymJhYTlw4EB6enp7e/uBAwcOHTpUWVnZ3d195coVWlpaX1/fnJwcFRUVR0dH/DyOw+FevHixbds2ERGRioqK8PBwaWnppKQkfFyqv79fUFCQi4srODg4Njb2zp07FhYWSCTy7NmzVFRUHz58aG9vP3fuHBEREbB5B89qaGhgZWWFIAh8P83NzYmJiW1sbPBBhU+fPp0/f56UlNTQ0DA2NlZVVdXIyKi2traoqCgxMTE+Pv7atWsEBAQSEhIvXrwAS2qwH2Vubv7u3TtiYuLDhw83NzeHh4fv2rVLWFh4bm7u3bt3oF9TZmZmeXk5ExMTAwNDQkKCq6srAQHBnTt3wPpj27Zt0dHROByuvLz8woULp0+fTk5Ojo2NlZKScnV1bWlpuXHjBiEh4XqrKwwGk5qampaWZmBgQE5OLiQk5OzsLCMjQ0RE9OTJk9TUVDU1tSdPntTV1fHx8UEQ5ObmNjk5KScnt3v3bk1NTdAwCiwZYf34eRgeHra1tfX19d2k4RUGg3FycqKkpLx+/ToCgVBSUnJwcAD9Ow0NDTU0NExNTZ88eZKenj4wMCAjI5OWlhYbGyshIfGFfrS1tenr6ysqKoLtaUlJSTExMeDkODMzo6+vX1hYmJmZKSoqGhAQ0NPTIyAgAK7PkpISSUnJZ8+eLSwsrKysyMvLg+bVExMTf6MfSCQShCLDwsL09PR+//13VlZWHR2dhYWF4eHhQ4cOnTlzRl9fH9jJZWdnb7l+ZGVlvXr1qqKi4od2VNzC/SvwPZSRkYEgyMfHB7R4IiIiCg8PR6PRCASCmpr6zJkzvLy8vLy8JSUlCQkJEATR0NB0dHRkZmYyMjKCJridnZ309PQ7duy4cuVKQUFBQkICCwsLPz//mTNnODg48FupgPr6+osXL1JSUl64cOHYsWPi4uLrbVHQaLSxsTEDA4OAgICQkBAvL++bN29QKJSysvKuXbvY2NgOHTpEQECwY8eO9euPhYWF0tLSU6dO7d+/X1BQEFwavb29+G/73NwcMGNnY2M7fvw4Ozu7t7f3xMSEpaWlkJCQkJAQFRXVb7/9VlpaWl5ezsvLy8TEtH///m3btllaWjY2NgoJCe3YsYOLi2vfvn0QBJ0/f355ebm5uZmHhwf8amxsfO3aNWJi4qNHj3JwcEAQdPfu3eHhYWBfD3oLYjAYNzc3WlraEydOCAkJsbOzBwUFDQ0NXb9+ffv27ev3r4aGhmRlZY8dO8bGxgZBkIyMTFdXV2ZmJhMTEysrK2h6aGBgMDg4yM/PD8zqJycn79y5s2vXrkePHqHRaF1dXQiCLCwsYP34eRgZGXF0dPTz8wMJFRsGg8HY2dnR0dFFRUX19/d3d3eDpsdg0ldSUkpPT/f19VVXV09NTdXT02tsbExMTBQXF/9CP9LT09nY2KioqE6cOHHu3DliYmJGRkZwrwSC3rm5uUtLSy4uLjdv3iwsLOTn5wfxD29vbxISEkZGxpMnT4LbumvXrs3Ozo6Pj2toaKiqqtbV1eGPgtcPYN/W09MDMknA9jc3N3dKSkp3dzcvL6+LiwsSiezu7gZdmrd8lk9LSzM3N8/Ly/vF9WN4eNjf3//Vq1dgWRAVFWViYlJeXr64uJidnf38+XNQq9/S0mJpafno0aNnz56lpqaiUKiuri4PDw8/P7/p6enx8XEfHx8fH5/x8fHZ2dnw8HBjY2Nzc/OmpiYsFhsdHa2tra2srOzi4tLe3v7F+Kurqx0dHZWUlJ48eVJQULDe2XB1dRWJRDo7O6uoqCgrK4OWJCsrK52dne7u7kpKSiYmJt7e3hYWFrm5uV/kExYWFhobG8vLy9vb27e2tn5x1qOjo0lJSQgEArxsR0fHyspKZWWlra2tpqamqalpcXExDocDPWv19PRUVFSCgoKGh4exWGx5ebm5ubm+vr6Li4udnd3r16/X1tawWGxKSoq5ubmpqem7d++amposLS1VVFRevXrl6OgYGRkJmskbGxtXV1eDMQwNDTk5OWloaCgrK7958waJRE5NTQUHB5uZmeF38HA43NzcXGJi4tOnT9kYPOIAACAASURBVFVUVLy8vEBboOXl5fj4eAMDAx0dHV9f35aWFgwG4+rqamFhUVtbOzs7GxkZaWlpWVlZuby8nJKSYmRklJub+y/8qsP6sUG2UD9sbGzo6enXt/bE4XAzMzN6enr3799vaGh4//49ExOToKCgg4MDBoOJiooSExMLCgrC68fY2JiSkhILC0tQUBBImrKzszty5IioqOjU1NTc3Jy+vj6I87e3tz969EhISIiEhCQ9Pb2iokJKSkpRURH/RFtbW1VV1djY2MHBQR0dHS0trfVepNPT0wICAtLS0hgMJiUlRVJSEn9PZG1tzcDAkJaW1tXVxcvL+0/XxGRkZIB55194UX09m9ePlZWVmZkZvELPzs6CgNPa2trCwsL64BP4df1CcHV1FR/rXlxcXP8nNBo9PT2Nfy5ICv8rD12QIP5Xe4nz8/MTExMTExPrFQLU64EjYjCY+fn5P3+Oc3NzY2Njf3VQ8MSJiYn1qeHLy8vT09NfuPNiMJgv0v9mZ2fBJtvCwsL67bjZ2VkUCgWOiEajQUhpaWlpZmZmdXV1bm7ui2De0tLS1NQU3jUVfBZTU1NfJDHjcLiZmZk/O2uBDw7/KxqNnpmZWVtbA+FP/MDAcb9jk9q/AdaPDTI0NGRtbe3n5wf2nTcMGo0GjTxBrp6UlBQCgWhpaZmentbS0lJTU+vt7a2qqjp06BAZGRmYZXx8fG7dupWUlISfu9PS0iQlJR0dHde/sra2Njs7e2lp6dTUlLa2NggMrq2tvXv3DoIgCIJSUlKePHnCzs7++fPn9U/U09O7c+dOf3+/iooKIyOjsLAwGJiBgUF3dzcPD8/Vq1enp6fz8/P5+PjExcXNzc0RCMTFixf19fVRKNTg4CA9PT0fH5/U/6GmprbennpLCAsLc3Jy2uSb/935F9YPwsB8PbB+bJDZ2dmSkpI3b96sX6tuACwWW1lZ6eLiYmJigkAgEAiEi4tLT0/P4uJiQUHBx48f5+fnp6amMjIy3r59C26aampq3r17tz7uUl9fX1JS8oV3aUNDQ3R0dHd398LCQkFBAX4ZgcFgwsPDvby82tvb09PTQ0JCvnCqKC4uTkhImJmZycnJsbOzMzIyAgNzdXUdHx+Pjo5OSkqan5+fn5/PyMgwMzPz8fFxdnYODw8H4ZaFhQV/f38zMzPE/2FtbQ26Jmwh2traWlpaW/ua3x5YP2B+aGD92DgrKyvW1ta5ubnfeyC/HKurq6qqqurq6t97IJsF1g+YHxpYPzYOBoMxNDTMycn53gP55UAika6urrGxsd97IJtl8/oxOztbX19fUVHxNxlunZ2dFRUVP1nrxv/I0tJSQUHB+hp4QFNTU3p6+p8f/8Zgsdj29vaysrLh4WH85vPAwEBeXl5zc/OfoyZ4pqenKyoqSktL/23OvrB+bJz5+Xk/P7/i4uK/CfHBbDmrq6uRkZGhoaGbrLz5N7B5/WhtbZWXlxcWFv6bPHIHB4fr169/d1O/rq6u0tLSf+5imZubS0hIAKmGOByura2tvLwc/ElVVZWYmNjKyuofOvRXMj4+bmVldeHChYSEBBCHn5yctLe3l5SUzMvL+5sIeXl5+fXr169du4ZEIr/heP87sH5snJWVlU+fPrm7u8PNP74xz58/j4+P/96j2AI2rx8dHR3a2tqSkpIgORWDwYCFCBaLnZmZAZPU48ePDxw4ABbKa2trPT09ra2tY2NjaDR6dnYWJD7NzMwA5z588tL8/Pzi4uLS0tLg4ODg4CC4Xx4YGPiiRzqwEVyfhbi4uAhSnjo6OkBJKQ6H6+zs1NDQOHbs2Ppk3MHBwbq6ui8yGEdHR2tra//q5mB8fLyzsxNE7JaXlzEYDEhYmpub6+3ttbS0TExMBP3GFRQUTp8+DQagp6d36tSpyMhI8CIoFAqJRK7331xZWQFmhesfXFxc7O3t7ezs/HO7dfCUgYEBvCUifjwYDAZYN87NzeE/Avz5qqioUFBQ+Pn5gY+ptLRUVlYWgUB8cdy+vr6hoaHV1VXg+VhZWamkpKSjowOSuFZXV8EHsf5ZwCJzYGBgfUIaGo3u6elZv9zZWmD92BQYDEZZWdnW1vaHziL9gVhbW0Oj0Z6ent+mT/U/zeb1Y2xs7O3bt0FBQVNTU2VlZdbW1kAnPn786OTkBMog9PX1WVlZwV1OcnLyzZs3xcTELCwsLC0tvby8Jicni4qKzM3NgSWMi4tLX1/f2tpaWlqau7u7p6enioqKkpJSbGxsRkbG/fv3RUVF4+PjwZQ6OjoaFhb2xx9/KCsr4/M7srOzLS0tEQjE/fv3tbS0qqqq2tvbzczMGBgYiImJtbW1x8bGsFjs+/fvVVVVL126dOfOndDQUAwGA0zVjIyM7t69q6io+EWXMLA39fTp01u3br148QJY7b5+/To4ONjHx+f169elpaVubm42NjahoaFGRka0tLR79+41MTFBoVAZGRkBAQFgbq2rqzMwMHjw4IG1tXVZWRlIlg0LCxMXFxcTE3NycgIKNzw87Ovrq6mpKScn9/LlS7yCAmZnZzMzM3V0dG7fvq2pqZmcnDw1NTU0NGRjY/PixYve3t6xsbHAwEBnZ+fy8nL8xtTQ0JC6ujoNDU1gYCAOh+vs7Hz27JmMjMzjx4+Dg4NBHvDQ0JCHh8e9e/eMjIwCAgKcnZ2rqqpGR0fj4uJycnIWFxdnZmbi4uJUVVUVFRUdHR27urrQaPSnT5+MjY1v37796NGjgICAiYmJtbW1iooKW1tbLS0tXV1db2/vTVYa/Edg/dgs6enpoaGhvb2933sgvwTz8/MxMTFRUVF9fX3feyxbwJb4l1y5cuXIkSOdnZ2Ojo4QBBkaGuJwODs7OwoKCgsLCxwOZ2RkBDK5W1pauLi4qKiopKWlb9y4AUEQMzNza2urpqbmvn371NXVHzx4QExMrKmpiUKhtLW1IQg6ePCgsLAwJSUlPT39+fPnz5w5Q0lJycTElJqaikajDQwMODk5L168yMXFRUlJGR4evrS0hEAgtm3bJiAgcP/+fSoqKlFRUW9vbyUlpT179uzatYuPj6+xsTE3N/fIkSPc3NwPHz5kZmbeuXNnXFxcbGwsERHR/v37dXV1BQUFlZSU8IuVtbW1mpoaAQEBWlraI0eOkJOTy8rKlpSUnD17FoIgUlJSKSkpHx8fYBl569atW7duERERERISnj17tqOjQ05OjpOTs6SkpKGh4cyZMyQkJEePHqWiorpz505zc7OLi8v+/fsvXLhw9+5dDg4OJSWlzs5Oc3NzEhISAQGBU6dOnThxIiYmZn18Ijc39+zZsyIiIra2tidPniQgIPDx8SkpKdm+fTsEQSAGIyQkRElJ6ezsjF8lAP2go6MLDg4eHx+XkJCgoKCQk5MTEREhJSW1t7cHVYQEBARHjhx58OABJSUlBEGBgYHV1dVXrlx5/Pjx6OhoYGAgExPTqVOnxMXF6ejo9PT0QkJCjh8/TkFBcffuXRERERoamqCgoLq6ups3b+7cufPChQsnT57k5OT8JyK1sH5slrW1tezs7NjYWHgJ8g0YHh7W1dX9+PHj9x7I1rAl/iWXLl06dOjQn/WDnJzc3Nwch8MZGRkdOXIkLi7OyMiIjIzMyclpdXU1KCgIgiA6Orqurq7y8nJ1dXUrKysjIyMIgri4uFpaWrS0tLZv3+7t7Y1EIhUVFbdt2+bg4LCwsGBjY0NGRmZqahofH3/s2DFWVlZ9fX1paent27eLiIj09/cjEAhKSsq4uLi+vj4wvwcFBfX391+6dImNja2np2d1dVVLS4uWltbd3X1paenz588HDx5UV1d3cnJiYmIiJydXUlIyNjbOyMjArz8WFhY8PDwoKSmlpKRSUlJsbGxevnw5MDBw4cKFnTt36ujo1NXVFRYWkpCQQBD09u3bjo6OU6dOHT58eGxsbHV19dq1a5ycnMnJyd7e3hQUFPfv38/Pz/fw8PD19Q0MDCQiIuLn56+ursZisQgEYt++fc+fP1dVVaWkpDxw4MAff/zh7OxcXV2NX3/MzMw8ffoUeEYsLi66uLjs2rVLWlra398fVFYVFBQ0NTWBOf3P+sHIyPj69Wtvb286OjodHR2wPUVOTk5NTR0SEiIvL09NTR0dHT0yMiItLQ1BkJ+fX1VV1aVLl3R1dZFIpIiICBUVVVpaWktLi6Ghoaenp6amJiEhoaKiIhaLra+vP3HixN27d729va9fvw5BEC8v79OnT11cXP6J1qKwfvx/rKysgAJUFAo1tQ4UCjU9Pb2wsPBXTZDAd/ELaweYLQeNRicmJjo4OPw0b/VW+e8ePny4s7Pz1atXEAQZGRnhcDh7e3sqKipLS0vc/+nH27dvEQjE3r17Q0JC1tbWgoODIQhiYGBoaGgA/3z79u3Hjx9DEERERPT582cdHR16evqsrKz5+XkrKysSEhJg2BwZGUlBQWFkZBQdHX306FFCQkJmZmZGRsY9e/aIi4sjkUgEAkFLSwsWKOrq6uAOemxs7MqVKxwcHGCukZSUpKWlBc0C0Gg0Dw+PrKzsyMhISkoKHx8fMzMzDQ2NrKws3nsNjUZrampu27ZNVla2u7sbFIfPzs6C9RDw6WlrayMjI4MgKDU1dXBw8MyZM/z8/GDSv3r1Kg8PT1RU1PPnzykoKOzs7ECgYmpqKjU1dfv27cLCwiDiYmdnR0pK+urVq+LiYk1NTXZ29n379lFSUqqoqOALwmtray9fvkxDQwMaIvj4+BAQEFy5cgXoNwRBpaWlTU1NQkJC1NTUf6Ufzs7OlJSUBgYGOByup6fn0KFDwCRRSkqKhoYmOjp6ZmbG3t6ehITE29u7urpaRETk6dOnSCTywoULnJyc4BZqcnJyZGQEgUBAEIRAIHA43MTExN27d69evVpeXp6ZmXnq1CkGBgYaGhpSUlIvL6/l5WXglr2xL9ufgfUDt7y8PD8/Pzo6+vnzZ29vbw0NDS0tLZ11PHr0yNDQMD4+HiTegWZk619hdnY2MTHRw8Pjl2oZ/Y1ZW1tLSkq6e/cusOP+3sPZGrakf9SVK1eAfri6uu7cuVNGRqa0tFRHR4eUlBToh76+PgcHR1paWmBgIAsLy9mzZ4ODg/X09CAIAt66J06cAAsUDw8PMAN++vRJU1OTlpY2IyMDg8G8ePFi9+7dwDwxLCyMhITEyMgoLi5OSEiIh4cnMDAwODhYVlY2JiZmZWVFQ0ODnJw8Pj5+cnLy0aNHEAS9efNmZGTk+vXr+/fvLykpWVlZQSAQBAQECAQChUJFRkbu37/fxMQEVLzGxsYWFBRcuXLl2LFjWVlZ4DQXFhZAmw1JScm4uLgXL16A9QdoJRITE4PD4dra2khJSSEISkxM7OvrO336NBcXF4hCX7t2jYODIykp6fXr1zQ0NPfu3YuMjLS2tn7z5k18fDwXF9fBgwfz8/MxGIy8vDwbG1t8fPynT58iIyNBg2oIggQFBfE+JYuLi+7u7lRUVI6OjqOjoyYmJjt37lRVVf3w4QMDAwMEQZmZmampqfT09JSUlC4uLnj9APFzOjo6b29vHx8fJiYmJSWl6enpqKgo4G5ZXFysp6dHTk5uYGAQGBh4+PDhHTt2BAYGVlVVXbx4UVtbe3BwUEFBYc+ePfb29nl5efr6+j4+Po8fPyYmJlZQUMBgMJWVlcePHwebewUFBenp6UVFRTIyMrt27UIgEDU1Ne/fv8/Pz98qCfnV9WN8fBxcS4aGhuHh4TU1NZ2dnZ2dnV3rAI0kq6qq0tPTraysdHR0IiIivnDU6enpAcvhrW20B4MnLy/PzMyssbHxX+hCumG2RD9ERES4uLj6+vra2tpkZGTIyMhOnDghIiJCTk5uY2ODw+GMjIwOHjxYWFg4Pj7u4uJy+/ZtXV1dMTExCIL4+Piys7MVFBRISEiOHTsmLCxMSkpKSkpaUVEB1h9AP8D6w9/fH4fDhYeHk5KSPnv2bGhoKCIi4vjx41xcXPz8/MrKysDD7dGjR9TU1ImJiZOTkxoaGsAPeHl52cvLi4KCgoODo7a2dmxszMDA4MCBA8AH99atWyCRyczMTEhIiI+Pj52dXVdXt6OjA5wmPm9CUFCQnp5eSEjIxcVlZGTkwoULlJSUQD86OztBdOfDhw8YDEZFRYWQkPDkyZMdHR2amppHjx7Nzc3t6+vT0dE5fPgwLS3t+fPn09LSpqenk5KShIWFDx48yM3NzcvL6+HhAULusrKygoKC3NzccnJyBQUF6+9akEikiYkJHx8faG1ibGzc39+PRqMdHBzIyMhATy0uLi5WVtb4+Pgv4uegS9X4+PibN29OnDjBxcXFzs6uoqLS0NCwtLT06dOnJ0+egAyCS5cuERIS+vr6gvWHpqbm6OhoXl6eqKgoAwMDAwPD77//XlJS0tnZaWpqysPDw83NzcnJKSkpWVNTMzU15erqeu7cOX5+fn5+fhUVlebm5pCQkDNnztjY2GzVHdgvrR/e3t6//fbb69evq6urm5ubR0dH/yaGAbzSOjo66uvro6Ki7t+/X1RUhP/r6upqWVmZlJRUcHDwekc2mC0hIiJCV1f3u1cwbDmb1w/grcnCwgIqAwYGBkpLS8vKyhobG6uqqoA/GBKJrK2tnZmZmZycvHLlCnBxBpsed+7cGRoaQiKRpaWlxcXFlZWV1dXVVVVVs7OzoP8r6HU/ODhYWVkJkkcnJiYqKytBMs/i4mJjY2N+fn5RUVFXVxfISe3p6amurkahUMvLy729vRUVFcDYBo1GV1ZWFhYWggZlU1NT5eXlOTk5hYWFvb29q6uroDV6SUkJ6Js7PDz8xW3y3NxcbW1tQUFBbW0tcE5saWmprq4G7jhgMLW1tSCpF4lElpWVFRUVzc7OIpHIpqYmcGGOjY3V1NQUFhY2NDSAlQFI3i0oKMjJyampqQG7CCgUqr6+Pi8vr6Sk5D/W1qBQqIqKitzc3M+fP+MnUDQaXV1dXVBQUFNT09jYWF9fv958emlpCbw54C5zYWGhrq4uJyenpKQEvEU4HM7e3p6Pj8/f37+srExQUBA4us/NzbW2tvb29i4vLy8vL/f19X38+LGgoKClpQUowdTUVFVVVU5OTkFBAb7hNBKJ/PjxY25ubmVlJXh9NTW1s2fP9vb2blWw9hfVj/n5+cTERDs7u/T0dPwn9/VMTk6mpqba2dk9e/YM75u7sLBQVFQETGHhisItpLy8/PHjxx4eHj9fhsIm9aO/v19JSQmCIAkJia9xGEOj0Q8fPuTi4jp79iwTExMPDw9oVraBQ8P8QwQFBbGysnJxcZ0+fZqOjk5OTu4Le9PNkJGRsb43yeb5FfUDhULZ29vb29tvMge0qqpKV1c3Ojp6fXlRa2uroaHhenN1mM3Q29v76tWrkJCQP9tf/wRsUj+mp6cLCgri4uIaGxu/ZkdibW2tt7c3ISHB398/MjKyrKxsfHz851PlH5qpqani4uLg4GB/f/+srKz1jbM2z8rKytbOS7+cfiwuLsbExJibm2+ybzmgs7MTgUCA9A88xcXFDg4OiYmJ/07L/h+F5eXl7OxsFxeXlJQUfOjyJwP2T4T5ofnl9AODwTg7O4O63C3Bzs7O1NT0C7uFrq4uZ2dnBweHLfct/0UASSkmJiZJSUk/cVYbrB8wPzQ/vH6g0eiioqKMjIzs7OzIyMjg4ODQ0NDg4OCoqKiEhITw8PCEhISysjL8FhMGg7G2ti4tLd2qAaSkpFhZWRUWFn7xeHNzs4ODg5+fH77hJcxXMjg46OfnZ2ZmlpOT83NvA/6s+tHb25uZmVlfX/83nrIANBqdlpYWHR29eWfA1dXVwcHB3Nzc2tran3vpX1dXl5WV9U/UA/6v/Kj6sbq6Wl1dnZCQEBoaGhAQANTC09PT0dHR2dnZycnJy8srMDDQzc3Nzc3Nz88vPDw8Pj4epCs8e/ZsC9cfgYGBdnZ2+ETD9czNzcXExPj6+np6etbU1GzVEX9iRkdHMzMz/f39AwICQOPun5t/m36AyyooKOjz58+bUe6oqCh2dnYTE5P/ahrf3d0tLi4uLCy8eU8B0O387Nmz+vr6P1BjSgwGk5yc/Oc2bn+DiYkJFxcXKMf5vvyQ+jE7O+vr62tra2tlZRUeHo73+PyPLC8vd3R0hIWFWVhYuLu7R0ZGuru7Z2ZmbkmhxvLy8pMnT+zs7P7mYqupqTE0NHz69GlWVtbfNGn4xVldXc3Pz3dzczM3N09KSvppKgT/ns3rx/T0dFtbW1dXV21tbWRkZE5ODrj1npqa6unpGR0d7erqAjHYmZmZ3NzcwMDA4uJivCns4OBgdHR0QkLCwMDAyspKdXX17du3IQiSlZVtbGxcWVmZmJjIyckJDAzMyckBmVpoNBrUOpSXl4eFhX38+BF/sw8MAj5+/Ojg4ABB0IMHD0B/746OjtjY2JCQkLq6ui/GPzAwYGRk9Pz5c3AHNjMzA+wgq6urOzs70Wj00tJSf39/b28vWMqMjo729/eD8aNQqOTk5MDAwMzMTNB8MyIigpqaWlZWFp8as7y83N7e3tfXNzc3h0KhwFUPpuzQ0FDgr7W2tjY2Ntbd3d3Z2ZmVlZWeno6/ThcXF2tra0NDQ+Pi4kAP5uXl5cHBwd7e3vHx8aGhIfBF7e7ujoyMBCWTf/6MsFjsx48fAwICYmJivjDKW1hYiImJoaamBrYri4uLKBSqu7sbNEKfnp7u7u4Gp7a8vFxcXBwWFtbU1CQnJwdBkJ2dHQ6HW11dLS4ufvPmTUpKyrdv8fLj6cfAwICfn5+SktIGGv9lZmbeunXL1tbWwsIiJiZmk7P50tJSXl6eqalpSkrKf/3n4OBgdXX1hISE+vp6WEW+oK2tDTRjd3V13UA69Y/L5vUjIyNDXFz8jz/+0NDQ4Obm5uHhCQoKGhsbS09PV1BQUFNTU1RUDAgIqK2tffXqlYCAwL59+06fPh0VFTUxMdHc3Kyrq3vgwIF9+/Y9efKkoKDA2dl5//79EATx8PCEhYVlZmYqKyufPn2ajY2Nh4cnIiJiaWmptLRUUVHRyMhIVVV17969hw8ffv/+PbCFNzc3Z2RklJGRkZSUJCAgUFdX7+/vT05OvnfvHi8vLx0dHagTXL+p1dvbq6WlZWlpOTIyMjY2ZmNjQ0FBwcTEdPPmTWlp6Q8fPgwODurp6ampqYEvhpeXl56eHhKJnJqaMjIyoqampqam5uTkfPny5dDQUFRUFAMDw/379/HxyPn5eXd3dx0dHVNTUzMzs/T09PHxcScnJx4eHkZGRnl5+dLS0qWlpaCgoD/++OPhw4cCAgL09PRubm7AhDgqKury5csMDAx0dHQGBgbDw8MjIyN2dnZycnLa2tqhoaFYLLa6ulpaWpqUlJSVldXIyKi1tXX93c/CwkJ8fPzp06fp6ekPHDigoqLS19eHr4Ht6Oi4d+8eqPmXkJDo7++Pi4tTUlIqKSlZXFx89+6dgoJCSkrK6upqVlbWoUOHKCgotLW1T506RUpK6u7ujsVi4+Lizp49S0dHx8fHZ2Vl1dnZ+S0LbH8w/VhYWAgNDVVSUvr7NcdfgcVi8/Ly9PT0Xr58GRgYGBERseHu5UgkMiYmxtnZubm5+Suf0tnZ6ezsDFqFl5aW/sRh4a9naGgIVPVbW1vjzY5+HTavHy4uLhAE7d27183NLSUlRUhIiIODIzg42NHRkZCQkJSUVEZGJj09Hdg6HT9+3MrKio2NDVSoaWtr79q168aNGxISEkpKSpGRkf7+/uzs7Nu3bz958mR6erqvr+/JkycVFBTc3NyYmZlPnz7d1dWVnJwMQRATE1NkZKShoSEREdGTJ09GR0cVFBSoqKj09fWBIcqePXuUlZWjo6N5eHjY2dkjIiL8/Py4ubklJCTWb/ZWVVWRk5MfPXq0qqrKxcVl586dt27dSkpKunnzJgRBHh4eLS0t3NzctLS0nZ2dOBzu/v37XFxcDQ0NQ0NDt2/fFhUVRSAQR44c4eLiSkxMDAsLO3DgwHr9wGKxr1+/pqOjA4ZawOqUnp7+/v37Dg4Ohw4dunz5cmVlpbq6Ojhre3t7CQkJIiIiQ0NDDAZjZ2d39epVQ0PDU6dOkZCQ+Pr6VlRU3LhxY+fOnSdPnoyLi+vu7r516xYLC4u1tbWtrS0dHZ24uHhbWxv+BFEolJWV1Y0bN169eiUlJUVGRubm5oa/g+zq6gIl+jt27FBVVR0eHjY0NNy7d29ERMTs7KyXl9eePXtApb20tDQbG5uTk9PLly9ZWVnJycm9vb1ramp4eXmvXLmSlpZmbm5OQ0MjLy//H7uV/EP8W/RjaWlpaGiora2tfR2dnZ2Dg4PrQ2GlpaWhoaFfP2X/mZmZGQsLi/z8/KamJl1d3cePH9fX1/f19X1l0TgWix0cHPz8+bOzs7OWltYGjPzGx8d1dXWlpaUTExMHBgZ+zbXI8vLywMBAe3u7s7Pzo0eP8DZHvxqb1w9XV1cIglhZWcEux7179wgICExNTV++fElFRaWkpDQyMjIxMaGsrLx9+/bTp09ra2vz8fHx8/Pb2dmZm5uzsLCwsbFJSkomJCRMTEy0t7dfvXqVkJDQxMRkcnJyfHw8LS3N1NTU1NSUnp6emZm5uLg4MTFx7969z549m5mZyc7OZmJiUlNTq6ioICMju3DhArgiLC0td+/eLSsrq6enR0dHd+fOncnJya6uLmFhYSIiooKCAvz4q6uraWhoTpw44e/vLyEhsWPHDmtraywWGxAQQEpK6uzs3NraeuTIkf3793d3d+NwOEVFxcOHD3/+/Hlubi47O/vly5daWlosLCxHjhxJTk7+j/rh7e1NRkZmZmaGw+EmJib09fVJSEhERUXt7OwuXbp0+PBhMzMzOTk5QkLC58+f43C4d+/eAVnt6upCIpE+Pj6qqqr8/Py7d+9WVlZOSkq6evUqNzc324z4pAAADuVJREFU2Lhzc3PbvXs32Erq7e0VFRXduXPn+ho9LBZbVFRkY2NjZ2cnLCxMTU3t6em5/qqPi4sDFvRgWtPR0aGkpIyNjZ2bm3N3d9+zZ4+Xl1dVVdXly5e1tLSmp6exWKy4uDgJCYm5ubmLiwsdHZ2ZmdnKykp+fj4TExMnJ+e3jP18f/2Yn5+vq6tLTk62t7fX0NDAuxZqa2sbGho6OzvHx8fjW4C9efPm5cuXmznc0tLS+/fv/f39GxsbsVhsTk4OAoGwt7dPSkqqrKzs6uqamJhA/f+ZmpoaHR1ta2urqanJyMiwtrZ+8uTJ27dvN7yAwGKxzc3Nfn5+zs7OOTk53d3dP2t9w59ZXFzs6urKyMiwsrLS0tIKCQkZHh7+ZUvYNq8fbm5uoEsH2J2/f/8+BEEaGhr29vb79u2ztLRcWFiYnJxUU1Pbtm3bqVOn1NXVpaSk7t27l56e3tzcbGdn9/jxYw4Ojh07djg4OCCRSKAfL168GBsbMzU13bNnj6KiYlBQEAcHBwMDA9APMjIyCwuL2dnZDx8+HDhwQF1dvbKykoKCQkhICKwtXr16RUREdPfu3cePH1NTU0tJSU1PT/f19QG7w/XZK9XV1bS0tCdPnoyKipKRkYEgyNjYeGBgwNbWdvfu3W5ubi0tLYcOHdq/fz+w5bh//76AgMDHjx/j4uIOHjyopqbm4eEhICDw9/qBt7KfmJjQ1dXdvXu3iIiIsbGxpKSksrJyVFSUoqLirl27HBwcVlZWkpOTCQgIxMTE3r179+DBg1OnTunp6YEWHUA/rl27xsPDU1ZWtrS0FBoaSkZGpqurC9oRCgsLExAQZGZm4k+wv7//xo0b169fDw8PBw1RvLy81utHbGwsWEGCE9TS0tq7d29kZOTU1JSamhoEQb6+vpWVlefPn1dXV5+fn19aWhITEyMjI9PX10cgEGRkZMbGxjgcrqioiI6OjomJqampaXl5eXFx8RvkLn5n/UChUPHx8Xfu3FFUVMzLy5uenp6enkaj0Wg0GvzQ1NRkYGAgISEB3lBPT08HB4fNHHFlZeXdu3dWVlbgS7y6uopGo2dmZlJSUi5evCgiIuLp6fnq1auX63BzczM1NRUQEJCQkHj27Fl2djYI623y3BcWFoaGhnx8fMTExKysrDo6OsDNxSZf9t8JeJ9RKFRWVpaUlJSKikpxcfHU1NTPer5fyVbpBx0dXWxsbHV1NbjDtbW1tbGxIScnf/bsGTCDAr9qamomJiaeOXOGk5PT2toagUDcvHkzPz9fS0sLgiATE5OhoSGwCNDR0cnLy7t79+7evXtNTU1DQ0PZ2dkZGRlLSkri4+OJiIhMTEwwGExWVta+ffvk5eX7+vquXLlCREQUHR1dVlb222+/7dixQ15ePjg4WFBQ8OjRo3l5eenp6UeOHJGRkVmfeFpVVbV3714BAYGWlhYPDw8KCorLly+bmppevHgRgiBPT8+Ojo7jx49TUVFFRUVVVVX99ttvJ0+eTE5Ofvr0KQkJibGxcWhoKC8vLwcHR2JiYnBw8L59+9bHz7FYrIeHx+7du8EkOzk5+ezZMxoammfPnpWVlUlKSoqKivb39z9+/HjXrl2XL18OCQnR0NCgoaExNDT09vbm4OC4efNmVlaWgoICERGRgoJCYmIiaGSSm5u7traGxWLFxMSIiYlfv36dlpZGTk5+8uTJ9WkCbW1tzMzMly5diouLk5WV/WL/CofDJSQk7NixY9euXXl5eYuLiyYmJhAEPXz4MCEhgYWFBfT/aGpqEhYWFhYWrqysjI+PZ2VlJSQk9PT0rK2tPXTo0K1bt+rr6319fQkICM6cOTM4OFhQUPDnWP0/wXfTD+BZ5uLi4u7uXltbOzo6+h9TbtbW1sDK18/PT1tbW1lZ2dPTE28QtgHm5uZABOKLTImFhYX+/v7+/v6urq7o6OiwsLDIyMjIyMjw8PDY2NiioqKOjo7BwcHJycmtTQ1Co9GdnZ1RUVEIBOLFixdZWVn9/f0LCwuLi4s/gdHs0tLS/Pz87OxsZWXlixcvdHR0/Pz8SktLR0dHf+7Cjq9kq/SDlJT07t27R48epaOjs7Ky6u3tdXR0ZGRktLa2BmaFtbW1d+/eZWBgOHjwIAsLi4ODw8jISFxc3G+//cbOzs7Ly6ulpVVfX7+ysgLCA7S0tM7OzhEREadOnWJmZj537ty5c+fu3LlTV1eXlJQEjoLBYHJycjg5ORUUFFZXV0tKSkRFRZmYmK5fv3769GlKSkpdXV0Q0/7999/BcSUlJb/IDK6trWViYjp37lxjY+Pk5KSjo6OEhMS9e/du3bpFSEjo4OCwvLwcEBDAx8fHxMQkLS19+vRpYFCfmZl54sSJ/fv3i4mJCQoKnjhxIj09PTIykpOT8+HDh/hqEiwW6+fnR09P/+LFCxwOt7q6OjIyYmFhwc/Pz8nJefTo0YCAABQKpaOjQ0hIePz48YsXLzIyMqqqqjY2NqLRaEtLy3379l2/fl1LS4uRkfHRo0dpaWni4uKCgoL4XbiioqJ79+6xsrIyMzNfvnz53bt3628uR0dHHz58uH//fgEBAX5+/hMnTvj5+a3fk29vb1dSUiImJmZmZi4qKvr8+fNvv/1GTU197Nixw4cP79mzx9vbe3l5OTY2loODg4WFRU1N7fjx43R0dD4+PlgsNjo6+uLFi6ysrOzs7Gpqas3NzbOzs5aWlhoaGt/Ab/S76Udpaamrq2tJSclX5tFOTU0B3x5ra2tLS8uNWVctLS2VlZWBW4+/+bfZ2dmZmZnZ2Vn8D//0ZDc3Nwf8t5OSkmxtbe3s7Ly9vYuKitBo9I84z4IeNW1tbSEhIc+fPweJVVVVVd3d3XBB/nq2Kn7OyMhYXl7e0NDQ3NwMInmTk5MdHR3j4+Pg+wPmzYaGhpqamra2NrAbvLCw0NPTU1NT09LSgkKhwC7iwsJCR0dHQ0PD6Ojo/Px8X19fQ0NDa2trX1/fyMgIFovFYDDt7e3j4+Ogc3hXVxewp11bWxseHq6rq2tra+vt7W1rawNbalgstr+/v7a2tra2dmho6Iu9ysXFxY6Ojt7e3oWFBXd3dzY2NjU1NRcXl5s3b7KwsISEhOBwuPn5+Z6enrq6uo6Ojp6ensHBwcXFRSwW29fXV19f39nZ2d3d3dPTMzMzg0aju7q68Gm1YFTANnv9PIPBYJqbm6urqzs6Oubm5iYnJ5WVlUH7pvb29qamJrwtGNgCaW1tHR4e7ujoGB4enpmZQSKR3d3d+K4eq6ur4+PjwPp3cHDwiwsW/LW5ubmxsRFkEk9NTa1/E0CSdGtra01NDbjeBwYGGhsbm5ubu7u7W1tbwSWDxWLb29urq6tBNnN7ezv+8d7e3urq6oaGBvAI+CCQSCR+hP8c300/qqqqEhIS/qddoKWlpeDgYBcXl5ycHDMzs+zs7P9p92NpaSkhIUFGRiY3N/df6zk6NTXV1dXV0dHR0dHh5+d3/vx5SUnJkpKS7z2urwWLxVZVVQUGBsrLyysoKMTGxra2tjY2Nm6+uvinZPP6AXrenT17FlRa/NBUVVWpqqpyc3MzMTGxs7Pb29t/G9PMycnJBw8eQBDk5eX1DQ73M/Hd9KOysjI1NfV/fVZ4eLifn9/y8nJWVpaDg4ORkdGbN29AK4K/YmlpqaWlxc/Pz8DAwMnJKT8//0fxNujv78/IyACFV+7u7q9fv/bw8EhOTu7u7v5XBZxra2uTkpKcnJyeP3/u7Ozs6OgYHh6emZlZWlr67Quafiw2rx99fX05OTl1dXWbD8j9GwD9kVJTU4uKikBG2TdgaWmpubk5JyfnCxc7mP/Kd9OPwsJCR0dHkJP3lYDyy/r6ehwOt7q62trampeXB9LYVVRUrK2tw8LCYmJioqKioqKi4uLivLy8bty4cePGDR0dnaCgoNzc3H+DY8wG6OvrKy8v//z586dPn3x8fIyNjf/444+bN29aWFiAtIJvPJ7FxcWysjI/Pz9jY2NlZWVjY+OIiIicnJz8/PxPnz6BjexvPKQflH+bfwkMzP/Ed9OP0dHRuLg4IyOj9V38/obCwkJtbe23b99+EVUeHx9PTU0NCQmJj493dXV9+fIlyJ5yd3d/8+aNs7Ozj4/P+/fvv9m9zD9Nb29vbm5ucHCwq6urn5+fi4tLcHCwm5ubt7d3SEiIvb29g4NDVlZWTU1NVVVVXV3dxsq5x8bGqqurKysra2pq8vPzg4KCbG1tnZycQM6xt7e3p6enq6trQEBAaGhoYWEh2OmG+V+B9QPmh+Z75u+iUKjIyEgrKyuwrfRXgeLy8vLnz5+rq6sHBwf//TZ6f39/W1sbaFfe3d390/eRXVlZ6enpKS4ufvv2bWJiYmZmZkRERGRkZHl5eUREhImJiY2Nja+v79u3b21sbJSVlRW+gkePHjk7O79588ba2trCwsLCwiIuLi4jIyMsLCw6OjolJSUmJiYrK6uurm5jFgAw64H1A+aH5vvXDxYWFrq5ub169crLyys+Pv7z588gia2oqCgiIiIiIsLf39/Y2DghIeHXLNXeGM3Nzenp6R8+fPjw4UNKSoqTk5OOjo76V/D06VNfX9/3799nZ2e/f/8+KysLXlv8c8D6AfND8/31A1BdXe3j4xMUFFRcXPz+/fvi4uJ37975+PgEBgY2Nzf/BJUQMDB/BtYPmB+af4t+wMD8gsD6AfNDA+sHDMx3A9YPmB8aWD9gYL4bsH7A/NDA+gED890A+mFtbf0DWQzAwOBBo9EfPnyA9QMG5juwsrLy4cMHXV1dPz+/RhiYH43CwsLIyMi/qq6D9QMG5p+ltLT0xo0bzMzMbDAwPxqHDh3S19f/q/ZFsH7AwPyzYLHY0dHRvr6+HhiYH43e3t7Jycm/qq+A9QMGBgYGZiPA+gEDAwMDsxFg/YCBgYGB2QiwfsDAwMDAbARYP2BgYGBgNgKsHzAwMDAwGwHWDxgYGBiYjQDrBwwMDAzMRoD1AwYGBgZmI8D6AQMDAwOzEWD9gIGBgYHZCLB+wMDAwMBsBFg/YGBgYGA2AqwfMDAwMDAbAdYPGBgYGJiNAOsHDAwMDMxG+H8hE/XNZ3xV3QAAAABJRU5ErkJggg==" />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-26929520039366961362016-01-06T10:46:00.001-08:002016-01-06T10:59:37.597-08:00A Psicanálise E As Datas Comemorativas <!--[if !mso]>
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<![endif]--><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Dia dos Namorados, Dia das Mães, Dia das Crianças, Natal...
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Uma vasta gama de datas comemorativas que são
destacadas insistentemente pelos meios de comunicação e que podem catalisar
emoções, lembranças, desejos, frustrações, razão pela qual, devem ser levadas a
sério na Terapia.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdT23S4skYsyrCVYEYOyGLkhh_bIkTGNoWHtLMoTOQffT79AJScYWc-Lmr9CuqF6HqxO3bGU3Wx3EH2Orxk7nK_bTskn-TuvpkZ8EK2y7yY1mFbSBmNjLpMf_rslLyNrhc3D9saouNSc/s1600/freud_datas_comemorativas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdT23S4skYsyrCVYEYOyGLkhh_bIkTGNoWHtLMoTOQffT79AJScYWc-Lmr9CuqF6HqxO3bGU3Wx3EH2Orxk7nK_bTskn-TuvpkZ8EK2y7yY1mFbSBmNjLpMf_rslLyNrhc3D9saouNSc/s1600/freud_datas_comemorativas.jpg" /></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: 24.0pt; mso-font-kerning: 18.0pt;"><br /></span></b></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><b><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-font-kerning: 18.0pt; mso-themecolor: accent3; mso-themeshade: 128;">“</span></b><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">A humanidade desenvolveu <b>CALENDÁRIOS</b> como uma
tentativa de compreender, prever e até conquistar o <b>TEMPO</b> e, assim,
acalmar boa parte de nossos temores quanto a este conceito que parece fluir em
constante fuga, sendo a distância entre a causa e o efeito de tudo que
presenciamos. Estabelecer e seguir um calendário é adquirir a sensação de
segurança, de integrar-se ao ritmo do Universo e esta iniciativa é milenar e
comum a todas as culturas. …”</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;"><br />
Além dos sistemas de medição da passagem do tempo, seja lunar ou solar, adotado
pelas mais variadas culturas seculares, o indivíduo comum era alertado pelas
evidências da natureza, quanto à chegada, por exemplos, da primavera, do
inverno, enfim, momentos de mudanças, cuja ansiedade era aplacada com rituais
religiosos. </span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Nos dias de hoje, perdeu-se boa parte da percepção da
passagem dos ciclos pela observação da natureza; porém, os meios de comunicação
suprem esta tarefa (quem sabe, em demasia...) de lembrar a todos os rituais de
cada período, geralmente por razões comerciais/mercantilistas e não mais por
motivações religiosas.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Para ilustrar: o mês de Junho, no hemisfério norte, é o
período do solstício de verão e, como o nome sugere, na mitologia grego-romanas,
era dedicado à deusa Juno (Hera...), em especial ao seu aspecto de defensora
das relações amorosas, casamentos e fidelidade. Com o advento da igreja
católica, em sua estratégia de incorporar os cultos já existentes, versando-os
aos seus interesses, os atributos da deusa Juno foram distribuídos a vários
santos “casamenteiros”: sendo São João e Santo Antônio, os mais populares no
Brasil e celebrados neste mesmo período. Tamanha é a popularidade destes ritos
em nosso país, que, ao “importarem” a data comemorativa do Dia Dos Namorados,
alteraram a data para coincidir com a véspera da homenagem a Santo Antônio. Este
feito é atribuído ao comerciante e publicitário João Dória, que investiu na
idéia por 10 anos seguidos, antes de sua consagração na sociedade brasileira.</span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">A interferência dos
meios de comunicação também pesa na história do chamado Dia das Mães. Em todas
as culturas antigas, a maternidade era celebrada nos ritos da Primavera, como
era o caso da deusa Rhea, esposa de Cronus e mãe de Zeus. No cristianismo,
associou-se à imagem de Maria. Na modernidade, pesou a história da americana
Anna Jarvis, que organizou com grupo de amigas, homenagem à própria mãe
falecida, sensibilizando a sociedade a tal ponto que, em 1914, o presidente
formalizou a data de 9 de maio para todo o país. Por influência americana,
cerca de 40 países adotaram a idéia; no Brasil, foi introduzida pela Associação
Cristã de Moços (ACM) em 1918 e, em 1932, foi oficializada pelo presidente
Getúlio Vargas, como sendo o 2o domingo de maio.</span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Seja lembrados pela
Natureza, seja pelos veículos de comunicação (especialmente estes, nos dias de
hoje...), fato é que sentimentos e desejos são despertos, estimulados pelas
datas comemorativas. </span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">No citado texto
“Obrigação de Ser Feliz”, tecemos considerações sobre o efeito das propagandas
que, praticamente “exigem” felicidade de todos, mesmo que não seja este o
momento do indivíduo e o quanto isto pode induzir a mascarar os sentimentos.</span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">O mesmo poder de
“cobrança” pode ser acionado nas demais datas comemorativas. Toda a mídia
expondo casais felizes e sensuais no Dia dos Namorados pode ampliar a
frustração de quem não goza destes privilégios, ou aumentar a auto-ilusão
naqueles que não estão em condições de analisar profundamente a relação em que
vivem.... Publicidades do Dia das Mães chegam a (ab)usar até do sentimento de
culpa, ressaltando o quanto cada um deve à pessoa que lhes deu a própria vida e
que o presente deve ter valor proporcional a tamanha dádiva impagável... E
quanto àqueles que perderam estes entes queridos, sendo relembrados de sua dor
a cada capa de revista lida, a cada comercial na televisão, ou nas rádios...</span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><span style="color: #4f6228; font-family: "Arial","sans-serif"; mso-themecolor: accent3; mso-themeshade: 128;">Enfim, como profissionais
da Psicoterapia: Psicólogos e Psicanalistas, devemos conhecer as datas
comemorativas, bem como suas origens e o quanto podem influenciar o momento de
nossos Clientes/Pacientes, para que prestemos ainda mais atenção e assistência
quanto aos temas reforçadamente lembrados nestes períodos.</span></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><br /></span></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #274e13;"><b><span style="color: red; font-family: "Arial","sans-serif"; mso-font-kerning: 18.0pt;">Texto adaptado por Jane
Sabino da Revista de Terapia Holística doSINTE</span></b></span></span></span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-89576130845065678362015-12-16T13:07:00.004-08:002015-12-16T13:07:52.269-08:00Confraternização<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy-po62gCu6poRB_FV-ASroC8gNubtXOMFWILnxec3WckaosfnR8WveKSy9mHE60sOOy8if9Kb7juyuhUeqKvA1FQu1pvlMDTmYTOvRsBdt_EEAsJZe-8mzOHqF_cwYfqMO2020NkCUeA/s1600/consult%25C3%25B3rio+002.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy-po62gCu6poRB_FV-ASroC8gNubtXOMFWILnxec3WckaosfnR8WveKSy9mHE60sOOy8if9Kb7juyuhUeqKvA1FQu1pvlMDTmYTOvRsBdt_EEAsJZe-8mzOHqF_cwYfqMO2020NkCUeA/s200/consult%25C3%25B3rio+002.jpg" width="112" /></a></div>
<br />
<ul style="text-align: justify;">
<li><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6zQITpriMf2jptXAQx33199K49K492cOR1KK28aaX5vmyZwVRnqXRCjb9HidpQFQzhsLO0BVcfQLytiWjMH2eviRPm_S-80W4tfX8qg6e94YMvTRewL3L5-Cfe6T_TsZZSgCqtQJ5XjI/s1600/consult%25C3%25B3rio+003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6zQITpriMf2jptXAQx33199K49K492cOR1KK28aaX5vmyZwVRnqXRCjb9HidpQFQzhsLO0BVcfQLytiWjMH2eviRPm_S-80W4tfX8qg6e94YMvTRewL3L5-Cfe6T_TsZZSgCqtQJ5XjI/s200/consult%25C3%25B3rio+003.jpg" width="200" /></a> <span style="color: red;">Nossa Confraternização em nosso Consultório com Sucos- bolo- panetones- café - Mensagem de Natal- abraços e desejos de muita Paz e Saúde para o novo ano que vai iniciar.</span></li>
<li><span style="color: red;">Que possamos acolher nossos Clientes / Pacientes com carinho e bem querer.</span></li>
<li><span style="color: red;">Feliz 2016para todos nós: Profissionais da Equipe Mente Sana, Pacientes e familiares!</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLjXLVBJ7fhIGvkzi_imbzxg17AyXu-sbMP34RKDoPO3ai_8sAe9EWy49UWcA2N2wdridsueYMyq9CQubJen6TidA74R_wj0BEY1LPWoTOvIESOXbErVmZ6DoLUBKAh2BL4kvKKzJvdto/s1600/consult%25C3%25B3rio+005.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLjXLVBJ7fhIGvkzi_imbzxg17AyXu-sbMP34RKDoPO3ai_8sAe9EWy49UWcA2N2wdridsueYMyq9CQubJen6TidA74R_wj0BEY1LPWoTOvIESOXbErVmZ6DoLUBKAh2BL4kvKKzJvdto/s200/consult%25C3%25B3rio+005.jpg" width="200" /></a></div>
<br />Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-22500416522404845902015-11-11T07:23:00.002-08:002015-11-11T07:23:51.854-08:00Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-60810741722817408582015-11-11T07:18:00.004-08:002015-11-11T07:24:43.944-08:00Título<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6brHqOH7hNTp_u487ZcOfmZyDFk5D4HpilLK1PAW3eNG9wu0CwFloSbnkkiRkxfkgjxBgWKjPKX5x_YgYSmivbFn_pmc4_kvznTx4mWTOWN9SvYyjOFKw6zo4KYAZzmBsTCnuSWXsw_Q/s1600/Harumi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6brHqOH7hNTp_u487ZcOfmZyDFk5D4HpilLK1PAW3eNG9wu0CwFloSbnkkiRkxfkgjxBgWKjPKX5x_YgYSmivbFn_pmc4_kvznTx4mWTOWN9SvYyjOFKw6zo4KYAZzmBsTCnuSWXsw_Q/s400/Harumi.jpg" width="400" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="color: red;">Mais uma conquista da dra. Harumi Hishinuma na área da Medicina Natural e Holística. Enriquecendo nosso espaço de saúde. Parabéns!</span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="color: red;">O Histórico deste curso complementa: Legislação Brasileira- Reflexologia Científica- Origens da Reflexologia - Zonas- O princípio da Sonoterapia - Distúrbios - Anatomia dos Pés e Exercícios Práticos. </span></span></span>Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-17092343164596761152015-10-30T06:13:00.001-07:002015-10-30T06:13:03.869-07:00Mulheres Autônomas<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmqYGvKYjjHsbUaiHm0EvQ0MQYxn0_Wboh6_h6Ma_ugVqD1wGwusMnoHIhFHg20b9FafICaScaIPr4pI0InxEedcb67pRO_-3fnOfhSJa_CKiBqZZgTrp5tGQc7g9l1Q6CK_WKLohMDk/s1600/dan%25C3%25A7a.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmqYGvKYjjHsbUaiHm0EvQ0MQYxn0_Wboh6_h6Ma_ugVqD1wGwusMnoHIhFHg20b9FafICaScaIPr4pI0InxEedcb67pRO_-3fnOfhSJa_CKiBqZZgTrp5tGQc7g9l1Q6CK_WKLohMDk/s200/dan%25C3%25A7a.jpg" width="200" /></a></div>
<div style="text-align: justify;">
<span style="color: magenta;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Refletem socialmente o que elas mesmas são: verdadeiras, retas, transparentes com os outros e, em destaque, consigo mesmas. Não dissimulam seus sentimentos,nem disfarçam seus conflitos. São emocionalmente protegidas, não esperam dos outros. Têm um Eu maduro e espontâneo. Autoestima elevada e autoimagem sólida. Não se sentem deusas, nem divas, mas um ser humano consciente de que possuem qualidades e defeitos.</span></span></span></div>
<div style="text-align: justify;">
<span style="color: magenta;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Mulheres autônomas possuem a consciência plena de sua beleza exterior e interior, mesmo que estejam fora do padrão tirânico da beleza. Não sentem necessidade vital de procedimentos estéticos, mas se os fizerem não são para ficarem bonitas, mas para cristalizarem a beleza que têm certeza de que já possuem. Sua mente é o próprio espelho, não têm portanto, medo do espelho físico. O tempo não é seu carrasco, nem as cicatrizes seus algoz. Não têm medo de falar sua idade, porque são como o vinho, quanto mais envelhecem mais belas ficam. Seu Eu é um bom autor de sua história. Não são vítimas do passado, nem das mazelas do presente, nem muito menos das tormentas do futuro.</span></span></span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-81812019847742509862015-10-24T11:52:00.000-07:002015-10-24T11:52:13.535-07:00Investindo na sua Mente<!--[if gte mso 9]><xml>
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<div align="center" class="MsoNormal" style="line-height: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<em><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt;">O capital criativo de cada
ser humano pode ser uma fonte de investimento em saúde e de vida</span></em><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Aplicar em ações, imóveis, dólar,
ouro e café podem ser um bom negócio, porém as oscilações são constantes e
existe o risco de queda. Há outros investimentos, contudo, mais seguros e
garantidos. Minha sugestão é aplicar em algo duradouro e com grande chance de
ganho: <b style="mso-bidi-font-weight: normal;">no Inconsciente!</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>De acordo com Bruce Cuthbert, do
NIMH (National Institute of Mental Health), um dos erros mais comuns nos
tratamentos dos sofrimentos mentais é demorar a buscar ajuda. É importante que
as pessoas aprendam a reconhecer seus sintomas e busquem tratamento o mais cedo
possível. Como em qualquer doença, quanto mais precoce for a intervenção,
melhor, afirma o pesquisador.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Na Clínica Psicanalítica do Centro
de Estudos do Genoma Humano da Universidade de São Paulo, existem dados,
incluindo o testemunho de inúmeros pacientes, nos quais é possível
evidenciarmos a mudança nas suas vidas, a melhora de seu humor, iniciativa e
potencial criativo. É visível a melhora em seu desempenho intelectual e
afetivo, fazendo com que suas escolhas lhes forneçam um ganho não só
financeiro, mas em sua vida como um todo.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Há trabalhos, teses, e depoimentos de
pacientes e dos próprios colegas na área da saúde que confirmam a eficácia da
psicanálise. Ao oferecer uma escuta diferenciada às queixas, os pacientes
trabalham sua angústia e melhoram suas escolhas.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>A ambição de Freud foi aproximar a
psicanálise da ciência. Embora se trate de discursos diferentes, nos relatos e
estudos de seus casos, foi possível verificar que a quase totalidade dos seus
pacientes apresentaram mudanças significativas em seus sintomas. Da mesma
forma, um hospital geral não vive sem um banco de dados, para que se saiba
sobre os tratamentos realizados, internações, intervenções cirúrgicas, o fluxo
de caixa, receituários e despesas, quanto cada leito produz, o quanto é gasto
com medicações e médicos.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Se comparada a uma aplicação
financeira, a análise é altamente rentável, com liquidez garantida e resgate
automático. Não depende de alterações climáticas, nem de tendências das bolsas
asiáticas ou preço das commodities.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Mas, para esse tipo de
investimento, não se aplica apenas o dinheiro: é preciso empenhar seu corpo,
pele, tempo e responsabilidade frente ao seu desejo. Alguns sintomas podem
aparecer como estranhamentos, angústia, sonhos acordados, ousarem novos
projetos, vontade de se casar ou de se separar. Também tende a surgir um
entusiasmo e uma flexibilidade para os encontros e as surpresas da vida. </span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-right: .45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Ítalo
Venturelli (neurocirurgião –H.R.MG)</span></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com0tag:blogger.com,1999:blog-758481277460750436.post-43859388105342500852015-09-21T13:57:00.003-07:002015-09-21T13:57:45.561-07:00TDAH<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<a href="http://www.psicologiananet.com.br/?s=teste+psicol%C3%B3gico"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt;">Teste
Psicológico </span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Inicial
para Diagnóstico do Déficit de Atenção e Hiperatividade – TDAH</span></div>
<div style="text-align: justify;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">Este é um teste rápido inicial com 6 questões de rastreio de medida.
Você deve responder cada pergunta, escolhendo a resposta que melhor descreve
como você sentia ao longo dos últimos 6 meses. </span></div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">1.
Quantas vezes você teve dificuldades para determinar os detalhes finais de um
projeto, uma vez que as partes mais difíceis já foram feitas?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;">
</span>Freqüentemente<span style="mso-spacerun: yes;">
</span>Muito Frequentemente </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">2.
Quantas vezes você teve dificuldade em colocar as coisas em ordem quando você
tem que fazer uma tarefa que exige maior organização?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Freqüentemente<span style="mso-spacerun: yes;"> </span>Muito Frequentemente </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">3.
Quantas vezes você teve problemas em lembrar compromissos ou obrigações?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;">
</span>Freqüentemente<span style="mso-spacerun: yes;">
</span>Muito Frequentemente </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">4.
Quando você teve uma tarefa que exigia muita reflexão, quantas vezes você
evitou ou atrasou a começar ou a realizá-la?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;">
</span>Freqüentemente<span style="mso-spacerun: yes;">
</span>Muito Frequentemente </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">5.
Quantas vezes você ficou se mexendo ou contorcendo-se com as mãos ou com os pés
quando você teve que ficar sentado por um longo tempo?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;">
</span>Freqüentemente<span style="mso-spacerun: yes;">
</span>Muito Frequentemente </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">6.
Quantas vezes você se sentiu demasiadamente ativo e obrigado a fazer coisas,
como se você tivesse sendo impulsionado por um motor?<br />
Nunca<br />
Raramente<br />
Algumas vezes<span style="mso-spacerun: yes;">
</span>Freqüentemente<span style="mso-spacerun: yes;">
</span>Muito Frequentemente</span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;">Para
você calcular seus pontos considere para cada questão respondida da seguinte
maneira:<br />
Nunca = 0 pontos<span style="mso-spacerun: yes;"> </span>Raramente = 2
pontos<span style="mso-spacerun: yes;"> </span>Algumas vezes = 4 pontos<span style="mso-spacerun: yes;"> </span>Frequentemente = 6 pontos<span style="mso-spacerun: yes;"> </span>Muito frequentemente = 8
pontos</span><br />
<div style="text-align: justify;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Com base nas
respostas para este teste psicológico para adulto com suspeita de TDAH você
encontrará os resultados que indicarão ou não as suspeitas do diagnóstico. Se
sua marcação foi 16 pontos ou mais você tem um provável diagnóstico de TDAH; Se
sua marcação foi de 12 a
15 pontos, você deve buscar uma avaliação profissional para se certificar de
uma suspeita de diagnóstico de TDAH; Se você marcou menos de 11 pontos, não é
provável que você sofra dessa doença. </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;"></span></div>
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<br /></div>
Psicanalistas mente sanahttp://www.blogger.com/profile/02866729350621709288noreply@blogger.com1