[ERROR] Bad request: b'{"items":[{"id":"e3f66abb01ac41d0875373f54221c05b","parent_id":"3f75e11114584d438fc81ce8e600ab63","title":"NFe Reten\xc3\xa7\xc3\xb5es e Senhas","body":"ALPHA SAGITTARII ASSESSORIA EMPRESARIAL EIRELI - ME\\r\\nALAMEDA ITAPECURU, 645  CONJ. 524 Andar: 5 Sala: 03\\r\\nALPHAVILLE CENTRO INDUSTR E EMPR / ALPHAVILLE - CEP 06454080 - BARUERI-SP\\r\\nFone: 11 4193-1452   \\r\\nE-mail: contato@alpha-sagittarii.com.br\\r\\nCNPJ: 20.733.780/0001-96\\r\\nINSC.MUNIC: 4.71160-8\\r\\n\\r\\n\\r\\nAlpha Sagittarii\\r\\nCPF 334.384.818-20\\r\\nSenha: rxsrosa\\r\\nhttps://www.barueri.sp.gov.br/nfe/wfPrincipalNF.aspx\\r\\n\\r\\n\\r\\nNotas Fiscais\\r\\n===========\\r\\n\\r\\nReter:\\r\\n* PIS 0,65%\\r\\n* COFINS 3,00%\\r\\n* CSLL 1,00%\\r\\n\\r\\nCaso acima de R$5.000,00 para mesma PJ no m\xc3\xaas:\\r\\n* reter 1,5% de IR\\r\\n\\r\\nObs.: Deve-se fornecer at\xc3\xa9 o \xc3\xbaltimo dia \xc3\xbatil de fevereiro do ano seguinte o \\"Comprovante anual de reten\xc3\xa7\xc3\xa3o\\" (IN/SRF 381)\\r\\n\\r\\nTributos:\\r\\n* PIS 0,65%\\r\\n* COFINS 3,00%\\r\\n* IR 4,80% (15% de al\xc3\xadquota sobre base de 32% de lucro presumido)\\r\\n* CSLL 2,88% (9% de al\xc3\xadquota sobre base de 32% de lucro presumido)\\r\\n* ISS 5%\\r\\n\\r\\ntotal: 16,33"},{"id":"d7ec770281704a01bef613e49acdca13","parent_id":"3f75e11114584d438fc81ce8e600ab63","title":"Nota Pascual","body":"Nota Pascual\\r\\n===========\\r\\n\\r\\n\\r\\nR$ 387.737,79\\r\\nImpostos (15,33%) = R$ 59.440,08\\r\\nSaldo = R$ 328.297,70\\r\\n20% = 65.659,54\\r\\n\\r\\n\\r\\nComo falamos, segue abaixo a mem\xc3\xb3ria de c\xc3\xa1lculo da sua parte dos honor\xc3\xa1rios, para emiss\xc3\xa3o da nota. A M\xc3\xb4nica, copiada, providenciar\xc3\xa1 o pagamento.\\r\\n\\r\\n\\r\\n\\r\\nAbs.,\\r\\n\\r\\n \\r\\n\\r\\nDescri\xc3\xa7\xc3\xa3o: cid:5DDFD824-EC0A-4304-9D1A-1FDD365A9D82\\r\\n\\t\\r\\n\\r\\nLuis Carlos Pascual\\r\\n\\r\\n* * *\\r\\n\\r\\nA PASCUAL SOCIEDADE DE ADVOGADOS \xc3\xa9 um(a) sociedade simples pura de sao paulo - SP fundada em 27/10/2011. Sua atividade principal \xc3\xa9 servi\xc3\xa7os advocat\xc3\xadcios.\\r\\n\\r\\nNome Fantasia \\t\\r\\nPASCUAL SOCIEDADE DE ADVOGADOS\\r\\n\\r\\nSetor \\tADVOCACIA\\r\\n\\r\\nCNPJ \\t14.605.045/0001-02\\r\\n\\r\\nAtividade Prim\xc3\xa1ria (CNAE) \\tSERVI\xc3\x87OS ADVOCAT\xc3\x8dCIOS\\r\\nFunda\xc3\xa7\xc3\xa3o \\t27/10/2011\\r\\nLocaliza\xc3\xa7\xc3\xa3o \\tSAO PAULO - SP\\r\\nEndere\xc3\xa7o \\tR TABAPUA , 1123, ANDAR 4\\r\\nCEP \\t04.533-014\\r\\n\\r\\n* * *\\r\\n\\r\\nLuis Carlos Pascual \\r\\npara:\\t\\"Renato Xavier da Silveira Rosa\\" \\r\\ncc:\\tMonica Vieira | Pascual Advogados \\r\\ndata:\\t26 de out de 2018 12:01\\r\\n\\r\\n\\r\\n\\r\\n* * *\\r\\n\\r\\nTexto da Nota Fiscal\\r\\n\\r\\nNF 12\\r\\n======\\r\\n14.605.045/0001-02\\r\\nPASCUAL SOCIEDADE DE ADVOGADOS\\r\\nR Tabapu\xc3\xa3, 1123, 4\xc2\xba Andar\\r\\nS\xc3\xa3o Paulo/SP\\r\\nCEP 04.533-014\\r\\n\\r\\n\\r\\nfinanceiro@silveirarosa.com;luis@pascualadvogados.com.br;monica.vieira@pascualadvogados.com.br\\r\\n\\r\\n\\r\\n\\r\\nRef. Nota de Honor\xc3\xa1rios n.\xc2\xba F180527, relativamente \xc3\xa0 mem\xc3\xb3ria de c\xc3\xa1lculo, conforme tratado no e-mail de 26/10/2018. \\r\\n\\r\\n+ Forma de Pagamento - Dep\xc3\xb3sito em conta:\\r\\n  Banco: 033 - Banco Santander\\r\\n  Ag\xc3\xaancia: 2056 \\r\\n  Conta: 000770006476 \\r\\n  CNPJ: 20.733.780/0001-96 \\r\\n\\r\\n+ Valor Total: 65.659,54\\r\\n+ Vencimento: 08/02/2018\\r\\n\\r\\n+ Reten\xc3\xa7\xc3\xb5es Legais:\\r\\n  * IRRF 1,50% =   R$   984,89\\r\\n  * PIS 0,65% =    R$   426,79\\r\\n  * COFINS 3,00% = R$ 1.969,79\\r\\n  * CSLL 1,00% =   R$   656,60\\r\\n + Total =        R$ 4.038,07\\r\\n    \\r\\n+ Valor l\xc3\xadquido para dep\xc3\xb3sito = **R$ 61.621,48**\\r\\n  \\r\\n  "},{"id":"c46b8aa7b4634233963c6ce77841d070","parent_id":"150ff209efde4e10a627824398cb5967","title":"Encriptar o Disco R\xc3\xadgido","body":"Encriptar o Disco R\xc3\xadgido\\n\\n+ Encriptar parti\xc3\xa7\xc3\xa3o de boot:\\nhttps://dustymabe.com/2015/07/06/encrypting-more-boot-joins-the-party/\\n\\n+ Fedora - LUKS\\nhttps://fedoramagazine.org/how-to-encrypt-your-fedora-file-system/\\n\\n+ Errp - Sugest\xc3\xb5es\\nhttps://ask.fedoraproject.org/en/question/107725/error-when-setting-up-root-partition-encrypted/\\n\\n+ Fedora F\xc3\xb3rum\\nhttps://forums.fedoraforum.org/showthread.php?214506-How-to-encrypt-the-root-file-system-after-installation"},{"id":"3f443394a9e74f9e8c8e046d9ef8e2af","parent_id":"150ff209efde4e10a627824398cb5967","title":"Privacidade de Dados","body":"Privacidade de Dados\\n\\n+ Sui\xc3\xa7a\\nhttps://medium.com/@Love4aviation/data-privacy-in-the-21st-century-germany-vs-switzerland-37cc2abdd71a\\n\\n"},{"id":"559557e70007494db463353e7bd2d6c4","parent_id":"150ff209efde4e10a627824398cb5967","title":"i3wm Config","body":"i3wm Config\\n\\n+ i3 + compton\\nhttps://faq.i3wm.org/question/3279/do-i-need-a-composite-manager-compton.1.html\\n\\n"},{"id":"0e11e42aa519440c8061f2fa330ea993","parent_id":"150ff209efde4e10a627824398cb5967","title":"Encriptar parti\xc3\xa7\xc3\xa3o/discos","body":"Encriptar parti\xc3\xa7\xc3\xa3o/discos\\n\\n+ VeraCrypt\\nfile:///usr/share/veracrypt/doc/HTML/Hidden%20Volume.html"},{"id":"6e0aa1185724472fa2467f78907213af","parent_id":"150ff209efde4e10a627824398cb5967","title":"Calculadoras","body":"Calculadoras\\n============\\n\\nHP 12C\\n------\\n\\n+ free 42rpn\\nhttps://www.hpcalc.org/details/6217\\n"},{"id":"15597536c6b547c597e7aa2006757f15","parent_id":"8812167663f841e6a61eb690433eb4e8","title":"Fedora","body":"Fedora\\n======\\n\\n+ Server\\nhttps://fedoraproject.org/wiki/Server\\n\\n+ Workstation\\n\\n+ Atomic\\n"},{"id":"2705c8e85b2b4b80ae3eb3e662f5ae3c","parent_id":"150ff209efde4e10a627824398cb5967","title":"Gerenciador de Senhas","body":"Gerenciador de Senhas\\n=====================\\n\\n\\n+ Passman\\nhttps://demo.passman.cc/\\n\\n+ `pass`\\nhttps://www.passwordstore.org/\\n"},{"id":"2f29435c61a1474881bb975c8c693518","parent_id":"8812167663f841e6a61eb690433eb4e8","title":"OpenSUSE Leap + Tumbleweed","body":"OpenSUSE Leap + Tumbleweed\\n=========================="},{"id":"32c3c4a7b60f4598b761180844182e5b","parent_id":"150ff209efde4e10a627824398cb5967","title":"Markdown","body":"Markdown\\n========\\n\\nAplicativos\\n-----------\\n\\n+ Joplin\\n  https://joplin.cozic.net/api/\\n\\n+ QOwnNote\\n\\n\\nPandoc\\n======\\n\\n+ Install\\n  1. ghc haskell-platform\\n  2. $ `cabal install pandoc`\\n  3. $ `cabal install pandoc-citeproc`\\n  4. $ dnf install `texlive-2018`\\n     `s` scheme: basic\\n     `c collection: \\n     `o` options istall symlinks\\n  5. $ `tlmgr update --all`\\n  6. $ `tlmgr install abntex`\\n\\n+ `pandoc` MANUAL\\n  http://pandoc.org/MANUAL.html\\n\\n+ `pandoc-as-a-service` \\n  http:///github.com\\n\\n\\nLATEX\\n=====\\n\\n+ Abntex\\n  https://www.abntex.net.br/\\n  \\n\\n* * *"},{"id":"67447e2c320343db8477749d364c06e1","parent_id":"4cf78d54ac5543799cd9a347e28b436a","title":"bash: pandoc","body":"bash: Pandoc\\n============\\n\\n+ Para html:\\n\\n    pandoc -s \\\\\\n      -f markdown \\\\\\n      -t html5 \\\\\\n      -o ~/Documentos/RXSR.CAD.DPC5901-Trabalho.pdf \\\\\\n      -N --toc \\\\\\n      -V author=\\"Renato Xavier da Silveira Rosa\\" \\\\\\n      -V title=\\"Precedentes no direito processual civil latino-americano\\" \\\\\\n      -V \\n      -c pandoc.css  \\n\\n+ Para latex:\\n\\n    pandoc -s -f markdown -t latex --pdf-engine=lualatex -V mainfont=\\"DejaVu Serif\\" -V margin=1in -V lang=pt-br -o RXSR.CAD.DPC5901-Trabalho.pdf -N --toc\\n\\n+ bash\\n\\n    #!/bin/sh\\n    pandoc -s -f markdown -t html5 -o ~/Documentos/%{1%.md}.html\\n\\n\\n"},{"id":"4023848612cc4a35ba6da0a680082709","parent_id":"4cf78d54ac5543799cd9a347e28b436a","title":"bash: inotify.sh","body":"\\nwhile inotifywait $1; do\\n\\n    echo \\"\\\\nExecutando \'pandoc\'.\\"\\n    pandoc \\\\\\n        -f markdown \\\\\\n        -t html5 \\\\\\n        -o ${1%.md}.html \\\\\\n        -s \\\\\\n        $2 $3 $4 $5 $6 $7 $8 $9 \\\\\\n        -c pandoc.css \\\\\\n        $1\\n\\n    echo \\"\\\\nExecutando \'wkhtmltopdf\'.\\"\\n    wkhtmltopdf -s A4 \\\\\\n        ${1%.md}.html \\\\\\n        ${1%.md}.pdf;\\n\\n\\n    pandoc -s \\\\\\n    -f markdown \\\\\\n    -t latex \\\\\\n    --pdf-engine=lualatex \\\\\\n    -V mainfont=\\"DejaVu Serif\\" \\\\\\n    -V margin=1in \\\\\\n    -V lang=pt-br \\\\\\n    -o ${1%.md}.pdf \\\\\\n    -N --toc \\\\\\n    $1\\n\\n\\n    echo \\"\\\\nReiniciando o \'loop\'.\\"\\ndone\\n"},{"id":"7d0ad7873e504e13b60da41fe0451e6f","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"abntex2-modelo-artigo.tex","body":"%% abntex2-modelo-artigo.tex, v laurocesar\\n%% Copyright 2012- by abnTeX2 group at http://www.abntex.net.br/ \\n%%\\n%% This work may be distributed and/or modified under the\\n%% conditions of the LaTeX Project Public License, either version 1.3\\n%% of this license or (at your option) any later version.\\n%% The latest version of this license is in\\n%%   http://www.latex-project.org/lppl.txt\\n%% and version 1.3 or later is part of all distributions of LaTeX\\n%% version 2005/12/01 or later.\\n%%\\n%% This work has the LPPL maintenance status `maintained\'.\\n%% \\n%% The Current Maintainer of this work is the abnTeX2 team, led\\n%% by Lauro C\xc3\xa9sar Araujo. Further information are available on \\n%% http://www.abntex.net.br/\\n%%\\n%% This work consists of the files abntex2-modelo-artigo.tex and\\n%% abntex2-modelo-references.bib\\n%%\\n\\n% ------------------------------------------------------------------------\\n% ------------------------------------------------------------------------\\n% abnTeX2: Modelo de Artigo Acad\xc3\xaamico em conformidade com\\n% ABNT NBR 6022:2018: Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o - Artigo em publica\xc3\xa7\xc3\xa3o \\n% peri\xc3\xb3dica cient\xc3\xadfica - Apresenta\xc3\xa7\xc3\xa3o\\n% ------------------------------------------------------------------------\\n% ------------------------------------------------------------------------\\n\\n\\\\documentclass[\\n\\t% -- op\xc3\xa7\xc3\xb5es da classe memoir --\\n\\tarticle,\\t\\t\\t% indica que \xc3\xa9 um artigo acad\xc3\xaamico\\n\\t11pt,\\t\\t\\t\\t% tamanho da fonte\\n\\toneside,\\t\\t\\t% para impress\xc3\xa3o apenas no recto. Oposto a twoside\\n\\ta4paper,\\t\\t\\t% tamanho do papel. \\n\\t% -- op\xc3\xa7\xc3\xb5es da classe abntex2 --\\n\\t%chapter=TITLE,\\t\\t% t\xc3\xadtulos de cap\xc3\xadtulos convertidos em letras mai\xc3\xbasculas\\n\\t%section=TITLE,\\t\\t% t\xc3\xadtulos de se\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsection=TITLE,\\t% t\xc3\xadtulos de subse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsubsection=TITLE % t\xc3\xadtulos de subsubse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t% -- op\xc3\xa7\xc3\xb5es do pacote babel --\\n\\tenglish,\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tbrazil,\\t\\t\\t\\t% o \xc3\xbaltimo idioma \xc3\xa9 o principal do documento\\n\\tsumario=tradicional\\n\\t]{abntex2}\\n\\n\\n% ---\\n% PACOTES\\n% ---\\n\\n% ---\\n% Pacotes fundamentais \\n% ---\\n\\\\usepackage{lmodern}\\t\\t\\t% Usa a fonte Latin Modern\\n\\\\usepackage[T1]{fontenc}\\t\\t% Selecao de codigos de fonte.\\n\\\\usepackage[utf8]{inputenc}\\t\\t% Codificacao do documento (convers\xc3\xa3o autom\xc3\xa1tica dos acentos)\\n\\\\usepackage{indentfirst}\\t\\t% Indenta o primeiro par\xc3\xa1grafo de cada se\xc3\xa7\xc3\xa3o.\\n\\\\usepackage{nomencl} \\t\\t\\t% Lista de simbolos\\n\\\\usepackage{color}\\t\\t\\t\\t% Controle das cores\\n\\\\usepackage{graphicx}\\t\\t\\t% Inclus\xc3\xa3o de gr\xc3\xa1ficos\\n\\\\usepackage{microtype} \\t\\t\\t% para melhorias de justifica\xc3\xa7\xc3\xa3o\\n% ---\\n\\t\\t\\n% ---\\n% Pacotes adicionais, usados apenas no \xc3\xa2mbito do Modelo Can\xc3\xb4nico do abnteX2\\n% ---\\n\\\\usepackage{lipsum}\\t\\t\\t\\t% para gera\xc3\xa7\xc3\xa3o de dummy text\\n% ---\\n\\t\\t\\n% ---\\n% Pacotes de cita\xc3\xa7\xc3\xb5es\\n% ---\\n\\\\usepackage[brazilian,hyperpageref]{backref}\\t % Paginas com as cita\xc3\xa7\xc3\xb5es na bibl\\n\\\\usepackage[alf]{abntex2cite}\\t% Cita\xc3\xa7\xc3\xb5es padr\xc3\xa3o ABNT\\n% ---\\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es do pacote backref\\n% Usado sem a op\xc3\xa7\xc3\xa3o hyperpageref de backref\\n\\\\renewcommand{\\\\backrefpagesname}{Citado na(s) p\xc3\xa1gina(s):~}\\n% Texto padr\xc3\xa3o antes do n\xc3\xbamero das p\xc3\xa1ginas\\n\\\\renewcommand{\\\\backref}{}\\n% Define os textos da cita\xc3\xa7\xc3\xa3o\\n\\\\renewcommand*{\\\\backrefalt}[4]{\\n\\t\\\\ifcase #1 %\\n\\t\\tNenhuma cita\xc3\xa7\xc3\xa3o no texto.%\\n\\t\\\\or\\n\\t\\tCitado na p\xc3\xa1gina #2.%\\n\\t\\\\else\\n\\t\\tCitado #1 vezes nas p\xc3\xa1ginas #2.%\\n\\t\\\\fi}%\\n% ---\\n\\n% --- Informa\xc3\xa7\xc3\xb5es de dados para CAPA e FOLHA DE ROSTO ---\\n\\\\titulo{Modelo Can\xc3\xb4nico de Artigo cient\xc3\xadfico com \\\\abnTeX}\\n\\\\tituloestrangeiro{Canonical article template in \\\\abnTeX: optional foreign title}\\n\\n\\\\autor{\\nEquipe \\\\abnTeX\\\\thanks{``Recomenda-se que os dados de vincula\xc3\xa7\xc3\xa3o e\\nendere\xc3\xa7o constem em nota, com sistema de chamada pr\xc3\xb3prio, diferente do sistema \\nadotado para cita\xc3\xa7\xc3\xb5es no texto.\'\' \\\\url{http://www.abntex.net.br/}} \\n\\\\\\\\[0.5cm] \\nLauro C\xc3\xa9sar Araujo\\\\thanks{``Constar curr\xc3\xadculo sucinto de cada autor, com \\nvincula\xc3\xa7\xc3\xa3o corporativa e endere\xc3\xa7o de contato.\'\'} }\\n\\n\\\\local{Brasil}\\n\\\\data{2018, v}\\n% ---\\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es de apar\xc3\xaancia do PDF final\\n\\n% alterando o aspecto da cor azul\\n\\\\definecolor{blue}{RGB}{41,5,195}\\n\\n% informa\xc3\xa7\xc3\xb5es do PDF\\n\\\\makeatletter\\n\\\\hypersetup{\\n     \\t%pagebackref=true,\\n\\t\\tpdftitle={\\\\@title}, \\n\\t\\tpdfauthor={\\\\@author},\\n    \\tpdfsubject={Modelo de artigo cient\xc3\xadfico com abnTeX2},\\n\\t    pdfcreator={LaTeX with abnTeX2},\\n\\t\\tpdfkeywords={abnt}{latex}{abntex}{abntex2}{atigo cient\xc3\xadfico}, \\n\\t\\tcolorlinks=true,       \\t\\t% false: boxed links; true: colored links\\n    \\tlinkcolor=blue,          \\t% color of internal links\\n    \\tcitecolor=blue,        \\t\\t% color of links to bibliography\\n    \\tfilecolor=magenta,      \\t\\t% color of file links\\n\\t\\turlcolor=blue,\\n\\t\\tbookmarksdepth=4\\n}\\n\\\\makeatother\\n% --- \\n\\n% ---\\n% compila o indice\\n% ---\\n\\\\makeindex\\n% ---\\n\\n% ---\\n% Altera as margens padr\xc3\xb5es\\n% ---\\n\\\\setlrmarginsandblock{3cm}{3cm}{*}\\n\\\\setulmarginsandblock{3cm}{3cm}{*}\\n\\\\checkandfixthelayout\\n% ---\\n\\n% --- \\n% Espa\xc3\xa7amentos entre linhas e par\xc3\xa1grafos \\n% --- \\n\\n% O tamanho do par\xc3\xa1grafo \xc3\xa9 dado por:\\n\\\\setlength{\\\\parindent}{1.3cm}\\n\\n% Controle do espa\xc3\xa7amento entre um par\xc3\xa1grafo e outro:\\n\\\\setlength{\\\\parskip}{0.2cm}  % tente tamb\xc3\xa9m \\\\onelineskip\\n\\n% Espa\xc3\xa7amento simples\\n\\\\SingleSpacing\\n\\n\\n% ----\\n% In\xc3\xadcio do documento\\n% ----\\n\\\\begin{document}\\n\\n% Seleciona o idioma do documento (conforme pacotes do babel)\\n%\\\\selectlanguage{english}\\n\\\\selectlanguage{brazil}\\n\\n% Retira espa\xc3\xa7o extra obsoleto entre as frases.\\n\\\\frenchspacing \\n\\n% ----------------------------------------------------------\\n% ELEMENTOS PR\xc3\x89-TEXTUAIS\\n% ----------------------------------------------------------\\n\\n%---\\n%\\n% Se desejar escrever o artigo em duas colunas, descomente a linha abaixo\\n% e a linha com o texto ``FIM DE ARTIGO EM DUAS COLUNAS\'\'.\\n% \\\\twocolumn[    \\t\\t% INICIO DE ARTIGO EM DUAS COLUNAS\\n%\\n%---\\n\\n% p\xc3\xa1gina de titulo principal (obrigat\xc3\xb3rio)\\n\\\\maketitle\\n\\n\\n% titulo em outro idioma (opcional)\\n\\n\\n\\n% resumo em portugu\xc3\xaas\\n\\\\begin{resumoumacoluna}\\n Conforme a ABNT NBR 6022:2018, o resumo no idioma do documento \xc3\xa9 elemento obrigat\xc3\xb3rio. \\n Constitu\xc3\xaddo de uma sequ\xc3\xaancia de frases concisas e objetivas e n\xc3\xa3o de uma \\n simples enumera\xc3\xa7\xc3\xa3o de t\xc3\xb3picos, n\xc3\xa3o ultrapassando 250 palavras, seguido, logo \\n abaixo, das palavras representativas do conte\xc3\xbado do trabalho, isto \xc3\xa9, \\n palavras-chave e/ou descritores, conforme a NBR 6028. (\\\\ldots) As \\n palavras-chave devem figurar logo abaixo do resumo, antecedidas da express\xc3\xa3o \\n Palavras-chave:, separadas entre si por ponto e finalizadas tamb\xc3\xa9m por ponto.\\n \\n \\\\vspace{\\\\onelineskip}\\n \\n \\\\noindent\\n \\\\textbf{Palavras-chave}: latex. abntex. editora\xc3\xa7\xc3\xa3o de texto.\\n\\\\end{resumoumacoluna}\\n\\n\\n% resumo em ingl\xc3\xaas\\n\\\\renewcommand{\\\\resumoname}{Abstract}\\n\\\\begin{resumoumacoluna}\\n \\\\begin{otherlanguage*}{english}\\n   According to ABNT NBR 6022:2018, an abstract in foreign language is optional.\\n\\n   \\\\vspace{\\\\onelineskip}\\n \\n   \\\\noindent\\n   \\\\textbf{Keywords}: latex. abntex.\\n \\\\end{otherlanguage*}  \\n\\\\end{resumoumacoluna}\\n\\n% ]  \\t\\t\\t\\t% FIM DE ARTIGO EM DUAS COLUNAS\\n% ---\\n\\n\\\\begin{center}\\\\smaller\\n\\\\textbf{Data de submiss\xc3\xa3o e aprova\xc3\xa7\xc3\xa3o}: elemento obrigat\xc3\xb3rio. Indicar dia, m\xc3\xaas e ano\\n\\n\\\\textbf{Identifica\xc3\xa7\xc3\xa3o e disponibilidade}: elemento opcional. Pode ser indicado \\no endere\xc3\xa7o eletr\xc3\xb4nico, DOI, suportes e outras informa\xc3\xa7\xc3\xb5es relativas ao acesso.\\n\\\\end{center}\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\textual\\n\\n% ----------------------------------------------------------\\n% Introdu\xc3\xa7\xc3\xa3o\\n% ----------------------------------------------------------\\n\\\\section{Introdu\xc3\xa7\xc3\xa3o}\\n\\nEste documento e seu c\xc3\xb3digo-fonte s\xc3\xa3o exemplos de refer\xc3\xaancia de uso da classe\\n\\\\textsf{abntex2} e do pacote \\\\textsf{abntex2cite}. O documento exemplifica a\\nelabora\xc3\xa7\xc3\xa3o de publica\xc3\xa7\xc3\xa3o peri\xc3\xb3dica cient\xc3\xadfica impressa produzida conforme a ABNT\\nNBR 6022:2018 \\\\emph{Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o - Artigo em publica\xc3\xa7\xc3\xa3o peri\xc3\xb3dica\\ncient\xc3\xadfica - Apresenta\xc3\xa7\xc3\xa3o}.\\n\\nA express\xc3\xa3o ``Modelo can\xc3\xb4nico\'\' \xc3\xa9 utilizada para indicar que \\\\abnTeX\\\\ n\xc3\xa3o \xc3\xa9\\nmodelo espec\xc3\xadfico de nenhuma universidade ou institui\xc3\xa7\xc3\xa3o, mas que implementa t\xc3\xa3o\\nsomente os requisitos das normas da ABNT. Uma lista completa das normas\\nobservadas pelo \\\\abnTeX\\\\ \xc3\xa9 apresentada em \\\\citeonline{abntex2classe}.\\n\\nSinta-se convidado a participar do projeto \\\\abnTeX! Acesse o site do projeto em\\n\\\\url{http://www.abntex.net.br/}. Tamb\xc3\xa9m fique livre para conhecer,\\nestudar, alterar e redistribuir o trabalho do \\\\abnTeX, desde que os arquivos\\nmodificados tenham seus nomes alterados e que os cr\xc3\xa9ditos sejam dados aos\\nautores originais, nos termos da ``The \\\\LaTeX\\\\ Project Public\\nLicense\'\'\\\\footnote{\\\\url{http://www.latex-project.org/lppl.txt}}.\\n\\nEncorajamos que sejam realizadas customiza\xc3\xa7\xc3\xb5es espec\xc3\xadficas deste documento.\\nPor\xc3\xa9m, recomendamos que ao inv\xc3\xa9s de se alterar diretamente os arquivos do\\n\\\\abnTeX, distribua-se arquivos com as respectivas customiza\xc3\xa7\xc3\xb5es. Isso permite\\nque futuras vers\xc3\xb5es do \\\\abnTeX~n\xc3\xa3o se tornem automaticamente incompat\xc3\xadveis com\\nas customiza\xc3\xa7\xc3\xb5es promovidas. Consulte \\\\citeonline{abntex2-wiki-como-customizar}\\npara mais informa\xc3\xa7\xc3\xb5es.\\n\\nEste exemplo deve ser utilizado como complemento do manual da classe\\n\\\\textsf{abntex2} \\\\cite{abntex2classe}, dos manuais do pacote\\n\\\\textsf{abntex2cite} \\\\cite{abntex2cite,abntex2cite-alf} e do manual da classe\\n\\\\textsf{memoir} \\\\cite{memoir}. Consulte o \\\\citeonline{abntex2modelo} para obter\\nexemplos e informa\xc3\xa7\xc3\xb5es adicionais de uso de \\\\abnTeX\\\\ e de \\\\LaTeX.\\n\\n% ----------------------------------------------------------\\n% Se\xc3\xa7\xc3\xa3o de explica\xc3\xa7\xc3\xb5es\\n% ----------------------------------------------------------\\n\\\\section{Exemplos de comandos}\\n\\n\\\\subsection{Margens}\\n\\nA norma ABNT NBR 6022:2018 n\xc3\xa3o estabelece uma margem espec\xc3\xadfica a ser utilizada\\nno artigo cient\xc3\xadfico. Dessa maneira, caso deseje alterar as margens, utilize os\\ncomandos abaixo:\\n\\n\\\\begin{verbatim}\\n   \\\\setlrmarginsandblock{3cm}{3cm}{*}\\n   \\\\setulmarginsandblock{3cm}{3cm}{*}\\n   \\\\checkandfixthelayout\\n\\\\end{verbatim}\\n\\n\\\\subsection{Duas colunas}\\n\\n\xc3\x89 comum que artigos cient\xc3\xadficos sejam escritos em duas colunas. Para isso,\\nadicione a op\xc3\xa7\xc3\xa3o \\\\texttt{twocolumn} \xc3\xa0 classe do documento, como no exemplo:\\n\\n\\\\begin{verbatim}\\n   \\\\documentclass[article,11pt,oneside,a4paper,twocolumn]{abntex2}\\n\\\\end{verbatim}\\n\\n\xc3\x89 poss\xc3\xadvel indicar pontos do texto que se deseja manter em apenas uma coluna,\\ngeralmente o t\xc3\xadtulo e os resumos. Os resumos em \xc3\xbanica coluna em documentos com\\na op\xc3\xa7\xc3\xa3o \\\\texttt{twocolumn} devem ser escritos no ambiente\\n\\\\texttt{resumoumacoluna}:\\n\\n\\\\begin{verbatim}\\n   \\\\twocolumn[              % INICIO DE ARTIGO EM DUAS COLUNAS\\n\\n     \\\\maketitle             % pagina de titulo\\n\\n     \\\\renewcommand{\\\\resumoname}{Nome do resumo}\\n     \\\\begin{resumoumacoluna}\\n        Texto do resumo.\\n      \\n        \\\\vspace{\\\\onelineskip}\\n \\n        \\\\noindent\\n        \\\\textbf{Palavras-chave}: latex. abntex. editora\xc3\xa7\xc3\xa3o de texto.\\n     \\\\end{resumoumacoluna}\\n   \\n   ]                        % FIM DE ARTIGO EM DUAS COLUNAS\\n\\\\end{verbatim}\\n\\n\\\\subsection{Recuo do ambiente \\\\texttt{citacao}}\\n\\nNa produ\xc3\xa7\xc3\xa3o de artigos (op\xc3\xa7\xc3\xa3o \\\\texttt{article}), pode ser \xc3\xbatil alterar o recuo\\ndo ambiente \\\\texttt{citacao}. Nesse caso, utilize o comando:\\n\\n\\\\begin{verbatim}\\n   \\\\setlength{\\\\ABNTEXcitacaorecuo}{1.8cm}\\n\\\\end{verbatim}\\n\\nQuando um documento \xc3\xa9 produzido com a op\xc3\xa7\xc3\xa3o \\\\texttt{twocolumn}, a classe\\n\\\\textsf{abntex2} automaticamente altera o recuo padr\xc3\xa3o de 4 cm, definido pela\\nABNT NBR 10520:2002 se\xc3\xa7\xc3\xa3o 5.3, para 1.8 cm.\\n\\n\\\\section{Cabe\xc3\xa7alhos e rodap\xc3\xa9s customizados}\\n\\nDiferentes estilos de cabe\xc3\xa7alhos e rodap\xc3\xa9s podem ser criados usando os\\nrecursos padr\xc3\xb5es do \\\\textsf{memoir}.\\n\\nUm estilo pr\xc3\xb3prio de cabe\xc3\xa7alhos e rodap\xc3\xa9s pode ser diferente para p\xc3\xa1ginas pares\\ne \xc3\xadmpares. Observe que a diferencia\xc3\xa7\xc3\xa3o entre p\xc3\xa1ginas pares e \xc3\xadmpares s\xc3\xb3 \xc3\xa9\\nutilizada se a op\xc3\xa7\xc3\xa3o \\\\texttt{twoside} da classe \\\\textsf{abntex2} for utilizado.\\nCaso contr\xc3\xa1rio, apenas o cabe\xc3\xa7alho padr\xc3\xa3o da p\xc3\xa1gina par (\\\\emph{even}) \xc3\xa9 usado.\\n\\nVeja o exemplo abaixo cria um estilo chamado \\\\texttt{meuestilo}. O c\xc3\xb3digo deve\\nser inserido no pre\xc3\xa2mbulo do documento.\\n\\n\\\\begin{verbatim}\\n%%criar um novo estilo de cabe\xc3\xa7alhos e rodap\xc3\xa9s\\n\\\\makepagestyle{meuestilo}\\n  %%cabe\xc3\xa7alhos\\n  \\\\makeevenhead{meuestilo} %%pagina par\\n     {topo par \xc3\xa0 esquerda}\\n     {centro \\\\thepage}\\n     {direita}\\n  \\\\makeoddhead{meuestilo} %%pagina \xc3\xadmpar ou com oneside\\n     {topo \xc3\xadmpar/oneside \xc3\xa0 esquerda}\\n     {centro\\\\thepage}\\n     {direita}\\n  \\\\makeheadrule{meuestilo}{\\\\textwidth}{\\\\normalrulethickness} %linha\\n  %% rodap\xc3\xa9\\n  \\\\makeevenfoot{meuestilo}\\n     {rodap\xc3\xa9 par \xc3\xa0 esquerda} %%pagina par\\n     {centro \\\\thepage}\\n     {direita} \\n  \\\\makeoddfoot{meuestilo} %%pagina \xc3\xadmpar ou com oneside\\n     {rodap\xc3\xa9 \xc3\xadmpar/onside \xc3\xa0 esquerda}\\n     {centro \\\\thepage}\\n     {direita}\\n\\\\end{verbatim}\\n\\nPara usar o estilo criado, use o comando abaixo imediatamente ap\xc3\xb3s um dos\\ncomandos de divis\xc3\xa3o do documento. Por exemplo:\\n\\n\\\\begin{verbatim}\\n   \\\\begin{document}\\n     %%usar o estilo criado na primeira p\xc3\xa1gina do artigo:\\n     \\\\pretextual\\n     \\\\pagestyle{meuestilo}\\n     \\n     \\\\maketitle\\n     ...\\n     \\n     %%usar o estilo criado nas p\xc3\xa1ginas textuais\\n     \\\\textual\\n     \\\\pagestyle{meuestilo}\\n     \\n     \\\\chapter{Novo cap\xc3\xadtulo}\\n     ...\\n   \\\\end{document}  \\n\\\\end{verbatim}\\n   \\nOutras informa\xc3\xa7\xc3\xb5es sobre cabe\xc3\xa7alhos e rodap\xc3\xa9s est\xc3\xa3o dispon\xc3\xadveis na se\xc3\xa7\xc3\xa3o 7.3 do\\nmanual do \\\\textsf{memoir} \\\\cite{memoir}.\\n\\n\\\\section{Mais exemplos no Modelo Can\xc3\xb4nico de Trabalhos Acad\xc3\xaamicos}\\n\\nEste modelo de artigo \xc3\xa9 limitado em n\xc3\xbamero de exemplos de comandos, pois s\xc3\xa3o\\napresentados exclusivamente comandos diretamente relacionados com a produ\xc3\xa7\xc3\xa3o de\\nartigos.\\n\\nPara exemplos adicionais de \\\\abnTeX\\\\ e \\\\LaTeX, como inclus\xc3\xa3o de figuras,\\nf\xc3\xb3rmulas matem\xc3\xa1ticas, cita\xc3\xa7\xc3\xb5es, e outros, consulte o documento\\n\\\\citeonline{abntex2modelo}.\\n\\n\\\\section{Consulte o manual da classe \\\\textsf{abntex2}}\\n\\nConsulte o manual da classe \\\\textsf{abntex2} \\\\cite{abntex2classe} para uma\\nrefer\xc3\xaancia completa das macros e ambientes dispon\xc3\xadveis.\\n\\n% ---\\n% Finaliza a parte no bookmark do PDF, para que se inicie o bookmark na raiz\\n% ---\\n\\\\bookmarksetup{startatroot}% \\n% ---\\n\\n% ---\\n% Conclus\xc3\xa3o\\n% ---\\n\\\\section{Considera\xc3\xa7\xc3\xb5es finais}\\n\\n\\\\lipsum[1]\\n\\n\\\\begin{citacao}\\n\\\\lipsum[2]\\n\\\\end{citacao}\\n\\n\\\\lipsum[3]\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS P\xc3\x93S-TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\postextual\\n\\n% ----------------------------------------------------------\\n% Refer\xc3\xaancias bibliogr\xc3\xa1ficas\\n% ----------------------------------------------------------\\n\\\\bibliography{abntex2-modelo-references}\\n\\n% ----------------------------------------------------------\\n% Gloss\xc3\xa1rio\\n% ----------------------------------------------------------\\n%\\n% H\xc3\xa1 diversas solu\xc3\xa7\xc3\xb5es prontas para gloss\xc3\xa1rio em LaTeX. \\n% Consulte o manual do abnTeX2 para obter sugest\xc3\xb5es.\\n%\\n%\\\\glossary\\n\\n% ----------------------------------------------------------\\n% Ap\xc3\xaandices\\n% ----------------------------------------------------------\\n\\n% ---\\n% Inicia os ap\xc3\xaandices\\n% ---\\n\\\\begin{apendicesenv}\\n\\n% ----------------------------------------------------------\\n\\\\chapter{Nullam elementum urna vel imperdiet sodales elit ipsum pharetra ligula\\nac pretium ante justo a nulla curabitur tristique arcu eu metus}\\n% ----------------------------------------------------------\\n\\\\lipsum[55-56]\\n\\n\\\\end{apendicesenv}\\n% ---\\n\\n% ----------------------------------------------------------\\n% Anexos\\n% ----------------------------------------------------------\\n\\\\cftinserthook{toc}{AAA}\\n% ---\\n% Inicia os anexos\\n% ---\\n%\\\\anexos\\n\\\\begin{anexosenv}\\n\\n% ---\\n\\\\chapter{Cras non urna sed feugiat cum sociis natoque penatibus et magnis dis\\nparturient montes nascetur ridiculus mus}\\n% ---\\n\\n\\\\lipsum[31]\\n\\n\\\\end{anexosenv}\\n\\n% ----------------------------------------------------------\\n% Agradecimentos\\n% ----------------------------------------------------------\\n\\n\\\\section*{Agradecimentos}\\nTexto sucinto aprovado pelo peri\xc3\xb3dico em que ser\xc3\xa1 publicado. \xc3\x9altimo \\nelemento p\xc3\xb3s-textual.\\n\\n\\\\end{document}\\n"},{"id":"4f21347e482c48179b91329ae5052b84","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"abntex2-modelo-projeto-pesquisa.tex","body":"%% abtex2-modelo-projeto-pesquisa.tex, v laurocesar\\n%% Copyright 2012- by abnTeX2 group at http://www.abntex.net.br/ \\n%%\\n%% This work may be distributed and/or modified under the\\n%% conditions of the LaTeX Project Public License, either version 1.3\\n%% of this license or (at your option) any later version.\\n%% The latest version of this license is in\\n%%   http://www.latex-project.org/lppl.txt\\n%% and version 1.3 or later is part of all distributions of LaTeX\\n%% version 2005/12/01 or later.\\n%%\\n%% This work has the LPPL maintenance status `maintained\'.\\n%% \\n%% The Current Maintainer of this work is the abnTeX2 team, led\\n%% by Lauro C\xc3\xa9sar Araujo. Further information are available on \\n%% http://www.abntex.net.br/\\n%%\\n%% This work consists of the files abntex2-modelo-projeto-pesquisa.tex\\n%% and abntex2-modelo-references.bib\\n%%\\n\\n% ------------------------------------------------------------------------\\n% ------------------------------------------------------------------------\\n% abnTeX2: Modelo de Projeto de pesquisa em conformidade com \\n% ABNT NBR 15287:2011 Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o - Projeto de pesquisa -\\n% Apresenta\xc3\xa7\xc3\xa3o \\n% ------------------------------------------------------------------------ \\n% ------------------------------------------------------------------------\\n\\n\\\\documentclass[\\n\\t% -- op\xc3\xa7\xc3\xb5es da classe memoir --\\n\\t12pt,\\t\\t\\t\\t% tamanho da fonte\\n\\topenright,\\t\\t\\t% cap\xc3\xadtulos come\xc3\xa7am em p\xc3\xa1g \xc3\xadmpar (insere p\xc3\xa1gina vazia caso preciso)\\n\\ttwoside,\\t\\t\\t% para impress\xc3\xa3o em recto e verso. Oposto a oneside\\n\\ta4paper,\\t\\t\\t% tamanho do papel. \\n\\t% -- op\xc3\xa7\xc3\xb5es da classe abntex2 --\\n\\t%chapter=TITLE,\\t\\t% t\xc3\xadtulos de cap\xc3\xadtulos convertidos em letras mai\xc3\xbasculas\\n\\t%section=TITLE,\\t\\t% t\xc3\xadtulos de se\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsection=TITLE,\\t% t\xc3\xadtulos de subse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsubsection=TITLE,% t\xc3\xadtulos de subsubse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t% -- op\xc3\xa7\xc3\xb5es do pacote babel --\\n\\tenglish,\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tfrench,\\t\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tspanish,\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tbrazil,\\t\\t\\t\\t% o \xc3\xbaltimo idioma \xc3\xa9 o principal do documento\\n\\t]{abntex2}\\n\\n% ---\\n% PACOTES\\n% ---\\n\\n% ---\\n% Pacotes fundamentais \\n% ---\\n\\\\usepackage{lmodern}\\t\\t\\t% Usa a fonte Latin Modern\\n\\\\usepackage[T1]{fontenc}\\t\\t% Selecao de codigos de fonte.\\n\\\\usepackage[utf8]{inputenc}\\t\\t% Codificacao do documento (convers\xc3\xa3o autom\xc3\xa1tica dos acentos)\\n\\\\usepackage{indentfirst}\\t\\t% Indenta o primeiro par\xc3\xa1grafo de cada se\xc3\xa7\xc3\xa3o.\\n\\\\usepackage{color}\\t\\t\\t\\t% Controle das cores\\n\\\\usepackage{graphicx}\\t\\t\\t% Inclus\xc3\xa3o de gr\xc3\xa1ficos\\n\\\\usepackage{microtype} \\t\\t\\t% para melhorias de justifica\xc3\xa7\xc3\xa3o\\n% ---\\n\\n% ---\\n% Pacotes adicionais, usados apenas no \xc3\xa2mbito do Modelo Can\xc3\xb4nico do abnteX2\\n% ---\\n\\\\usepackage{lipsum}\\t\\t\\t\\t% para gera\xc3\xa7\xc3\xa3o de dummy text\\n% ---\\n\\n% ---\\n% Pacotes de cita\xc3\xa7\xc3\xb5es\\n% ---\\n\\\\usepackage[brazilian,hyperpageref]{backref}\\t % Paginas com as cita\xc3\xa7\xc3\xb5es na bibl\\n\\\\usepackage[alf]{abntex2cite}\\t% Cita\xc3\xa7\xc3\xb5es padr\xc3\xa3o ABNT\\n\\n% --- \\n% CONFIGURA\xc3\x87\xc3\x95ES DE PACOTES\\n% --- \\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es do pacote backref\\n% Usado sem a op\xc3\xa7\xc3\xa3o hyperpageref de backref\\n\\\\renewcommand{\\\\backrefpagesname}{Citado na(s) p\xc3\xa1gina(s):~}\\n% Texto padr\xc3\xa3o antes do n\xc3\xbamero das p\xc3\xa1ginas\\n\\\\renewcommand{\\\\backref}{}\\n% Define os textos da cita\xc3\xa7\xc3\xa3o\\n\\\\renewcommand*{\\\\backrefalt}[4]{\\n\\t\\\\ifcase #1 %\\n\\t\\tNenhuma cita\xc3\xa7\xc3\xa3o no texto.%\\n\\t\\\\or\\n\\t\\tCitado na p\xc3\xa1gina #2.%\\n\\t\\\\else\\n\\t\\tCitado #1 vezes nas p\xc3\xa1ginas #2.%\\n\\t\\\\fi}%\\n% ---\\n\\n% ---\\n% Informa\xc3\xa7\xc3\xb5es de dados para CAPA e FOLHA DE ROSTO\\n% ---\\n\\\\titulo{Modelo Can\xc3\xb4nico de\\\\\\\\ Projeto de pesquisa com \\\\abnTeX}\\n\\\\autor{Equipe \\\\abnTeX}\\n\\\\local{Brasil}\\n\\\\data{2015, v}\\n\\\\instituicao{%\\n  Universidade do Brasil -- UBr\\n  \\\\par\\n  Faculdade de Arquitetura da Informa\xc3\xa7\xc3\xa3o\\n  \\\\par\\n  Programa de P\xc3\xb3s-Gradua\xc3\xa7\xc3\xa3o}\\n\\\\tipotrabalho{Tese (Doutorado)}\\n% O preambulo deve conter o tipo do trabalho, o objetivo, \\n% o nome da institui\xc3\xa7\xc3\xa3o e a \xc3\xa1rea de concentra\xc3\xa7\xc3\xa3o \\n\\\\preambulo{Modelo can\xc3\xb4nico de Projeto de pesquisa em conformidade\\ncom as normas ABNT apresentado \xc3\xa0 comunidade de usu\xc3\xa1rios \\\\LaTeX.}\\n% ---\\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es de apar\xc3\xaancia do PDF final\\n\\n% alterando o aspecto da cor azul\\n\\\\definecolor{blue}{RGB}{41,5,195}\\n\\n% informa\xc3\xa7\xc3\xb5es do PDF\\n\\\\makeatletter\\n\\\\hypersetup{\\n     \\t%pagebackref=true,\\n\\t\\tpdftitle={\\\\@title}, \\n\\t\\tpdfauthor={\\\\@author},\\n    \\tpdfsubject={\\\\imprimirpreambulo},\\n\\t    pdfcreator={LaTeX with abnTeX2},\\n\\t\\tpdfkeywords={abnt}{latex}{abntex}{abntex2}{projeto de pesquisa}, \\n\\t\\tcolorlinks=true,       \\t\\t% false: boxed links; true: colored links\\n    \\tlinkcolor=blue,          \\t% color of internal links\\n    \\tcitecolor=blue,        \\t\\t% color of links to bibliography\\n    \\tfilecolor=magenta,      \\t\\t% color of file links\\n\\t\\turlcolor=blue,\\n\\t\\tbookmarksdepth=4\\n}\\n\\\\makeatother\\n% --- \\n\\n% --- \\n% Espa\xc3\xa7amentos entre linhas e par\xc3\xa1grafos \\n% --- \\n\\n% O tamanho do par\xc3\xa1grafo \xc3\xa9 dado por:\\n\\\\setlength{\\\\parindent}{1.3cm}\\n\\n% Controle do espa\xc3\xa7amento entre um par\xc3\xa1grafo e outro:\\n\\\\setlength{\\\\parskip}{0.2cm}  % tente tamb\xc3\xa9m \\\\onelineskip\\n\\n% ---\\n% compila o indice\\n% ---\\n\\\\makeindex\\n% ---\\n\\n% ----\\n% In\xc3\xadcio do documento\\n% ----\\n\\\\begin{document}\\n\\n% Seleciona o idioma do documento (conforme pacotes do babel)\\n%\\\\selectlanguage{english}\\n\\\\selectlanguage{brazil}\\n\\n% Retira espa\xc3\xa7o extra obsoleto entre as frases.\\n\\\\frenchspacing \\n\\n% ----------------------------------------------------------\\n% ELEMENTOS PR\xc3\x89-TEXTUAIS\\n% ----------------------------------------------------------\\n% \\\\pretextual\\n\\n% ---\\n% Capa\\n% ---\\n\\\\imprimircapa\\n% ---\\n\\n% ---\\n% Folha de rosto\\n% ---\\n\\\\imprimirfolhaderosto\\n% ---\\n\\n% ---\\n% NOTA DA ABNT NBR 15287:2011, p. 4:\\n%  ``Se exigido pela entidade, apresentar os dados curriculares do autor em\\n%     folha ou p\xc3\xa1gina distinta ap\xc3\xb3s a folha de rosto.\'\'\\n% ---\\n\\n% ---\\n% inserir lista de ilustra\xc3\xa7\xc3\xb5es\\n% ---\\n\\\\pdfbookmark[0]{\\\\listfigurename}{lof}\\n\\\\listoffigures*\\n\\\\cleardoublepage\\n% ---\\n\\n% ---\\n% inserir lista de tabelas\\n% ---\\n\\\\pdfbookmark[0]{\\\\listtablename}{lot}\\n\\\\listoftables*\\n\\\\cleardoublepage\\n% ---\\n\\n% ---\\n% inserir lista de abreviaturas e siglas\\n% ---\\n\\\\begin{siglas}\\n  \\\\item[ABNT] Associa\xc3\xa7\xc3\xa3o Brasileira de Normas T\xc3\xa9cnicas\\n  \\\\item[abnTeX] ABsurdas Normas para TeX\\n\\\\end{siglas}\\n% ---\\n\\n% ---\\n% inserir lista de s\xc3\xadmbolos\\n% ---\\n\\\\begin{simbolos}\\n  \\\\item[$ \\\\Gamma $] Letra grega Gama\\n  \\\\item[$ \\\\Lambda $] Lambda\\n  \\\\item[$ \\\\zeta $] Letra grega min\xc3\xbascula zeta\\n  \\\\item[$ \\\\in $] Pertence\\n\\\\end{simbolos}\\n% ---\\n\\n% ---\\n% inserir o sumario\\n% ---\\n\\\\pdfbookmark[0]{\\\\contentsname}{toc}\\n\\\\tableofcontents*\\n\\\\cleardoublepage\\n% ---\\n\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\textual\\n\\n% ----------------------------------------------------------\\n% Introdu\xc3\xa7\xc3\xa3o\\n% ----------------------------------------------------------\\n\\\\chapter*[Introdu\xc3\xa7\xc3\xa3o]{Introdu\xc3\xa7\xc3\xa3o}\\n\\\\addcontentsline{toc}{chapter}{Introdu\xc3\xa7\xc3\xa3o}\\n\\nEste documento e seu c\xc3\xb3digo-fonte s\xc3\xa3o exemplos de refer\xc3\xaancia de uso da classe\\n\\\\textsf{abntex2} e do pacote \\\\textsf{abntex2cite}. O documento \\nexemplifica a elabora\xc3\xa7\xc3\xa3o de projetos de pesquisa produzidos\\nconforme a ABNT NBR 15287:2011 \\\\emph{Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o - Projeto de\\npesquisa - Apresenta\xc3\xa7\xc3\xa3o}. \\n\\nA express\xc3\xa3o ``Modelo can\xc3\xb4nico\'\' \xc3\xa9 utilizada para indicar que \\\\abnTeX\\\\ n\xc3\xa3o \xc3\xa9\\nmodelo espec\xc3\xadfico de nenhuma universidade ou institui\xc3\xa7\xc3\xa3o, mas que implementa t\xc3\xa3o\\nsomente os requisitos das normas da ABNT. Uma lista completa das normas\\nobservadas pelo \\\\abnTeX\\\\ \xc3\xa9 apresentada em \\\\citeonline{abntex2classe}.\\n\\nSinta-se convidado a participar do projeto \\\\abnTeX! Acesse o site do projeto em\\n\\\\url{http://www.abntex.net.br/}. Tamb\xc3\xa9m fique livre para conhecer,\\nestudar, alterar e redistribuir o trabalho do \\\\abnTeX, desde que os arquivos\\nmodificados tenham seus nomes alterados e que os cr\xc3\xa9ditos sejam dados aos\\nautores originais, nos termos da ``The \\\\LaTeX\\\\ Project Public\\nLicense\'\'\\\\footnote{\\\\url{http://www.latex-project.org/lppl.txt}}.\\n\\nEncorajamos que sejam realizadas customiza\xc3\xa7\xc3\xb5es espec\xc3\xadficas deste exemplo para\\nuniversidades e outras institui\xc3\xa7\xc3\xb5es --- como capas, folhas de rosto, etc.\\nPor\xc3\xa9m, recomendamos que ao inv\xc3\xa9s de se alterar diretamente os arquivos do\\n\\\\abnTeX, distribua-se arquivos com as respectivas customiza\xc3\xa7\xc3\xb5es.\\nIsso permite que futuras vers\xc3\xb5es do \\\\abnTeX~n\xc3\xa3o se tornem automaticamente\\nincompat\xc3\xadveis com as customiza\xc3\xa7\xc3\xb5es promovidas. Consulte\\n\\\\citeonline{abntex2-wiki-como-customizar} para mais informa\xc3\xa7\xc3\xb5es.\\n\\nEste documento deve ser utilizado como complemento dos manuais do \\\\abnTeX\\\\ \\n\\\\cite{abntex2classe,abntex2cite,abntex2cite-alf} e da classe \\\\textsf{memoir}\\n\\\\cite{memoir}. Consulte \\\\citeonline{abntex2modelo} para obter\\nexemplos e informa\xc3\xa7\xc3\xb5es adicionais de uso de \\\\abnTeX\\\\ e de \\\\LaTeX.\\n\\nEsperamos, sinceramente, que o \\\\abnTeX\\\\ aprimore a qualidade do trabalho que\\nvoc\xc3\xaa produzir\xc3\xa1, de modo que o principal esfor\xc3\xa7o seja concentrado no principal:\\nna contribui\xc3\xa7\xc3\xa3o cient\xc3\xadfica.\\n\\nEquipe \\\\abnTeX \\n\\nLauro C\xc3\xa9sar Araujo\\n\\n% ----------------------------------------------------------\\n% Capitulo de textual  \\n% ----------------------------------------------------------\\n\\\\chapter{Elementos textuais}\\n\\n\\\\index{elementos textuais}A norma ABNT NBR 15287:2011, p. 5, apresenta a\\nseguinte orienta\xc3\xa7\xc3\xa3o quanto aos elementos textuais:\\n\\n\\\\begin{citacao}\\nO texto deve ser constitu\xc3\xaddo de uma parte introdut\xc3\xb3ria, na qual devem ser\\nexpostos o tema do projeto, o problema a ser abordado, a(s) hip\xc3\xb3tese(s),\\nquando couber(em), bem como o(s) objetivo(s) a ser(em) atingido(s) e a(s)\\njustificativa(s). \xc3\x89 necess\xc3\xa1rio que sejam indicados o referencial te\xc3\xb3rico que\\no embasa, a metodologia a ser utilizada, assim como os recursos e o cronograma\\nnecess\xc3\xa1rios \xc3\xa0 sua consecu\xc3\xa7\xc3\xa3o.\\n\\\\end{citacao}\\n\\nConsulte as demais normas da s\xc3\xa9rie ``Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o\'\' da ABNT\\npara outras informa\xc3\xa7\xc3\xb5es. Uma lista com as principais normas dessa s\xc3\xa9rie, todas\\nobservadas pelo \\\\abnTeX, \xc3\xa9 apresentada em \\\\citeonline{abntex2classe}.\\n\\n% ----------------------------------------------------------\\n% Capitulo com exemplos de comandos inseridos de arquivo externo \\n% ----------------------------------------------------------\\n\\n\\\\include{abntex2-modelo-include-comandos}\\n\\n% ---\\n% Finaliza a parte no bookmark do PDF\\n% para que se inicie o bookmark na raiz\\n% e adiciona espa\xc3\xa7o de parte no Sum\xc3\xa1rio\\n% ---\\n\\\\phantompart\\n\\n% ---\\n% Conclus\xc3\xa3o\\n% ---\\n\\\\chapter*[Considera\xc3\xa7\xc3\xb5es finais]{Considera\xc3\xa7\xc3\xb5es finais}\\n\\\\addcontentsline{toc}{chapter}{Considera\xc3\xa7\xc3\xb5es finais}\\n\\n\\\\lipsum[31-33]\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS P\xc3\x93S-TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\postextual\\n\\n% ----------------------------------------------------------\\n% Refer\xc3\xaancias bibliogr\xc3\xa1ficas\\n% ----------------------------------------------------------\\n\\\\bibliography{abntex2-modelo-references}\\n\\n% ----------------------------------------------------------\\n% Gloss\xc3\xa1rio\\n% ----------------------------------------------------------\\n%\\n% Consulte o manual da classe abntex2 para orienta\xc3\xa7\xc3\xb5es sobre o gloss\xc3\xa1rio.\\n%\\n%\\\\glossary\\n\\n% ----------------------------------------------------------\\n% Ap\xc3\xaandices\\n% ----------------------------------------------------------\\n\\n% ---\\n% Inicia os ap\xc3\xaandices\\n% ---\\n\\\\begin{apendicesenv}\\n\\n% Imprime uma p\xc3\xa1gina indicando o in\xc3\xadcio dos ap\xc3\xaandices\\n\\\\partapendices\\n\\n% ----------------------------------------------------------\\n\\\\chapter{Quisque libero justo}\\n% ----------------------------------------------------------\\n\\n\\\\lipsum[50]\\n\\n% ----------------------------------------------------------\\n\\\\chapter{Nullam elementum urna vel imperdiet sodales elit ipsum pharetra ligula\\nac pretium ante justo a nulla curabitur tristique arcu eu metus}\\n% ----------------------------------------------------------\\n\\\\lipsum[55-57]\\n\\n\\\\end{apendicesenv}\\n% ---\\n\\n\\n% ----------------------------------------------------------\\n% Anexos\\n% ----------------------------------------------------------\\n\\n% ---\\n% Inicia os anexos\\n% ---\\n\\\\begin{anexosenv}\\n\\n% Imprime uma p\xc3\xa1gina indicando o in\xc3\xadcio dos anexos\\n\\\\partanexos\\n\\n% ---\\n\\\\chapter{Morbi ultrices rutrum lorem.}\\n% ---\\n\\\\lipsum[30]\\n\\n% ---\\n\\\\chapter{Cras non urna sed feugiat cum sociis natoque penatibus et magnis dis\\nparturient montes nascetur ridiculus mus}\\n% ---\\n\\n\\\\lipsum[31]\\n\\n% ---\\n\\\\chapter{Fusce facilisis lacinia dui}\\n% ---\\n\\n\\\\lipsum[32]\\n\\n\\\\end{anexosenv}\\n\\n%---------------------------------------------------------------------\\n% INDICE REMISSIVO\\n%---------------------------------------------------------------------\\n\\n\\\\phantompart\\n\\n\\\\printindex\\n\\n\\n\\\\end{document}\\n"},{"id":"bdfe92dcf8cb406c96b2afd9e3477990","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"abntex2-modelo-trabalho-academico.tex","body":"%% abtex2-modelo-trabalho-academico.tex, v laurocesar\\n%% Copyright 2012- by abnTeX2 group at http://www.abntex.net.br/ \\n%%\\n%% This work may be distributed and/or modified under the\\n%% conditions of the LaTeX Project Public License, either version 1.3\\n%% of this license or (at your option) any later version.\\n%% The latest version of this license is in\\n%%   http://www.latex-project.org/lppl.txt\\n%% and version 1.3 or later is part of all distributions of LaTeX\\n%% version 2005/12/01 or later.\\n%%\\n%% This work has the LPPL maintenance status `maintained\'.\\n%% \\n%% The Current Maintainer of this work is the abnTeX2 team, led\\n%% by Lauro C\xc3\xa9sar Araujo. Further information are available on \\n%% http://www.abntex.net.br/\\n%%\\n%% This work consists of the files abntex2-modelo-trabalho-academico.tex,\\n%% abntex2-modelo-include-comandos and abntex2-modelo-references.bib\\n%%\\n\\n% ------------------------------------------------------------------------\\n% ------------------------------------------------------------------------\\n% abnTeX2: Modelo de Trabalho Academico (tese de doutorado, dissertacao de\\n% mestrado e trabalhos monograficos em geral) em conformidade com \\n% ABNT NBR 14724:2011: Informacao e documentacao - Trabalhos academicos -\\n% Apresentacao\\n% ------------------------------------------------------------------------\\n% ------------------------------------------------------------------------\\n\\n\\\\documentclass[\\n\\t% -- op\xc3\xa7\xc3\xb5es da classe memoir --\\n\\t12pt,\\t\\t\\t\\t% tamanho da fonte\\n\\topenright,\\t\\t\\t% cap\xc3\xadtulos come\xc3\xa7am em p\xc3\xa1g \xc3\xadmpar (insere p\xc3\xa1gina vazia caso preciso)\\n\\ttwoside,\\t\\t\\t% para impress\xc3\xa3o em recto e verso. Oposto a oneside\\n\\ta4paper,\\t\\t\\t% tamanho do papel. \\n\\t% -- op\xc3\xa7\xc3\xb5es da classe abntex2 --\\n\\t%chapter=TITLE,\\t\\t% t\xc3\xadtulos de cap\xc3\xadtulos convertidos em letras mai\xc3\xbasculas\\n\\t%section=TITLE,\\t\\t% t\xc3\xadtulos de se\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsection=TITLE,\\t% t\xc3\xadtulos de subse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t%subsubsection=TITLE,% t\xc3\xadtulos de subsubse\xc3\xa7\xc3\xb5es convertidos em letras mai\xc3\xbasculas\\n\\t% -- op\xc3\xa7\xc3\xb5es do pacote babel --\\n\\tenglish,\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tfrench,\\t\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tspanish,\\t\\t\\t% idioma adicional para hifeniza\xc3\xa7\xc3\xa3o\\n\\tbrazil\\t\\t\\t\\t% o \xc3\xbaltimo idioma \xc3\xa9 o principal do documento\\n\\t]{abntex2}\\n\\n% ---\\n% Pacotes b\xc3\xa1sicos \\n% ---\\n\\\\usepackage{lmodern}\\t\\t\\t% Usa a fonte Latin Modern\\t\\t\\t\\n\\\\usepackage[T1]{fontenc}\\t\\t% Selecao de codigos de fonte.\\n\\\\usepackage[utf8]{inputenc}\\t\\t% Codificacao do documento (convers\xc3\xa3o autom\xc3\xa1tica dos acentos)\\n\\\\usepackage{indentfirst}\\t\\t% Indenta o primeiro par\xc3\xa1grafo de cada se\xc3\xa7\xc3\xa3o.\\n\\\\usepackage{color}\\t\\t\\t\\t% Controle das cores\\n\\\\usepackage{graphicx}\\t\\t\\t% Inclus\xc3\xa3o de gr\xc3\xa1ficos\\n\\\\usepackage{microtype} \\t\\t\\t% para melhorias de justifica\xc3\xa7\xc3\xa3o\\n% ---\\n\\t\\t\\n% ---\\n% Pacotes adicionais, usados apenas no \xc3\xa2mbito do Modelo Can\xc3\xb4nico do abnteX2\\n% ---\\n\\\\usepackage{lipsum}\\t\\t\\t\\t% para gera\xc3\xa7\xc3\xa3o de dummy text\\n% ---\\n\\n% ---\\n% Pacotes de cita\xc3\xa7\xc3\xb5es\\n% ---\\n\\\\usepackage[brazilian,hyperpageref]{backref}\\t % Paginas com as cita\xc3\xa7\xc3\xb5es na bibl\\n\\\\usepackage[alf]{abntex2cite}\\t% Cita\xc3\xa7\xc3\xb5es padr\xc3\xa3o ABNT\\n\\n% --- \\n% CONFIGURA\xc3\x87\xc3\x95ES DE PACOTES\\n% --- \\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es do pacote backref\\n% Usado sem a op\xc3\xa7\xc3\xa3o hyperpageref de backref\\n\\\\renewcommand{\\\\backrefpagesname}{Citado na(s) p\xc3\xa1gina(s):~}\\n% Texto padr\xc3\xa3o antes do n\xc3\xbamero das p\xc3\xa1ginas\\n\\\\renewcommand{\\\\backref}{}\\n% Define os textos da cita\xc3\xa7\xc3\xa3o\\n\\\\renewcommand*{\\\\backrefalt}[4]{\\n\\t\\\\ifcase #1 %\\n\\t\\tNenhuma cita\xc3\xa7\xc3\xa3o no texto.%\\n\\t\\\\or\\n\\t\\tCitado na p\xc3\xa1gina #2.%\\n\\t\\\\else\\n\\t\\tCitado #1 vezes nas p\xc3\xa1ginas #2.%\\n\\t\\\\fi}%\\n% ---\\n\\n% ---\\n% Informa\xc3\xa7\xc3\xb5es de dados para CAPA e FOLHA DE ROSTO\\n% ---\\n\\\\titulo{Modelo Can\xc3\xb4nico de\\\\\\\\ Trabalho Acad\xc3\xaamico com \\\\abnTeX}\\n\\\\autor{Equipe \\\\abnTeX}\\n\\\\local{Brasil}\\n\\\\data{2018, v}\\n\\\\orientador{Lauro C\xc3\xa9sar Araujo}\\n\\\\coorientador{Equipe \\\\abnTeX}\\n\\\\instituicao{%\\n  Universidade do Brasil -- UBr\\n  \\\\par\\n  Faculdade de Arquitetura da Informa\xc3\xa7\xc3\xa3o\\n  \\\\par\\n  Programa de P\xc3\xb3s-Gradua\xc3\xa7\xc3\xa3o}\\n\\\\tipotrabalho{Tese (Doutorado)}\\n% O preambulo deve conter o tipo do trabalho, o objetivo, \\n% o nome da institui\xc3\xa7\xc3\xa3o e a \xc3\xa1rea de concentra\xc3\xa7\xc3\xa3o \\n\\\\preambulo{Modelo can\xc3\xb4nico de trabalho monogr\xc3\xa1fico acad\xc3\xaamico em conformidade com\\nas normas ABNT apresentado \xc3\xa0 comunidade de usu\xc3\xa1rios \\\\LaTeX.}\\n% ---\\n\\n\\n% ---\\n% Configura\xc3\xa7\xc3\xb5es de apar\xc3\xaancia do PDF final\\n\\n% alterando o aspecto da cor azul\\n\\\\definecolor{blue}{RGB}{41,5,195}\\n\\n% informa\xc3\xa7\xc3\xb5es do PDF\\n\\\\makeatletter\\n\\\\hypersetup{\\n     \\t%pagebackref=true,\\n\\t\\tpdftitle={\\\\@title}, \\n\\t\\tpdfauthor={\\\\@author},\\n    \\tpdfsubject={\\\\imprimirpreambulo},\\n\\t    pdfcreator={LaTeX with abnTeX2},\\n\\t\\tpdfkeywords={abnt}{latex}{abntex}{abntex2}{trabalho acad\xc3\xaamico}, \\n\\t\\tcolorlinks=true,       \\t\\t% false: boxed links; true: colored links\\n    \\tlinkcolor=blue,          \\t% color of internal links\\n    \\tcitecolor=blue,        \\t\\t% color of links to bibliography\\n    \\tfilecolor=magenta,      \\t\\t% color of file links\\n\\t\\turlcolor=blue,\\n\\t\\tbookmarksdepth=4\\n}\\n\\\\makeatother\\n% --- \\n\\n% ---\\n% Posiciona figuras e tabelas no topo da p\xc3\xa1gina quando adicionadas sozinhas\\n% em um p\xc3\xa1gina em branco. 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Voc\xc3\xaa pode utilizar este modelo como refer\xc3\xaancia. \\n% Por\xc3\xa9m, provavelmente a biblioteca da sua universidade lhe fornecer\xc3\xa1 um PDF\\n% com a ficha catalogr\xc3\xa1fica definitiva ap\xc3\xb3s a defesa do trabalho. Quando estiver\\n% com o documento, salve-o como PDF no diret\xc3\xb3rio do seu projeto e substitua todo\\n% o conte\xc3\xbado de implementa\xc3\xa7\xc3\xa3o deste arquivo pelo comando abaixo:\\n%\\n% \\\\begin{fichacatalografica}\\n%     \\\\includepdf{fig_ficha_catalografica.pdf}\\n% \\\\end{fichacatalografica}\\n\\n\\\\begin{fichacatalografica}\\n\\t\\\\sffamily\\n\\t\\\\vspace*{\\\\fill}\\t\\t\\t\\t\\t% Posi\xc3\xa7\xc3\xa3o vertical\\n\\t\\\\begin{center}\\t\\t\\t\\t\\t% Minipage Centralizado\\n\\t\\\\fbox{\\\\begin{minipage}[c][8cm]{13.5cm}\\t\\t% Largura\\n\\t\\\\small\\n\\t\\\\imprimirautor\\n\\t%Sobrenome, Nome do autor\\n\\t\\n\\t\\\\hspace{0.5cm} \\\\imprimirtitulo  / \\\\imprimirautor. --\\n\\t\\\\imprimirlocal, \\\\imprimirdata-\\n\\t\\n\\t\\\\hspace{0.5cm} \\\\thelastpage p. : il. (algumas color.) ; 30 cm.\\\\\\\\\\n\\t\\n\\t\\\\hspace{0.5cm} \\\\imprimirorientadorRotulo~\\\\imprimirorientador\\\\\\\\\\n\\t\\n\\t\\\\hspace{0.5cm}\\n\\t\\\\parbox[t]{\\\\textwidth}{\\\\imprimirtipotrabalho~--~\\\\imprimirinstituicao,\\n\\t\\\\imprimirdata.}\\\\\\\\\\n\\t\\n\\t\\\\hspace{0.5cm}\\n\\t\\t1. Palavra-chave1.\\n\\t\\t2. Palavra-chave2.\\n\\t\\t2. Palavra-chave3.\\n\\t\\tI. Orientador.\\n\\t\\tII. Universidade xxx.\\n\\t\\tIII. Faculdade de xxx.\\n\\t\\tIV. T\xc3\xadtulo \\t\\t\\t\\n\\t\\\\end{minipage}}\\n\\t\\\\end{center}\\n\\\\end{fichacatalografica}\\n% ---\\n\\n% ---\\n% Inserir errata\\n% ---\\n\\\\begin{errata}\\nElemento opcional da \\\\citeonline[4.2.1.2]{NBR14724:2011}. Exemplo:\\n\\n\\\\vspace{\\\\onelineskip}\\n\\nFERRIGNO, C. R. A. \\\\textbf{Tratamento de neoplasias \xc3\xb3sseas apendiculares com\\nreimplanta\xc3\xa7\xc3\xa3o de enxerto \xc3\xb3sseo aut\xc3\xb3logo autoclavado associado ao plasma\\nrico em plaquetas}: estudo cr\xc3\xadtico na cirurgia de preserva\xc3\xa7\xc3\xa3o de membro em\\nc\xc3\xa3es. 2011. 128 f. Tese (Livre-Doc\xc3\xaancia) - Faculdade de Medicina Veterin\xc3\xa1ria e\\nZootecnia, Universidade de S\xc3\xa3o Paulo, S\xc3\xa3o Paulo, 2011.\\n\\n\\\\begin{table}[htb]\\n\\\\center\\n\\\\footnotesize\\n\\\\begin{tabular}{|p{1.4cm}|p{1cm}|p{3cm}|p{3cm}|}\\n  \\\\hline\\n   \\\\textbf{Folha} & \\\\textbf{Linha}  & \\\\textbf{Onde se l\xc3\xaa}  & \\\\textbf{Leia-se}  \\\\\\\\\\n    \\\\hline\\n    1 & 10 & auto-conclavo & autoconclavo\\\\\\\\\\n   \\\\hline\\n\\\\end{tabular}\\n\\\\end{table}\\n\\n\\\\end{errata}\\n% ---\\n\\n% ---\\n% Inserir folha de aprova\xc3\xa7\xc3\xa3o\\n% ---\\n\\n% Isto \xc3\xa9 um exemplo de Folha de aprova\xc3\xa7\xc3\xa3o, elemento obrigat\xc3\xb3rio da NBR\\n% 14724/2011 (se\xc3\xa7\xc3\xa3o 4.2.1.3). Voc\xc3\xaa pode utilizar este modelo at\xc3\xa9 a aprova\xc3\xa7\xc3\xa3o\\n% do trabalho. Ap\xc3\xb3s isso, substitua todo o conte\xc3\xbado deste arquivo por uma\\n% imagem da p\xc3\xa1gina assinada pela banca com o comando abaixo:\\n%\\n% \\\\begin{folhadeaprovacao}\\n% \\\\includepdf{folhadeaprovacao_final.pdf}\\n% \\\\end{folhadeaprovacao}\\n%\\n\\\\begin{folhadeaprovacao}\\n\\n  \\\\begin{center}\\n    {\\\\ABNTEXchapterfont\\\\large\\\\imprimirautor}\\n\\n    \\\\vspace*{\\\\fill}\\\\vspace*{\\\\fill}\\n    \\\\begin{center}\\n      \\\\ABNTEXchapterfont\\\\bfseries\\\\Large\\\\imprimirtitulo\\n    \\\\end{center}\\n    \\\\vspace*{\\\\fill}\\n    \\n    \\\\hspace{.45\\\\textwidth}\\n    \\\\begin{minipage}{.5\\\\textwidth}\\n        \\\\imprimirpreambulo\\n    \\\\end{minipage}%\\n    \\\\vspace*{\\\\fill}\\n   \\\\end{center}\\n        \\n   Trabalho aprovado. \\\\imprimirlocal, 24 de novembro de 2012:\\n\\n   \\\\assinatura{\\\\textbf{\\\\imprimirorientador} \\\\\\\\ Orientador} \\n   \\\\assinatura{\\\\textbf{Professor} \\\\\\\\ Convidado 1}\\n   \\\\assinatura{\\\\textbf{Professor} \\\\\\\\ Convidado 2}\\n   %\\\\assinatura{\\\\textbf{Professor} \\\\\\\\ Convidado 3}\\n   %\\\\assinatura{\\\\textbf{Professor} \\\\\\\\ Convidado 4}\\n      \\n   \\\\begin{center}\\n    \\\\vspace*{0.5cm}\\n    {\\\\large\\\\imprimirlocal}\\n    \\\\par\\n    {\\\\large\\\\imprimirdata}\\n    \\\\vspace*{1cm}\\n  \\\\end{center}\\n  \\n\\\\end{folhadeaprovacao}\\n% ---\\n\\n% ---\\n% Dedicat\xc3\xb3ria\\n% ---\\n\\\\begin{dedicatoria}\\n   \\\\vspace*{\\\\fill}\\n   \\\\centering\\n   \\\\noindent\\n   \\\\textit{ Este trabalho \xc3\xa9 dedicado \xc3\xa0s crian\xc3\xa7as adultas que,\\\\\\\\\\n   quando pequenas, sonharam em se tornar cientistas.} \\\\vspace*{\\\\fill}\\n\\\\end{dedicatoria}\\n% ---\\n\\n% ---\\n% Agradecimentos\\n% ---\\n\\\\begin{agradecimentos}\\nOs agradecimentos principais s\xc3\xa3o direcionados \xc3\xa0 Gerald Weber, Miguel Frasson,\\nLeslie H. Watter, Bruno Parente Lima, Fl\xc3\xa1vio de Vasconcellos Corr\xc3\xaaa, Otavio Real\\nSalvador, Renato Machnievscz\\\\footnote{Os nomes dos integrantes do primeiro\\nprojeto abn\\\\TeX\\\\ foram extra\xc3\xaddos de\\n\\\\url{http://codigolivre.org.br/projects/abntex/}} e todos aqueles que\\ncontribu\xc3\xadram para que a produ\xc3\xa7\xc3\xa3o de trabalhos acad\xc3\xaamicos conforme\\nas normas ABNT com \\\\LaTeX\\\\ fosse poss\xc3\xadvel.\\n\\nAgradecimentos especiais s\xc3\xa3o direcionados ao Centro de Pesquisa em Arquitetura\\nda Informa\xc3\xa7\xc3\xa3o\\\\footnote{\\\\url{http://www.cpai.unb.br/}} da Universidade de\\nBras\xc3\xadlia (CPAI), ao grupo de usu\xc3\xa1rios\\n\\\\emph{latex-br}\\\\footnote{\\\\url{http://groups.google.com/group/latex-br}} e aos\\nnovos volunt\xc3\xa1rios do grupo\\n\\\\emph{\\\\abnTeX}\\\\footnote{\\\\url{http://groups.google.com/group/abntex2} e\\n\\\\url{http://www.abntex.net.br/}}~que contribu\xc3\xadram e que ainda\\ncontribuir\xc3\xa3o para a evolu\xc3\xa7\xc3\xa3o do \\\\abnTeX.\\n\\n\\\\end{agradecimentos}\\n% ---\\n\\n% ---\\n% Ep\xc3\xadgrafe\\n% ---\\n\\\\begin{epigrafe}\\n    \\\\vspace*{\\\\fill}\\n\\t\\\\begin{flushright}\\n\\t\\t\\\\textit{``N\xc3\xa3o vos amoldeis \xc3\xa0s estruturas deste mundo, \\\\\\\\\\n\\t\\tmas transformai-vos pela renova\xc3\xa7\xc3\xa3o da mente, \\\\\\\\\\n\\t\\ta fim de distinguir qual \xc3\xa9 a vontade de Deus: \\\\\\\\\\n\\t\\to que \xc3\xa9 bom, o que Lhe \xc3\xa9 agrad\xc3\xa1vel, o que \xc3\xa9 perfeito.\\\\\\\\\\n\\t\\t(B\xc3\xadblia Sagrada, Romanos 12, 2)}\\n\\t\\\\end{flushright}\\n\\\\end{epigrafe}\\n% ---\\n\\n% ---\\n% RESUMOS\\n% ---\\n\\n% resumo em portugu\xc3\xaas\\n\\\\setlength{\\\\absparsep}{18pt} % ajusta o espa\xc3\xa7amento dos par\xc3\xa1grafos do resumo\\n\\\\begin{resumo}\\n Segundo a \\\\citeonline[3.1-3.2]{NBR6028:2003}, o resumo deve ressaltar o\\n objetivo, o m\xc3\xa9todo, os resultados e as conclus\xc3\xb5es do documento. A ordem e a extens\xc3\xa3o\\n destes itens dependem do tipo de resumo (informativo ou indicativo) e do\\n tratamento que cada item recebe no documento original. O resumo deve ser\\n precedido da refer\xc3\xaancia do documento, com exce\xc3\xa7\xc3\xa3o do resumo inserido no\\n pr\xc3\xb3prio documento. (\\\\ldots) As palavras-chave devem figurar logo abaixo do\\n resumo, antecedidas da express\xc3\xa3o Palavras-chave:, separadas entre si por\\n ponto e finalizadas tamb\xc3\xa9m por ponto.\\n\\n \\\\textbf{Palavras-chave}: latex. abntex. editora\xc3\xa7\xc3\xa3o de texto.\\n\\\\end{resumo}\\n\\n% resumo em ingl\xc3\xaas\\n\\\\begin{resumo}[Abstract]\\n \\\\begin{otherlanguage*}{english}\\n   This is the english abstract.\\n\\n   \\\\vspace{\\\\onelineskip}\\n \\n   \\\\noindent \\n   \\\\textbf{Keywords}: latex. abntex. text editoration.\\n \\\\end{otherlanguage*}\\n\\\\end{resumo}\\n\\n% resumo em franc\xc3\xaas \\n\\\\begin{resumo}[R\xc3\xa9sum\xc3\xa9]\\n \\\\begin{otherlanguage*}{french}\\n    Il s\'agit d\'un r\xc3\xa9sum\xc3\xa9 en fran\xc3\xa7ais.\\n \\n   \\\\textbf{Mots-cl\xc3\xa9s}: latex. abntex. publication de textes.\\n \\\\end{otherlanguage*}\\n\\\\end{resumo}\\n\\n% resumo em espanhol\\n\\\\begin{resumo}[Resumen]\\n \\\\begin{otherlanguage*}{spanish}\\n   Este es el resumen en espa\xc3\xb1ol.\\n  \\n   \\\\textbf{Palabras clave}: latex. abntex. publicaci\xc3\xb3n de textos.\\n \\\\end{otherlanguage*}\\n\\\\end{resumo}\\n% ---\\n\\n% ---\\n% inserir lista de ilustra\xc3\xa7\xc3\xb5es\\n% ---\\n\\\\pdfbookmark[0]{\\\\listfigurename}{lof}\\n\\\\listoffigures*\\n\\\\cleardoublepage\\n% ---\\n\\n% ---\\n% inserir lista de quadros\\n% ---\\n\\\\pdfbookmark[0]{\\\\listofquadrosname}{loq}\\n\\\\listofquadros*\\n\\\\cleardoublepage\\n% ---\\n\\n% ---\\n% inserir lista de tabelas\\n% ---\\n\\\\pdfbookmark[0]{\\\\listtablename}{lot}\\n\\\\listoftables*\\n\\\\cleardoublepage\\n% ---\\n\\n% ---\\n% inserir lista de abreviaturas e siglas\\n% ---\\n\\\\begin{siglas}\\n  \\\\item[ABNT] Associa\xc3\xa7\xc3\xa3o Brasileira de Normas T\xc3\xa9cnicas\\n  \\\\item[abnTeX] ABsurdas Normas para TeX\\n\\\\end{siglas}\\n% ---\\n\\n% ---\\n% inserir lista de s\xc3\xadmbolos\\n% ---\\n\\\\begin{simbolos}\\n  \\\\item[$ \\\\Gamma $] Letra grega Gama\\n  \\\\item[$ \\\\Lambda $] Lambda\\n  \\\\item[$ \\\\zeta $] Letra grega min\xc3\xbascula zeta\\n  \\\\item[$ \\\\in $] Pertence\\n\\\\end{simbolos}\\n% ---\\n\\n% ---\\n% inserir o sumario\\n% ---\\n\\\\pdfbookmark[0]{\\\\contentsname}{toc}\\n\\\\tableofcontents*\\n\\\\cleardoublepage\\n% ---\\n\\n\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\textual\\n\\n% ----------------------------------------------------------\\n% Introdu\xc3\xa7\xc3\xa3o (exemplo de cap\xc3\xadtulo sem numera\xc3\xa7\xc3\xa3o, mas presente no Sum\xc3\xa1rio)\\n% ----------------------------------------------------------\\n\\\\chapter{Introdu\xc3\xa7\xc3\xa3o}\\n% ----------------------------------------------------------\\n\\nEste documento e seu c\xc3\xb3digo-fonte s\xc3\xa3o exemplos de refer\xc3\xaancia de uso da classe\\n\\\\textsf{abntex2} e do pacote \\\\textsf{abntex2cite}. O documento \\nexemplifica a elabora\xc3\xa7\xc3\xa3o de trabalho acad\xc3\xaamico (tese, disserta\xc3\xa7\xc3\xa3o e outros do\\ng\xc3\xaanero) produzido conforme a ABNT NBR 14724:2011 \\\\emph{Informa\xc3\xa7\xc3\xa3o e documenta\xc3\xa7\xc3\xa3o\\n- Trabalhos acad\xc3\xaamicos - Apresenta\xc3\xa7\xc3\xa3o}.\\n\\nA express\xc3\xa3o ``Modelo Can\xc3\xb4nico\'\' \xc3\xa9 utilizada para indicar que \\\\abnTeX\\\\ n\xc3\xa3o \xc3\xa9\\nmodelo espec\xc3\xadfico de nenhuma universidade ou institui\xc3\xa7\xc3\xa3o, mas que implementa t\xc3\xa3o\\nsomente os requisitos das normas da ABNT. Uma lista completa das normas\\nobservadas pelo \\\\abnTeX\\\\ \xc3\xa9 apresentada em \\\\citeonline{abntex2classe}.\\n\\nSinta-se convidado a participar do projeto \\\\abnTeX! Acesse o site do projeto em\\n\\\\url{http://www.abntex.net.br/}. Tamb\xc3\xa9m fique livre para conhecer,\\nestudar, alterar e redistribuir o trabalho do \\\\abnTeX, desde que os arquivos\\nmodificados tenham seus nomes alterados e que os cr\xc3\xa9ditos sejam dados aos\\nautores originais, nos termos da ``The \\\\LaTeX\\\\ Project Public\\nLicense\'\'\\\\footnote{\\\\url{http://www.latex-project.org/lppl.txt}}.\\n\\nEncorajamos que sejam realizadas customiza\xc3\xa7\xc3\xb5es espec\xc3\xadficas deste exemplo para\\nuniversidades e outras institui\xc3\xa7\xc3\xb5es --- como capas, folha de aprova\xc3\xa7\xc3\xa3o, etc.\\nPor\xc3\xa9m, recomendamos que ao inv\xc3\xa9s de se alterar diretamente os arquivos do\\n\\\\abnTeX, distribua-se arquivos com as respectivas customiza\xc3\xa7\xc3\xb5es.\\nIsso permite que futuras vers\xc3\xb5es do \\\\abnTeX~n\xc3\xa3o se tornem automaticamente\\nincompat\xc3\xadveis com as customiza\xc3\xa7\xc3\xb5es promovidas. Consulte\\n\\\\citeonline{abntex2-wiki-como-customizar} para mais informa\xc3\xa7\xc3\xb5es.\\n\\nEste documento deve ser utilizado como complemento dos manuais do \\\\abnTeX\\\\ \\n\\\\cite{abntex2classe,abntex2cite,abntex2cite-alf} e da classe \\\\textsf{memoir}\\n\\\\cite{memoir}. \\n\\nEsperamos, sinceramente, que o \\\\abnTeX\\\\ aprimore a qualidade do trabalho que\\nvoc\xc3\xaa produzir\xc3\xa1, de modo que o principal esfor\xc3\xa7o seja concentrado no principal:\\nna contribui\xc3\xa7\xc3\xa3o cient\xc3\xadfica.\\n\\nEquipe \\\\abnTeX \\n\\nLauro C\xc3\xa9sar Araujo\\n\\n% ----------------------------------------------------------\\n% PARTE\\n% ----------------------------------------------------------\\n\\\\part{Prepara\xc3\xa7\xc3\xa3o da pesquisa}\\n% ----------------------------------------------------------\\n\\n% ---\\n% Capitulo com exemplos de comandos inseridos de arquivo externo \\n% ---\\n\\\\include{abntex2-modelo-include-comandos}\\n% ---\\n\\n\\\\chapter{Conte\xc3\xbados espec\xc3\xadficos do modelo de trabalho acad\xc3\xaamico}\\\\label{cap_trabalho_academico}\\n\\n\\\\section{Quadros}\\n\\nEste modelo vem com o ambiente \\\\texttt{quadro} e impress\xc3\xa3o de Lista de quadros \\nconfigurados por padr\xc3\xa3o. Verifique um exemplo de utiliza\xc3\xa7\xc3\xa3o:\\n\\n\\\\begin{quadro}[htb]\\n\\\\caption{\\\\label{quadro_exemplo}Exemplo de quadro}\\n\\\\begin{tabular}{|c|c|c|c|}\\n\\t\\\\hline\\n\\t\\\\textbf{Pessoa} & \\\\textbf{Idade} & \\\\textbf{Peso} & \\\\textbf{Altura} \\\\\\\\ \\\\hline\\n\\tMarcos & 26    & 68   & 178    \\\\\\\\ \\\\hline\\n\\tIvone  & 22    & 57   & 162    \\\\\\\\ \\\\hline\\n\\t...    & ...   & ...  & ...    \\\\\\\\ \\\\hline\\n\\tSueli  & 40    & 65   & 153    \\\\\\\\ \\\\hline\\n\\\\end{tabular}\\n\\\\fonte{Autor.}\\n\\\\end{quadro}\\n\\nEste par\xc3\xa1grafo apresenta como referenciar o quadro no texto, requisito\\nobrigat\xc3\xb3rio da ABNT. \\nPrimeira op\xc3\xa7\xc3\xa3o, utilizando \\\\texttt{autoref}: Ver o \\\\autoref{quadro_exemplo}. \\nSegunda op\xc3\xa7\xc3\xa3o, utilizando  \\\\texttt{ref}: Ver o Quadro \\\\ref{quadro_exemplo}.\\n\\n% ----------------------------------------------------------\\n% PARTE\\n% ----------------------------------------------------------\\n\\\\part{Referenciais te\xc3\xb3ricos}\\n% ----------------------------------------------------------\\n\\n% ---\\n% Capitulo de revis\xc3\xa3o de literatura\\n% ---\\n\\\\chapter{Lorem ipsum dolor sit amet}\\n% ---\\n\\n% ---\\n\\\\section{Aliquam vestibulum fringilla lorem}\\n% ---\\n\\n\\\\lipsum[1]\\n\\n\\\\lipsum[2-3]\\n\\n% ----------------------------------------------------------\\n% PARTE\\n% ----------------------------------------------------------\\n\\\\part{Resultados}\\n% ----------------------------------------------------------\\n\\n% ---\\n% primeiro capitulo de Resultados\\n% ---\\n\\\\chapter{Lectus lobortis condimentum}\\n% ---\\n\\n% ---\\n\\\\section{Vestibulum ante ipsum primis in faucibus orci luctus et ultrices\\nposuere cubilia Curae}\\n% ---\\n\\n\\\\lipsum[21-22]\\n\\n% ---\\n% segundo capitulo de Resultados\\n% ---\\n\\\\chapter{Nam sed tellus sit amet lectus urna ullamcorper tristique interdum\\nelementum}\\n% ---\\n\\n% ---\\n\\\\section{Pellentesque sit amet pede ac sem eleifend consectetuer}\\n% ---\\n\\n\\\\lipsum[24]\\n\\n% ----------------------------------------------------------\\n% Finaliza a parte no bookmark do PDF\\n% para que se inicie o bookmark na raiz\\n% e adiciona espa\xc3\xa7o de parte no Sum\xc3\xa1rio\\n% ----------------------------------------------------------\\n\\\\phantompart\\n\\n% ---\\n% Conclus\xc3\xa3o\\n% ---\\n\\\\chapter{Conclus\xc3\xa3o}\\n% ---\\n\\n\\\\lipsum[31-33]\\n\\n% ----------------------------------------------------------\\n% ELEMENTOS P\xc3\x93S-TEXTUAIS\\n% ----------------------------------------------------------\\n\\\\postextual\\n% ----------------------------------------------------------\\n\\n% ----------------------------------------------------------\\n% Refer\xc3\xaancias bibliogr\xc3\xa1ficas\\n% ----------------------------------------------------------\\n\\\\bibliography{abntex2-modelo-references}\\n\\n% ----------------------------------------------------------\\n% Gloss\xc3\xa1rio\\n% ----------------------------------------------------------\\n%\\n% Consulte o manual da classe abntex2 para orienta\xc3\xa7\xc3\xb5es sobre o gloss\xc3\xa1rio.\\n%\\n%\\\\glossary\\n\\n% ----------------------------------------------------------\\n% Ap\xc3\xaandices\\n% ----------------------------------------------------------\\n\\n% ---\\n% Inicia os ap\xc3\xaandices\\n% ---\\n\\\\begin{apendicesenv}\\n\\n% Imprime uma p\xc3\xa1gina indicando o in\xc3\xadcio dos ap\xc3\xaandices\\n\\\\partapendices\\n\\n% ----------------------------------------------------------\\n\\\\chapter{Quisque libero justo}\\n% ----------------------------------------------------------\\n\\n\\\\lipsum[50]\\n\\n% ----------------------------------------------------------\\n\\\\chapter{Nullam elementum urna vel imperdiet sodales elit ipsum pharetra ligula\\nac pretium ante justo a nulla curabitur tristique arcu eu metus}\\n% ----------------------------------------------------------\\n\\\\lipsum[55-57]\\n\\n\\\\end{apendicesenv}\\n% ---\\n\\n\\n% ----------------------------------------------------------\\n% Anexos\\n% ----------------------------------------------------------\\n\\n% ---\\n% Inicia os anexos\\n% ---\\n\\\\begin{anexosenv}\\n\\n% Imprime uma p\xc3\xa1gina indicando o in\xc3\xadcio dos anexos\\n\\\\partanexos\\n\\n% ---\\n\\\\chapter{Morbi ultrices rutrum lorem.}\\n% ---\\n\\\\lipsum[30]\\n\\n% ---\\n\\\\chapter{Cras non urna sed feugiat cum sociis natoque penatibus et magnis dis\\nparturient montes nascetur ridiculus mus}\\n% ---\\n\\n\\\\lipsum[31]\\n\\n% ---\\n\\\\chapter{Fusce facilisis lacinia dui}\\n% ---\\n\\n\\\\lipsum[32]\\n\\n\\\\end{anexosenv}\\n\\n%---------------------------------------------------------------------\\n% INDICE REMISSIVO\\n%---------------------------------------------------------------------\\n\\\\phantompart\\n\\\\printindex\\n%---------------------------------------------------------------------\\n\\n\\\\end{document}\\n"},{"id":"cf653e1257c6443d9fbeb9f1de11618d","parent_id":"8812167663f841e6a61eb690433eb4e8","title":"Raspberry Pi","body":"Raspberry Pi\\n============\\n\\n## Linux Distros\\n\\n+ Archlinux on ARM\\n  http://archpi.dabase.com/\\n\\n\\n## Hardware\\n\\n## Boot\\n"},{"id":"790731dd6aa3489e926e65e0897044ea","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"Abstract com Templates","body":"Abstract com Templates\\n\\n\\n::: abstract\\n\\n$if(cite)$**$for(cite)$$cite$$sep$; $endfor$**.$else$$if(author)$**$for(author)$$sep$; $endfor$**.$endif$$endif$ $if(title)$*$title$*$else$*(Sem T\xc3\xadtulo)*$endif$$if(subtitle)$: $subtitle$. $endif$$if(description)$$description$. $endif$$if(imprenta)$$imprenta$. $endif$\\n\\n$if(abstract-pt)$$-- abstract-pt\\n\\n# Resumo {- .pre}\\n\\n$abstract-pt$\\n\\n$if(palavras-chave)$**Palavras-chave:** $for(palavras-chave)$$palavras-chave$$sep$; $endfor$.$endif$\\n\\n\\n$endif$ $-- abstract-pt\\n$if(abstract)$$-- abstract\\n\\n# Abstract {- .pre}\\n\\n$abstract$\\n\\n$if(keywords)$**Keywords:** $for(keywords)$$keywords$$sep$; $endfor$.$endif$\\n\\n$endif$ $-- abstract\\n\\n$-- for f in *.md; do pandoc --template $(pwd)/$f -f markdown -t markdown $f -o ~/Documentos/${f%.md}-new.md;pandoc -f markdown -t html -s -c pandoc.css -o /home/renato/Documentos/${f%.md}.html ~/Documentos/${f%.md}-new.md -N --toc ;done\\n\\n$-- note=b71af217a2134b67813c2df348ec3ced; while inotifywait ${note}.md; do pandoc --template ${note}.md -f markdown -t markdown ${note}.md -o ~/Documentos/${note}-new.md;pandoc -f markdown -t html -s -c pandoc.css -o /home/renato/Documentos/${note}.html ~/Documentos/${note}-new.md -N --toc ;date -Is;done\\n\\n$-- token=3d035521693ecddeec9f1c6a133ddbbb0b99c2d251e7b8c96fa350100d9a3120210f398d75948d22f0eabdf02f74fab95459209aca0882ee934bad5da116b7a4; note=b71af217a2134b67813c2df348ec3ced; curl -s \\"http://localhost:41184/notes/${note}?token=${token}\\" | jq -r \'.body\' | tee ~/Documentos/${note}.md 1>|/dev/null; while inotifywait ~/Documentos/${note}.md; do pandoc --template ~/Documentos/${note}.md -f markdown -t markdown ~/Documentos/${note}.md -o ~/Documentos/${note}-new.md;pandoc -f markdown -t html -s -c pandoc.css -o /home/renato/Documentos/${note}.html ~/Documentos/${note}-new.md -N --toc ; curl -s -X PUT -d \\"$(jq -sR \'{body:.}\' ~/Documentos/${note}.md)\\" \\"http://localhost:41184/notes/${note}?token=${token}\\" | jq -r \'del(.body)\' ;date -Is;python3 -m http.server -d ~/Documentos;done\\n\\n$-- screen -S python3\\n$-- cd ~/Documentos;python3 -m http.server\\n$-- ` Ctrl-A + d `\\n\\n:::\\n"},{"id":"067ee14f4026493ab7995d1fc1bd791b","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"Pandoc Filters","body":"Pandoc Filters\\n==============\\n\\n+ Fonte: \\n  https://pandoc.org/filters.html\\n\\n+ Mustache\\n\\n"},{"id":"fd271ee47b9e46cdb149735a734bac23","parent_id":"98e31c2c37d54ab8b13c69096e92de62","title":"pandoc.css","body":"pandoc.css\\n\\n```css\\nbody {\\n    font-family: \'Cambria\';\\n    text-align: justify;\\n\\tfont-size: 11pt;\\n    background-color: #f3f3f3;\\n}\\n\\nspan.s, span.S, span._, span.u {\\n\\ttext-decoration: underline;\\n}\\n\\nspan.azul, span.blue, span.az {\\n\\tcolor: blue;\\n}\\n\\nspan.cinza, span.gray, psan.cz {\\n\\tcolor: #808080;\\n}\\n\\nspan.verde, span.green, span.verd, span.vd {\\n\\tcolor: #008000;\\n}\\n\\n.marcado {\\n\\tbackground-color: yellow;\\n\\tcolor: red;\\n}\\n\\nspan.vermelho, span.red, span.verm, span.vm {\\n\\tcolor: red;\\n}\\n.title,.subtitle,.pre {\\n    text-align: center;\\n    margin-top: 0;\\n    margin-bottom: 0;\\n\\tfont-family: Calibri;\\n}\\n\\n.author {\\n    text-align: center;\\n}\\n\\n.date {\\n    text-align: center;\\n}\\n\\n\\n.abstract{\\n    margin-left: 80px;\\n    margin-right: 80px;\\n}\\n\\n.abstract p {font-size:0.75em}\\n.abstract h1 {font-size: 1em;}\\n\\nblockquote {\\n    margin-left: 80px;\\n    margin-right: 0px;\\n}\\n\\nh1, h2, h3, h4, h5, h6 {\\n    text-decoration: underline;\\n    margin-top: 2em;\\n    margin-bottom: 2em;\\n\\tfont-family: Calibri;\\n}\\n\\nh1 {\\n    font-size: 1.5em;\\n}\\n\\nh2, h3, h4, h5, h6 {\\n    font-size: 1.25em;\\n}\\n\\n.footnotes {\\n    font-size:0.75em;\\n    margin-left: 0;\\n}\\n\\n```"},{"id":"b05396ed217849e8b7752bdf5cddcfb2","parent_id":"58fb00b1a94d43ccadba829800e9695b","title":"Berilo (S3)","body":"Berilo (S3)\\n\\nInfo | Desc.\\n:---:|:---\\nSecret | 1M7QaChiUImx+ShrucA16TPqkt1hCVBci+MrAnHd7h4"},{"id":"1ba701d0cadf4502bb7d21eb345e93f0","parent_id":"58fb00b1a94d43ccadba829800e9695b","title":"Ametista","body":"**Ametista\\n\\n# Informa\xc3\xa7\xc3\xb5es B\xc3\xa1sicas\\n\\nInfo | Descri\xc3\xa7\xc3\xa3o\\n:----:|:---------\\nMem\xc3\xb3ria | 1 GB\\nDisco | 25 GB\\nRegi\xc3\xa3o | NYC1\\nipv4  | 68.183.21.34\\nIPv6 | N/A\\nIP Privado | 10.136.59.35\\nFloating IP | 174.138.127.10\\nDistro | CentOS 7.5 x64\\nKernel | 3\\nDataCenter | NYC 1\\n\\n# Servi\xc3\xa7os\\n\\nServi\xc3\xa7o | Usu\xc3\xa1rio | Senha \\n:------:|:-------:|------\\n login | root | N/A\\n login  | centos  | `u38\'!C@Renato Xavier da Silveira Rosa
renato@silveirarosa.com
+55 11 4193.1452

\\n

Esta mensagem \xc3\xa9 confidencial. Caso a receba por engano, por favor, notifique imediatamente o remetente e apague este e-mail. N\xc3\xa3o copie ou encaminhe seu conte\xc3\xbado a terceiros.

This email is confidential. If this message has been received in error, please notify the sender immediately and delete this email. Do not copy this message or disclose its contents to anyone

\\n\\n## Varia\xc3\xa7\xc3\xa3o 2\\n\\n```html\\n

Renato Xavier da Silveira Rosa
renato@renatorosa.com

Esta mensagem \xc3\xa9 confidencial. Caso a receba por engano, por favor, notifique imediatamente o remetente e apague este e-mail. N\xc3\xa3o copie ou encaminhe seu conte\xc3\xbado a terceiros.

This email is confidential. If this message has been received in error, please notify the sender immediately and delete this email. Do not copy this message or disclose its contents to anyone.

\\n```"},{"id":"c9186257ef0b4124a10f94897885d669","parent_id":"58fb00b1a94d43ccadba829800e9695b","title":"Ambar","body":"Ambar\\n\\nServi\xc3\xa7o|Usu\xc3\xa1rio|Senha\\n:---:|:---:|:---:\\nLogin|root|\\nLogin|centos|\\nLogin|renato|(sim)\\nMariaDB|root|`wWrhxYZixXYhNfLQ`\\nMariaDB|mail|`8srRRlKGMSB4CeTR`\\nMariaDB|pma|`3UhicbjOp2e8g7ud`\\n"},{"id":"0e086d079c684575823d807ccd5d3a90","parent_id":"160a8ee1328d4346ba9dec4bdfd5f9f0","title":"Justificativa OAB-SP 2018","body":"Justificativa OAB-SP 2018\\n\\nIlmo. Sr. Presidente:\\n\\nNo dia das elei\xc3\xa7\xc3\xb5es de 2018 eu compareci \xc3\xa0 117\xc2\xaa Subse\xc3\xa7\xc3\xa3o, onde sou inscrita (Barueri/SP), conforme declara\xc3\xa7\xc3\xa3o anexa [Doc. 01], n\xc3\xa3o sendo poss\xc3\xadvel realizar o voto em raz\xc3\xa3o da exist\xc3\xaancia de d\xc3\xa9bitos em aberto, no valor de R$957,99 [Doc. 02].\\n\\nPara realizar o voto era necess\xc3\xa1rio quitar \xc3\xa0 vista o d\xc3\xa9bito integral, no mesmo dia, o que n\xc3\xa3o me foi poss\xc3\xadvel por raz\xc3\xb5es financeiras.\\n\\nNo sentido de regularizar meus d\xc3\xa9bitos, a \xc3\xbanica op\xc3\xa7\xc3\xa3o vi\xc3\xa1vel \xc3\xa9 o parcelamento, o que s\xc3\xb3 \xc3\xa9 poss\xc3\xadvel depois das elei\xc3\xa7\xc3\xb5es e, ao tentar faz\xc3\xaa-lo hoje, fui informada de que s\xc3\xb3 \xc3\xa9 poss\xc3\xadvel o acordo se as anuidades de 2018 estiverem em dia, o que n\xc3\xa3o est\xc3\xa3o. Para inclui-las no acordo, sou obrigada a esperar o ano calend\xc3\xa1rio seguinte. Portanto, farei o acordo em janeiro de 2019, englobando todos os meus d\xc3\xa9bitos.\\n\\nNesses termos, requeiro que a presente justificativa seja aceita e que n\xc3\xa3o me seja aplicada qualquer penalidade em raz\xc3\xa3o da falta de voto.\\n\\nBarueri-SP, 02 dez. 2018.\\n\\n(a) Sofia Yachimciuc de Vasconcelos - OAB/SP 385.854\\n\\n- Doc. 01: [https://cloud.silveirarosa.com/s/XDL7FgYgMwMg6Eo]\\n- Doc. 02: [https://cloud.silveirarosa.com/s/r3KJ6jc95KDjknp]\\n\\n\\nJustificativa pelo n\xc3\xa3o comparecimento \xc3\xa0s Elei\xc3\xa7\xc3\xb5es de 2018 da OAB SP\\nTri\xc3\xaanio 2019/2021\\nAdvogada SOFIA YACHIMCIUC DE VASCONCELOS\\nOAB SP n\xc2\xba 385854 - Definitivo\\n\\nJustificativa registrada com sucesso.\\n\\nSeu protocolo \xc3\xa9 EL5287880212115750\\n"},{"id":"b6c8e451acd14c85b2199c65f885f7e4","parent_id":"150ff209efde4e10a627824398cb5967","title":"APK6-EST","body":"APK6-EST\\n\\n\\n```powershell\\n\\nnet use S: \\"https://cloud.silveirarosa.com/remote.php/dav/files/USERNAME/\\" /user:renato \\"LSp2n-8Nmgn-DQdr8-rTToQ-FSNcH\\"\\n\\nnet use S: \\"https://cloud.silveirarosa.com/remote.php/webdav\\" /user:renato \\"LSp2n-8Nmgn-DQdr8-rTToQ-FSNcH\\"\\n\\nnet use S: \\n\\nhttps://cloud.silveirarosa.com/remote.php/webdav\\n\\n/user:renato \\n\\nLSp2n-8Nmgn-DQdr8-rTToQ-FSNcH\\n\\n```\\n\\n`net use s: \\\\\\\\cloud.silveirarosa.com@ssl\\\\DavWWWRoot\\\\remote.php /user:renato LSp2n-8Nmgn-DQdr8-rTToQ-FSNcH`\\n\\n"},{"id":"0eae2252f4874ea0a45d231acd35360a","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"M\xc3\xb3veis da Sala","body":"\\nEspa\xc3\xa7o | Largura | Altura | Profundidade\\n---|---|---|---\\nNicho do Rack| 65cm (25\\" \xc2\xbd) | 19cm (7\\" \xc2\xbd) | 41,5cm (16\\" \xc2\xbc)"},{"id":"2f6c760e355c4fb69fbe9ca6b0ad1097","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Sofia Claro","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 05:53:02\\n:::\\n\\n::: {.title}\\nSofia Claro\\n:::\\n\\n::: {.content}\\n\\\\# 416.248.168-78\\\\\\n881,74\\\\\\n10.8.2015\\\\\\n\\\\\\n\\\\\\n05.27.50\\\\\\n260,85\\\\\\n/2\\\\\\n\\\\\\n24.7.2015\\\\\\n\\\\\\n2015.465.282.742\\\\\\ndaiane\\n:::\\n:::\\n"},{"id":"de9bb6fde2384983b38fe6999d7e4a22","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Sofia Onibus","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 22:35:01\\n:::\\n\\n::: {.title}\\nSofia Onibus\\n:::\\n\\n::: {.content}\\n\\\\# IDA\\\\\\nT131 - 18 do forte para Barueri centro. Desce na Tocantins. R\\\\$3,50\\\\\\n264. Sai do Bradesco. Desce na Tocantins - R\\\\$4,50\\\\\\n579. Sai da FIEB. Desce na HP. R\\\\$3,75\\\\\\n085 - s\xc3\xb3 vai at\xc3\xa9 alpha 2. R\\\\$5,35\\\\\\n228 - Parte da FIEB e s\xc3\xb3 vai at\xc3\xa9 HP. R\\\\$4,10\\\\\\n\\\\\\n\\\\# VOLTA\\\\\\nT131 - Vai at\xc3\xa9 o Term. de Barueri antes de retorno\\\\... p\xc3\xa9ssimo\\\\\\n264 - Tocantins vai at\xc3\xa9 o Alpha 10. Descer no Bradesco. R\\\\$4,50\\\\\\n228 - parte da HP. e passa na FIEB. R\\\\$4,10\\n:::\\n:::\\n"},{"id":"8064b48e88de4ea09382ec0c3a36bbae","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Sofia - dados","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n15 de out de 2018 18:52:57\\n:::\\n\\n::: {.title}\\nSofia - dados\\n:::\\n\\n::: {.content}\\nCpf 416.248.168-78\\\\\\nRg 37907725-5\\\\\\nPassaporte FM099623, issued 05 dez 2014, valid. 4 dez 2019\\\\\\nEleitor, Zona 258, se\xc3\xa7\xc3\xa3o 0516.\\\\\\nAAdvantage 8J74CN8\\\\\\nTAM Fidelidade 1195075040\\\\\\nVpv 961200\\\\\\nSodexo alimenta\xc3\xa7\xc3\xa3o pass 5088\\\\\\nSodexo cultura pass 6739\\\\\\nSodexo Sofia pass. 7652\\\\\\nC. 1880 3192\\\\\\n\\\\\\nIta\xc3\xba 341\\\\\\nAG. 5602\\\\\\nC/c. 07536-7\\\\\\nCPF 416.248.168-78\\\\\\n\\\\\\nBradesco 237\\\\\\nAg. 1286\\\\\\nC.c/ 0.038.210-8\\\\\\nCPF 228.102.178-58\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"d6b18262be244f0586b3286adca65ba6","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Sodexo Sofia","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n23 de mai de 2018 07:44:01\\n:::\\n\\n::: {.title}\\nSodexo Sofia\\n:::\\n\\n::: {.content}\\n7652\\n:::\\n:::\\n"},{"id":"4b103d1342ae410a82e96338284de8c0","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"SPU Alpha Park","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:07:23\\n:::\\n\\n::: {.title}\\nSPU Alpha Park\\n:::\\n\\n::: {.content}\\nIdentifica\xc3\xa7\xc3\xa3o do im\xc3\xb3vel: N\xc3\xbamero do RIP: 6213.0116564-65\\n:::\\n:::\\n"},{"id":"13120349492f483ba95badb9ba7339f1","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Super Conta + Cart??o Super Business","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n26 de jul de 2018 12:52:48\\n:::\\n\\n::: {.title}\\nSuper Conta + Cart\xc3\xa3o Super Business\\n:::\\n\\n::: {.content}\\nSuper Conta\\\\\\nBanco Santander (033)\\\\\\n\\\\*\\\\*\\\\*\\\\\\n\\\\\\nCart\xc3\xa3o Super Business\\\\\\n5276 6000 1194 4629\\\\\\nCVV 580 09/2020\\\\\\n\\\\\\nBanco 033\\\\\\nAg 1676\\\\\\nCc 77.000.050-5\\n:::\\n\\n::: {.attachments}\\n- 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)\\n:::\\n:::\\n"},{"id":"25b263e4a20e41a28de6c24200d7da25","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"VTM Sofia","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 20:57:36\\n:::\\n\\n::: {.title}\\nVTM Sofia\\n:::\\n\\n::: {.content}\\n4660.3201.0077.7015\\n:::\\n\\n::: {.attachments}\\n- 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X1Kd0Wt7llLblUkHPJPNRNMjfKSQueMcVDqk+6+cjcY3AO4VSkuTESV3AkfLxmqE1oaPlv5fmFgdp6e1RRzlw4TJ465qmt08u75sE8YpqS+WDglSeuOcUERVtyy0zmVSTkjHB7VNJOQwYSbXzjJ/lWc0m5WkdhkjA5xTSzo2G+bPIxzmoKuarSNgLyxPBIqcEEbGQHJ79xWXHMYxw3QdM9TUyXxcKSA/wBe1TYtM0JW3bGIxs4ABpxl2OCMt25qv5wcKzKERhj6UtqrFJPMK7CfrVBYtbpN5BZjk9OwpTcSxMwZcqcAEckVBGCjbe3VT7Vaij85cljnrkUnsKyHrtUZUtk9s0BHAfB8s5GOcA/hUaFMkoOfU808oS+7gJjkiudC2JoizI7H7w468H3qVdsgy3DKPzqG3iHluVYvk5q15QY7lGQPvDNXYV0WbZQ0O84wOxFOEbKUyQEPYGmxR9ScbQMjntSwBvmyfoB3rSKsjFlsZSQsp49acskhlYD72B09OaiWNmLDdgZzzVgx7iXDbGxjINUIRPNTkEhe4q9FJ+7UKOAP61UiTJHzEDGOtXYAoCqMnJ6H0rNvQrYmXEhDD+E8VZhjEiNn5eOcd6i+z7BnIQKc4z1pY2cThQpIPQ+tY2J5riRhomHORnAqZWZjwOCfWmSoyEbV7/Nk0RxDBAPOfWmkSTrIB8m7a1QksvBIIHIHpT4gkjgMPm/vVGEaT05zkCtUmMctxuY5OF6H3qOdmhUhQMe9EwHlbAdpHGagJZkB3bj64p7CQ+3lkEZVyRxkVWkuyrjBYn0606cMihycY7k4qvLtkUvnaE64qLpFDd/yu2SD2qkJJMf6vPPXPFTTMsacNlW96qys8EWQxKVd0JIbeMSnztg9sVWkuGhChTkE4Ix1pHl88AswI/WqM0mfmx/F0pXNVG5Y80xgnGATjntVbz28wxZwTk5pkjpHKGB+8ccc1Xa4CRqRkuTngZxRzWLUULcu437zknjaDVG5uJH3uMqABnjqKW5uJSS5UnfgDiqzyMpKs27aO/erTT2LsVTcMVlBJUE5HbmlFwpjzvyQOvekmeQPuYYXsR2psTGR8gHyzzg0zRK6JJWEMUe77mRg96dbGQxZ3k5OeTnNVi3nrs253H5eelNjjmWYc5UHBHaoaNaeh7x8F9Cu7q5S/mObZrc25bHTmuisNNv/AACbizGjf23YtIZIplVWYBuob6Yp3wKPk+FnCnB8zOM57+9elxESA79qt60kk9z3aS9258y20ryHAxv4yK1rRJS+ZCNvQisyFQJGQDLNgnHetWFCypglV75rmcrbHzLNmxhjO4ZAAPbrXo/w7u/s2pRIjMFYgcHrXm9oF8sDoTnmu78DSiK/t/UEHNa03caPrHQ7Rp7KJhjGK3YrIZxt4z6VR8A4udJhbO4Ef1rs49NynyjrXSjsjqjCFgBkhelWI7POPlHHqK2003aPu896nXTsr061VirGH9lGCAAPfFIbLcpBA+tbQ08jjvTTZbATt56UWsTY597DCEYHHoKzri1JDALXWPa7Yznkms24ttrHA5qQRzTWowcqRx1rlfFQEdnJt4b1rvZoMdTXn3j91t7WXngAkmkY1FozyS/XfLI5Yhj2rzOwidLnWLR22zNuYeuCDivSJr+2lYr5ygnjk1wHiyCTS76HVl+aBfllI67RXRRV9Dz2rFOK/iv4tOgVtrs21gOuVznNaUMYbWnw28ogDEdeTx/KuYtryK01Q6h5bJa3APlvkY3Y/rXT+GbWS2gluJ/9ZK27k9ucVdWLiiOhbuVGX43EHjFVZ18v5yGye1Wrm5t3OwSAP169/SoGi3KSzbcDnnNedJMEZsxkViWCnjOAKqzBnZlBJB5yD09qvyr5e1PvL3NU3UASAHr+lZ7DM2WRuDg8GkhtmlfcvKd6laKRh0w3T6/5xWlBaC33bgTxnj1q+YqKMm9dbddq/KAPzrjNRmMw3ggMDjk811OsyBrhyOAABiuTusKMAZ6nPrQ2y9tjPuXdsBTtJ4wazDITv6AsQBuPFaN8CUTb17YrMljyOhwO5HSoEmyALJvZRjcc9B2qs6FWO4gt79KvxuzROehTIziqLTb8DbvXv9a2iN7EQXjbuG3B4x3qF0Qwn5QCODj1qd4mLBQcjO7jtVZ4gu9SSFds1bJixpQl0GVUdCaauS5QuMbuMnrTzHsJQfNzmlcbT5mz5QeDjipNmMiClRux3AOe1OJRFWMDgtztHamgGRmVsJznp0q1BpzM288DIHHeqSM7MiVRI4GzOT1PHFWbPTJC53KzDqCe1X7WxVdySfw9D61dJMCgKd2OOPSiw0iGGyjtiCMM56kVPHCNmS4UjqpqOWZkkYgbVIAJxnFICrByWJOQQOlM05SeOZUJztUk461VlkaNSDgEc5pWRVl3jG09aqXzJKHCkqM8ULUdhZpBIYgh3N1bB6USzGD5iRu9Aaz4ybeJ843MeMHpUMkqtlmIODjB61QEt7euZGIBbIHAo0qaWCVywO2QbSGPY1HFbDjcVJPQkHkVNLIP3YCqMdSKT0E9hkdqnm9wAe/1q3d2UEkbSbicnhcdKrbiQDkHB45pGuRBlcZVgefelcm7C/so3sVeNiXU4IOcYrJC7BsQY65k/GtyymWOF4jyZOxrOuoPJR0DAZ/hNJysUrszWUwxBlZmbJOSafFOGjYkYkPoaZLJhGVDnHJz2quZSI+V3HIxihO42WHnzgqoYZHJ5+tI0pZuPkU9waq+aq7mGFHXH1p2/BCp1PU+lWSWY2woBwnXkn3q3HHhUXODnqDVFUwOu89wauWY5G75T2HpQNGo6MVKiQHbzz0p0KkIwTBZh096iigZmd3YnI9Ktx4QjOcnpUWYx0USk5JJbGMinwqyjltjZIHuKYFAwsbHbnOcVOgZsnGSo6etZTb2GSpD5atyAey96VIyflJJBPPFM3KZFIyH65NWUlRVU5y57VEdyWOhiG7AbGOuOOKsBjsYhFwCOh6iq8UrlmYEAE88VaUqHyW+QjkAGtrmVrEsI3fOMDA4UnipVlCAgbMnk46gVEJUjQMmW9OO1PjjV5WYKOBj607kPUsRRbV3Ag89SeKsIuCxPIA9KqQtvfGRtGflA6Vdhl2ggjG7pVFrVCouBuDqFHOTVg7CgJJ+vaofs4YDB4B5pwYmQqfmTjHasbWJa6lllJj3DntzSwOyvGMkkDOaTYVVRnA9KFGHBPHpimncESTyM+/aTnIzuNSJGZCGBycfw1Gse9m2k+vIpUO0jJKHPaqAs442BGyB19DUDKYyACVPQnpU7uGX92/Hr61SkcmRixpxCSEnXewUbvXJNQeY33EccD1p0pzC53EcdRVNSPL3KeQPvUmrkpE0sjbCjgMvQ55qg8UjOMzKq9x6+1S/aCitnBJGcmqkly+D8o5Hp0rK3kVdkjxoysHba2cjccVSuN7RkBwMds0ye4KgITgn+9zVWW5VgE3BWPfFUoiSGuRjh13dyDUUilVI8wA9h61AwKswDqeey0huWD4K89jjtQ1Y3ja1hsiiSMMGKMvfPBqvNIqwcESPjt0FRz3GVZM+WD2PrVe4uVyynA2jqtTYtIHu8RKGUFh1UjpVaR1cBZBtUng561E9wHSQxndIeuRxUQcgZbLBeg681rHQqxJnzWZQWMWeGJ4zSuobaoZlVTyQe351DGcB/m4JGPam5cfKTl8bTxmrumXHYk8v94hRyU7+n86ZCzmdQMYB+6r8mkhmi3sUGzA4BHWpY1jDh1Pzjo3rQaJ2Z9J/AlivhxiAWZm574NepmJh8zEdejd68o+ApLeGmdmy3mEYX616vyy560j2qLfJY+aoRJ5okPykcYFbNqjBkyTgjJz0rGsmDK5ZQGHQ1s2wZ5Ovy7ehNciVz5ttGvFF5SHB3DjGK67wrOFkhbBDZxmuStxsh5HJx0rpNAyluZNuCpyFFdNONkTdH2l8F8X+ixMSDxgfnXrUdiIwvGTXi37Otx5ug2JbGW3A+v3jXvSRV2U4XR6NJc0Sl9mG05Bpy269geBV8RrTfLHoa6PZm/LYo/ZBnOKY9opJJGRWkIx3FMe3XnFL2YctzDmssg4FUJrAlu3TvXTPbcZxVN7QEnIOKxlTM3Bo5C8tRGGDD3zXivxNaOW1vHmY+UnybV6tya+hr+1HlvlcDHJr51+K/wDoElzFJD5tu2WIA5B56VjynPUukeEakNLWYmSG4t1PST1Pr1rjtR1K4a2aK73S6UzEGXqSK7y4t7aZvMW3mmJ+6rnj+Vc3rHhyTSYWnn3SWXJe3z90d8V2UZI86RyUNibPyHvHLaQ5YxFO3Bx196vrrFzBDBb3ly8Ns4ISZergdvaqlxZGKKGS6DHSZifKUnA/2fpVyDwzf28Mcr2yahAR8sTclF9RW9acWjOzHW8umSKx8u7aLGDMxyevrmrEF9Jp2oCykkZ4JwHhdhk/SqtvBp6xuhS4iVG5hPH6YrQtNIN9dpfPH5cUYxEjcfia8ubXQDSmVtzHOBx+FVwF/eZOcmtG4QBSPlJI9ayZJg2UK7ST1zXFYEWLC2WaRdw3bW/xqTV5BbhsfLjt+dXNOQQozNznA/nWDrNwLovncMHHApo1jsc5qFz5krEZOOoFYFw4CHHLEGtm8AEjAEADvmsW7O9i2AeDyPSqewypNMoIQDHygjPas3UEZ0LRk4zkgnrzVyVWMLkABPU1RmQeWrgnGOmayvYaTIYVCM6Z5PODVC5MgLhQuO57Yq2JFkYMTg4xVeR1UFORzWlOVy2tCASIS212B7bTURYncMkntmrXy7dwzyOQarSwrIFwARzkV0GaTW4rQOpJ2F1x2HSgEMHj2j3zxRDC5GxcHGOTnitCHTjISp3EjkgHigtalT+z5JWXZnBHLHoa2be1MQQknAPFS2NkFiEXzHByM1ZmVsED5iODxQa27EBGwt/ETzkc4quSVDHqTwCeKsFPLfphcdfWmSN5kmCDtHTAxQKwxZWYY43fy+tL5wLEuAXI5x3okX7Pg8kt27GopM7wzKSSP4aVhACrJ8xJGOo6VTnkRYtrDv2qW6JRWjUglj0Fc/qV/sUqAfTPpitIRJuOknES4XLZPBbtSxxCV23kbiOo4rPs5jcZZ+/Sr5Z1wqjgjrTcbBcuwr1JAIQd+9N85I1wQAc5zVZZMKWyMDjr1qrPPlHQHgCpYyWa8hRS4BJzzk0S3Q24XPI7VlJPGxIUk9mGOlJHulLMpYAetSTI1mYiAMxIcfMGXjv0pLgJclZ9xYDgk+tULa6IJjJLe/pUzyHaQqqQPmGPWoabY4kciFmcgfKSRxVcMQcZwF7Zp1uxijk9Tk7Se9MlQmPcFC5Gc5qkrD6FeRIm3uTgZ5BNWLbYysysM5zg1VkxsJfbgdaS1mKM+0LjOBkVWoLY1opQ0T4XBHUkdKkgnUPubcMdC3eqPmvuBG0KeMHpUhLuw3ct6AcVQzZ+17iApZR0p8t+jBGRmymRkisy3ctJtyD2J9PrUkMqqHX7yA8nFIDU3kKFOTgfwnNT2lw3mAKzY6GqUbsmN2Cp9BU6ySbidoVh7dazZLLSSyHhD8g6554qzE8TZ27jjqTVOOU7gFXgDJxyanUEqxKkBvXihIi7RajwqZxjnirSXGSuFxkYNUoMJuyrPngBeantmIRjjj0NS029CJNlpJsSY3Yx7cVOt8mXCjLjis3y8AliVRjk1IhLcsFYduOaSREWaiTRhsiNgP4sCrqsGQNuGAMjI6VhwT+XKWC7ST0q35wYMvI5yMcVqaRdkX1uwqlVztzkmpldATkghTkAHmswMUjOeTjvVq3lWRQWQHAzxwRUXM5N7mjnyxIy/eXHU9KSOVVKyMcg9c1QSRmRtykY689etCbnAVlAU+9SZ8xqSuBuI2gEdj1qoGEcRAyS1VJp2xtwD6c1Hc3jAK79AAeB0qojUjViu8KEAIwMn61C10CWyfmPGDWZHclSW3fePBNQO7sxYkjqRgelWi+Y1WvwryJ1/CqqTZR19T0qosrlmcEZGOMc1A9wVcv0APOaVrjuTz3CpOVGcBehqrPqj7sDABGOmKiu7nh3OGxyCpqhcXZlY7geMYxRsGvYlkugZSMhuwyKguL1fLIUZk9ewqk7N5pUjpzxWfMztIUYArnJzTNUXmv8cvke+Kge/JV5A3y/dFUL9nEYVflGe3eqT3Ox2QHI6kehqrXRb2NS5nEhVc54zWe9+u7BGSepFUZJ5NpZWC5POT2qGacRgbADgZzU8paLxu0ZDtz833cHtTHv0QqN5GBj5e9ZLyMsRc8f3aq7y2ByMjJxVpG3U2JdTWM7GDqW9fTNFxdMCCrFVb7oHWsiSXO1Vffggjd1+lSM7vgPwM4yrfMPwp8rGasV6rTHg/KMA/nUkepBJpU2H5sYzx35rFlyGZ8svTHOKt2g80puOc9zzmhqw1e59WfAOQP4acJgL5nOPrXrBZ0iwueD9K8k/Z6APhqUY3YlA+Xt1r19CCDGcZJ4xWfU9qjpA+bUGWYAgkHkAVr2wHyuP7vTFY1rF5bNiTdu65rYtncKixgsRweOK54HzEjc0pco244PGAa6bR8MCOwNcxZg5wQQa6fRF4IXtyTXUjP0Ppr9nPUmDWtoWwocnH4mvp9W69q+QvgVeC31e3TPJOPfrX15Hn5a9CktD1cO3YeCfWk3Gn4OM8UuD7V08p3WI9xo3GpMH2oA9aXKwsMHzAio3iBBxU2Ka4PAqXET2MjUbcNEy9j1/WvnL4oMX1maM+nTHua+k9VUi1c+g6ivmb4gEza5I4+bg9T7muCr7p52IdjzuaIiRsqoA/hArkddj/tTVUsgweEDdKvqPTNdncp8zSbSAeCO1cXbuUn1a53Auu4HPGMDOazpXSueZc419Ihv9WfT8EWaqRChYnDDJ4rU8IXVwBe6fMwee1fYHbuvarjWaWmn2d8h3zeYHBXr8xwf0ogRYPE88iKFM0Yzj2z1/OtpyvEbdy61pErGQoruOMkd6p3cbAHtj+H2rTeNt2Vbbwcis6YEx8thu/NcTu2QtykSQNxxwapvGHkG0Yb1q1Jnbgkn6VFCoLZwwX1FS0UlqXbqQW1mPvByOorjruUyTSnzDg9K3tUuVG1ZHPPA5rmLkMJjtyqep71lFamhl3rndtIBOeT7Vk3R8ho88jB+UCtW9Qr5hLgg9Ky5BJsZz8y4x9K0Ub7iW5ny75bcgn5f7oqiI1kclc7QMfNVp5GEsvyhT2waqbsEneSO49KysblSUeW7KuGI5BqCJZJN5dcvjr6UrAMzHzNvP3s81XuJmSJSm8ndyV7jmtIqyuAPFMH2lsk8Zx0pdpE2EO7jkH8aYfMdg4k8vvjdUgRmgZlLLLnnFLnYrFiwjMsuTnjHy1uQZiYg9ScE4qlpto8UAkJ3ucfWtaJiqguoIzyTRzspKwzzGVhswCeM0gDbmLcr3IoaYLNs+UoTx3NNYt5hH8OM8VSbZWrIp2Uxbc8ds0myQMSG4C8euakZUaEnOHHT86gR2Unc7Nzk7zVvRD6MFBcMjAl8ZzUAdtxDSAEDoetNuLkoMxsRn35rIv775sKR5o6k1Kk2zJEd9eSxrIC20gHBxzmsOaaSeWI7gVPBBqW73uSzSOQe5PAqkpaRmw4Y54reMrDNS0RAGVkxt44qQN5jOoJUIOee1QWsTHcWkJPBO05yeaXEiAEHPzEkk4yKG7kW1CbKrhGAQ461Vc7iwCkE8CnTSHLHIXBHU5FIh3jewKEHjBrKV7aAlqSpbJD8pGGIyWqC42pGGHDN1x6VaVRNEylyuP4jVSVWdlV/uqeCO9TGXQsgmiMZzHkMV381Ks0hiVmwMc8VHqLbCio+WbjnpVeMmOFlZ2JHYdK2EWQPtAyh4HDEjk0SMVjaMHjoBigDyk/dEDnJHrTGZQzPkjPU0xpXK5hZAwcABun0poXccrwAe9Szzfu9q46ZyepqnDPyFkc4Pp2oCxpw/eUPyvrVoB1yQ3BPp0qlbNmDa5BJPQ9vSrCIxCoWwM5LZoAsqPLYsep6gVOyhNuzkHnHvVMu4wI/mGQdxq1FITKGfOPbtSAtqzSxIpQtu4IAqxGQ2MZQAYzjNU/nV2KSAAdFPORVq1+ZskYGCpHtWbdkBet90Z3AYwOcCrAYuxMjdsHFQiNlQksyk4HHQipvJVPvNkE5zWKm2Q0WbNR5Tuin5SBg9T1p0EZJ3DgZBIotgX5ViQOeaerF2Y5VTwODW0WzKS0HSM8jMEAwDSxrv8wDAK9DSqASwVsEdSe9RpMquyFCrdMMOTTRktxyK/mfvBuYDqOKnWPKqTlcZ/Gq8bMXIMj5PGBVna4gSJmbzDk80yxVLbgQOccECrCA7M9QfvVWi3fd3Hpg1OAwIAb2xU2YnsWiPLddgyj9SKJ2YOrZG3HbtSW4wu1WJAPBB61FJ88gTcFJ6gHmklYzsOZgW4yOOppkjkQFFAB7lueKrytKjSckKcBVNQTTsCCpAUDoT1NU1cEtS0R5ROeT1GRwaz4ryVScN0z1FSTXEpJdRuC44HPaoWkRy0q43Y6HoTVrY0WxZWXeGdztfHBHSqT3Mr/6wb19MYpUnO90bGTzz0FQlnZ+ZfLUdMdKSEiCacu4xiOM9OOKYxeSNtmGHQntRceWEIVt+fU9apzyNGD5WeOSidPyqZGy2KrySrKSJBjpkVUdCEcs53J0BNT+akindtD4yO1UJJGCMzDnpgnrVIpJkcmbiALvBYHPzVnRlYrlg2ORk4FSC4WAEMen8Wc1RUyRt5kj4OCOTWsVoXa464mwzBPuDnBHWqoKmAlWJMg+Xj9KlMC+cWzjKgcnNVySGCjhvXFQUkDRv9n2hjuXoStQRSvscMMycZ7VPNdl4yi48zdyAartdKvBRtxGGYdfatYmw8b1YdFfPYZJH1qWRQCRuPmZ64qGBZJImBG5gOpJzjrTYp5MEbQf7p6mtOgy7Nn5CTlANpB9angbbE0keECYzk9aqR7gjszLgkA7mye9Pt1cyjaXQHj/AGaxaKifV/7O8xPhmfkA+YMgV7DGBjn5SORXi37OWf8AhHbwg5XzVxz04Newy/M2A3bsawZ7dLWCPnJEdXURsCcjOe9bliVYAEFSeuDWGIVWXJkAHH1Jras1QIuWBx1rnjoz5eSudDppADAZJGOp610+kwN5JbjOelcrZx+X90gbhkGujttUgstvmuAGxkA811xV9CEj2v4P3SQeILJpBgmQDr719nxdB9a+B/hz4ltn1S38tySkoOQPevvLT7hbm0hlU5V1BzXp0lZHo4Zl3+A/WikHIpA2Sa6keih1FFFMYh7UjDpSkU0nNQxMy9cYR2EzE4GO/wCNfNPitXGqSOFBUZBDHpya+h/HN6lloNw7AtxxivmLxL4pt55rudwyKo2tnpmuKpTcmeViDBvLYtI442g561xGqWo0vU5/MGLe4HzenIxXT2viO11G4aNA6ALkkiua1bxfYXN2kBRpN5CA4Hr9ayUbbHn8rMlbF4HhDzxtYxksFB5PXHFRaHHJqGoXl5KhSEBViY98E/8A1q6C90uxggF2cKiLnGa5RPHunNeG0iWTAbaNqjH86Ti2tBWsb2xN7/PkiqFwiIjmTgnlaxPFHjaz0GZomSWY+XvPlDPc1SvvHGn2ujwXTu2JRlEYfN+VY+znfYlLUvuzBWBIx+tL5kcMQYMeBya5zw/4ys/EdxPFErxyRjLK/WneJddttDsy05Zs/wACjk1Di72NbPoWNYnSYrsIdvese7nV0CkAY/u1yI+Jto2qeS1vPEDjb5gwOv1q34m8XWWhRxmVjvPzKoxlge9V7JopIu3uNu4N371mTthGIPyntnpWHY+N7XWbeeUB4YouWZyPU1z4+JtlPqyWP2eUF2CBmwBz3peynbVAk0zp5sYy7Ejufasye4jCsm4JIBjbnJqr4i19NHt1MqSSI54EY6YrzQ+JpG8QreOskkJGdgOTiphRetzU9HZSseScMRxn60uWIAZgMjOB3rDt/E9vLpxupFMcQJG1xyazH8fAIlx9ncWwYqpOASM0ODeiGos67ljlR8mOTVqxtzIVJOGLfMvpWXpkkWowxzROzRtg9a6zTLEqVbI29zWHK7ja1LkduI0BQ8jrSS8r9/gjpU8anD87snp0qCcKzKoGBitLFtakCMqOCBlumaUv5WwL/F1/OlSMZbkA9s0xRxncCQe9CQ4qw64kRF5BI68Vl31ysZdixx2qa4uxIdoIzz3rnb+5aSdlyQPQ1QpD7zUVUE5LDHUdqqsTNCzDGD/Ef8KrNgE5yM8ZzxTJLnyl2k5z0oSVzIiWdjBJ5ny4G3cfSq8DDc4iXnIJwcipzmWFyF4HNUrKLZOSGwzHn0qrAbsDLFHkcMecD1pr+WF5Y/N3PrUQU+apJ2qPvYNPZkbAJyDnBpCKl27CI8KqHGGJ71Fbv8/DdOpzxTLuPz0KYLL6fzqO2uvKiwoUJu7jnFNIZeMjFTGh3lvbHFMiRi75PGB36VDG/mRtJggk8EdqURCNTuflhnOaSigK80hcsB97pjrVa4CF1jDMrAYLDoKmmYRQtzlj3XrVATfuQhJLfxVaWgGiSsbLsbOR34pryFkdWb5PQUy3lS4UEcg/KKYgQSmBg3PQ9qVy46MegEvIcEAYwaiVN6MpAGCQMGpRAkRZPu7uc+lQvGAx+YkZ+76U1qN7WLVtOqxKrEFieQeDVuB0VV3sSWONuKzbWABmJBYKeCRWugNxIxG1GVcjjpRaxmTRw+QMjIB4GTUyQbXyG4PXNNWMTRo5JLd/Q1M6r/FwVHIpMB6nZy+FI4B65FX4G252tlT3xVGGINbhANw67jViIPGAw+Zc/dHpUNXQjQjucxBRlgO/pUpYjaDnHr1qpDKYoz8uFbqTVj94CjcnPTFZqBNyxFOVLDdtA4GO9SRSDO44AQ5J9vWqrMFkbJGMccd6ktVygLYw421ouxjK5bllbedmGRj+VODGRwXbe2ahtFktD5bENnI55FTbdj5/u9aDPYnkVIpDhsHGd5qwFViSCTkZNV02zYLAsMYKjvSxszKEBKFRjDDBIovYNWTqr7VbduAPGKWOZRIc545zim24Kj5SDjtTgG8k5ADDg1CkBZKbI1ZTtwOOaqurqA5Yb8HDdTT4lIbLuCBwAD1pCpR3YHK579q03ApyPkxshLbc7yaZOxMTMm0AjoecH1qeaINkJ0briqc8ajo+ABgjv+FUtBpFeSQp1k4P93vUJkaOPZuwzDljVhsPbguoDc81n3bqIQQ2Tt4FM0XYas7KzZbdnjNIZ33FDIrZ6EDrVK2bILsflXqDVczLGAFJUjJy3ekjTlL+/CNGXAcc59KpNIiuSHYucg4qP7Q32jcxByueaotfKt0Tz8oJPpQwUWWVaISOd28gcD3rOvZsbtjgt/dNVp5+hK5PQD1NRyzu+xTgZHJHIH41JrYY6efE6s4UDkkDPNZojaSUsxLDdgndVtYlWRgC3H3sHrURhVGOCu7ltueMVpF2Wo7W1LBdAhZwF2rwuc1WZ0bc3JcrgHOBTGVVkZySy8cCkkAwjZ7/AHehoSuy4rqVo43WRSx3Nng9OalkMUhkEq8qO3enMzTDbGmCh+ZT1qK2Rm+Y8AHa26tkraFN2FhaTZ+6J2kfePY1EkpTaGcLkkDHepJEKllVwEGTwabnCANGGROQ4HNPoTfS6LKJG6n5ThiDuqdJPJkCmQlW6DHSqizea6hQ0ajgEjiprafzZjkqYweSR0qOjRcWz6t/ZziWPwxdFSclx369a9iQeWDkAHHevF/2a5PP8L3aIwwko5PfrXswQsXLMD0AArnaPew/wHzhFhQAMM5557GtazyD8oyxxmsS2ij++D8x5xjpWvbSuR8igMMfNXDGR8wdLZzLGsqyH7oz/Osqy1d9S1NjKq+TCQqqBy1OvJQdPnfBWXaOlV/B2p2tvPNJKoecEAZ616lJK1yUtT2nwRpO2WO7YeTuYEKvFfbXwj1Q6j4fAeTe8ZC818L+H9WuIrQ3MxIVnBRR2r6k/Z88XPdN9lcHdKQTwOK9CGh00tGfQSEkelIo+Y01GIAB9KdH1NdC2PVT0H0UUVRQdjTKcaQipEzgvi7ceR4ZkA+8+QPyr5dvtB/tORkO5YgMtz95q+kPjbIRpVpGrlSzNx69K8hls/spjVkUqyfN83eueUrHl1k2ebXfhA2VriOQiRziQ5+6K8zsrJLrxjHDGHaGKTg+2a9p8RO8VreOMbtnGfWvI9BtJ21MpbljLKwVpMYwO9TDZs5bPY6XXtOFxp5iLmOHILkHqBzXjCKp166e2jZmZ9kQU5xz1NeueMN9noU6qSrKoQvn1OM1x3grQVt7aW/MXPRSx6nnmqg0tSeRnCePA2mzxWjSMXdQ8r55zk8VDqjiz8PrfzR+bM6+XAjjgDOCTV6SybxZ4qlEsZkRHy2DxgE8Vm/E2dkvodPQEWsSgLEvUk811c6ewKFi58NLGO1sprmT5TJyCR2Fcj4h16bVfEbfu3aFJMIvriuz8O6FqN7YNPKjW0cUTLDAThc46n1rzrSdS/sbXZZ5YWuJAXVUXlieRxXPZXdi7M6YeEWvrwX+ooA648uFSAPx9a5/4m2lrawSX1wVeRUEUCenXmuu09NR1kpfXyNahR+6ib5eM9T+lee/FwPe6rbWMRZ/kB2+pyelQpa2BJtnN+GLL+0bZ8sUtTl5CvAb/OKyNMtjrHiRJdoMUbZynGMGu21a3HhXwY3lR7JmXHuSa4Lwlb3lxcPHBGYo3YCSUd1705XexfLbQ7LxVeRWvh27nk6qo2knPJPauQ+HtpC32m8uAfKJATf261pfENTa6ElqiE7mBz6gGsXwzHcapYi3iDQWyMDKG/j/AB7d6m2jsUlYg8Z6i02rpY2qgQfKMgd8n+lWvFMMNhotraqD5rjhTg45rK1iyGleKozKWMYww3H5fTrWy+lSeLNUijjy1upGWB4H41Ekoq5SuzuvAGmGDQ7cPjp2FdxDH5cShW4z8wNVtLsksLcRpEqgAZP0q87w7Q6/f7kmvN3lcHF3I33R7T1Ldqol2iYLJ1HTHcVbkuPOYJk8nGQajKoysByd3DelDWgFcjDOx+YdQPSqEt7GisFJZQPmyKlu7xIEcc7hxXM3uqGQnJPzdl6fjQlYTeliS5uy3CqVX+8ayVkVpZC7k4qy8zSMAcMAM8GoGKuWyoAPTmnYyuRi5beFCFgDke9OvFBO4kLt5xUSsVYAkhs4Xmm3atJuGc9Pn9aSVhDVmEcT8Mc9gaqW7vHNnPyse9WEO5SiqVbvnoagMGZBggAVYy7I7lsdhzx3p7MuBnIZefrVeOYlRhhkdTT5JBIHfliBjI4pWERTzNsZUO30z61Xt3+YxZGVbHIqREadS7bWQDrnFUxLidw64ZcYINUCdzUMieW2w/NgDHaoGkYkK3JAyarrKzK6KoGOd2akhLxyDjPqSetKwDG2yEg9KplI1mXBw46DqDUtxMXfkYJ9OKqwsZroleCmME+tLUcU7l61VIiFj6NzlqfgebtyD2FIAC54wD79KhR5DP8AKilRyGJpxRo9ixDtbG4dDg4NU5mxNhV3Y71O+6FC4IBf+FagKPEmB989celapWZmXrQgW7EqASeMVpgBJQu07sYBBrKtpAIkG3cx61pxIyKA53bepHWs29RFiKYMrKQQE6mptv2oKQc54zVbeJJCVXag4weCferkMXCFdo46E1Nxk1qsiEw5ULjvUsYWILncRnBI9KrQ7gdzSIX6AE1dh+VCrj5s5xnINImWwkeY9yOSQTx9KmjLEtuZsJwMHpUDuWZWCFMdTUhJLHjcz4OBxSSsZrQuWqLMfLDHAOSW61akSOQbVfheeKpxfKrFV8tgOpapbdgYjvX5geSD1pLch6oto43A9UHc9alWYs8iEAJx061Tjw0z71YJgYwasKRtYj5Gzw2KsgnR2hdm24jHRh1pwmM0isrZbHfkimBsLtwecEnFJAFjlJjUjGc7etS1cRbScLGxGBjjJ9aEui8OGxk8HNZzzmUhVRgv3sN1zViCPIYtx3554qeUEW7eVWPK87hST5DOrOEX+dMcFwGwwXsCMVXubh5A45BTOCRxVpANctnMb7zngLVW4m3Z34PYDvn3qtLctEqGNzuPU+lV55nQlgwwBznqaouKdx0jpE+HCgntiqswCWxcY59O1IzljlztY9z2qncgE7Qzbeh9CaZa3YxzHFG7NuCnGe/frVRpMRqCCSz4UsO1PZ0EZ83LR8gj+VU5p5FRX3b0UEgYp2NU7jry6jTOSeDj61VnkGwMjHO3oPSoXn+0YJG1V61FcOjAbSVII744qXoWkxJSssQlLsCnbNVoZAHWPcEDc7jyKUvGTLE5DMMEEGs+5McTbgCufxpWNdS5NcNHNuBUgnBxUZmMatgAluMn1qkcMVycg9FAx+NSRpk5LEAc88Yq1FhLYtR5Kk9QFGcURqWBO4YC+nNQxsVmCRuPL6HHNRzXO12jQcMCNxrSMWhx2JRcjJQE7z1f1FE24lwQcccA+tUndYV5JY449M1ZieNovLZiXOOpxmrZE9RskToiEJu5wcntT2ALO3m4BAAQelRSMTGQudwbHDU4Mse0MmCV4IPSleyJWisPt8BnALEHkBj0Jp0UaWu8gliR17dfSkEwMsWItuepzU4hwGZWAkJ4NZ30NoI+o/2ZWR/DN9gknzR2x2Ne1wyIAFJ6eleJfs1yyP4Yv96hMTKM568Gva1AQKdwyR2rlldXZ7+HXuHzbbMwjPzDHX3rRsd6yDkbaxo2kZmAOWPp2Falmm37z5wRxWSg0j5XmOjtGMkwDY2twQe9dBovh2O2LOkaBmfI4ziudsrhGYYXIJHPpXbaO3mRlVYAetR7Rx0N4R5lc63SLHzrMQzKpYsMmvavhQiaPq+mMu1cyoCVb3rxfQWZVTLbjnkeor1DwjcFLu2wCNrgg/jXVTrO6R0RjY+vYsFQQeDT4+1ZuhXX2vSbaTOSUANaSdq9yL907U9B9FFFbI0Qh7U1zgetPpknQVEtiWcL8TLcT2Vv8gdxuPPbpXjWtjyo5MAhhwoPrXvniqxju4EaRiNucAd68w1jw7ay3EolciMDfuH8P1rzKjbdjuw2Hp1V7x5LrF35kwITIxhgR14rn3MImWG3jzubpGOSa9DvPDunIZLuSdvsZfbG4z83r/WsjTvDsC6zKYw0qRvwVHU1naSR60MtwzV2efakoi85LqEo3QRsPvVjC7hMaR7fk3cjoAK9W1zwRHc+JYYpw7QLG0khJ5Xg1THw90WS4tgpkxLuAyaabsbRy3CdUeSW9pGBO8Fqdq5y6KeDnua5O/uodR1KSNLJru6wPuxluB34r33RtKsdL0LVIpxujmuzErDqRxzXEJ4FisPGOsvBK1vbQwIyuvXJUV0U3pdnHWwGGi9Inkt141WLMJtyhjGGBJyPwrmz4ssjqJkWzVByS5GCTXsFn8MdJltoRqsk0uoXwJQqfuj1NeJx6FJD42/s2LLxfaNoLc5UHmu2Ftzj+pUbbG/danf32nJd2+i3UsSoSHjjYq36VwGpeLYzcJJLZkNjDCThlPpX0D428Uy+DtT0q1srVprOK2YyxRrwCcYJ/WvO5vh3Z+KFs7yW32XN9O0mM8heazdrkfU6XRHmlzrlzq9tcLa6bNdRxZLFRurk5vF01nYpNLpktrGxxGXUqG+mete6Npdp4N0TxPLbhRCjCJQDk7sDP86w/HWl6Nql9oXhc2wcxKHY55Re+f1oRw18MktDwe98eC6k/eWZkjGflJqNviIqeWI7URoueAMZrv4fhLpU+jvcCF909+ILcCQfc3c/pmrOp/DPwqnidNKs4priSPm4jXJC+gz09av3bWOJUWedw+LRqk0cTWBaRjgA8mu707UJNEhMVxp7W743BGXaT+FdJL8KrCHUdAms7M2s0sgUQswJIGTmofikinxXdpGx/dKkfPbCisnFPQr2bSNfTrlr+0SQr5SntU2chvkCkcA+tZ/hvc+kw72JIByKtsCjMDwOoNedKPKzCQyYCPK/dbsM1n392sKKBzjqQec+tTXtykRWRjuPv0rn9T1QTO5CrkjtWRiytqF+1w7LwExzzzWQyxq+FmH0zUyyB2Hy96rSCJJWLHbnqMUIzBmEquSQvbg9aa4BjVSzAL04ocozBl+6Dg0XTeUAWyE7VVibCF/lCRqRx95hUeFIcMc4Awe2frSyyBtgXIUr69aijLmPY46dx0pWGiRdpDEcOBjAPU1SvAYF3CMknrmrUK79zYxj+IVFqcZkKhSSNvIFUtRjY8iAIq43ck1YdEEDBCSfrWfbSMBnaVC9cmp4XGGUNg/wn1q+WyuSwdd0eGBUgfnVacSCViq5A74qxIS6jzDwOpBqNxuibLMmRxmpFHsNXfJlwu1CBkmpWl8lsFi4PTFVkIA2Fy+ByKftVJy2flwOtUlcsZIy7WLc5HAptvh0HynAwfpUc7sWCnBGe3YVNajamR8y59elPkKWmpYZSEGOM1MIRGFIT6ZpI1DIA3rUsTq/GcgcY3YoUbMbkrA6MsO0ldxPQc8VUkUGb26DBqdWVTKQcfU5wKjgQAg8bTwN3rTMyxHKRafKuCvA4681atVCWzHJDZ79arQQsD0OB6VJIQVLMSDjBNRJJDLcTJhztJDc/N2qe2baPkBzVMkS7drkkrhm7GrccnlbmH3ABkis7ATM5aXaEzz97HSnh9kq4ywJwSe1QwyHygUYgk8g03c+ST93PSixLLyEllZZAePlGeppNr7G3kZzk5qspJniQABeORVwI0TM0hD84oIJoZcN8oGD3FX471TOQVAAXBIrOtkcyMF+50qwIxuaMfL6mpSIa0LLTfa5Cudg4welPRmjnKbhgAdTwajRg/yAAMvQ+opMsp5CDb+tO7M9jRtyp3ksW4+4KkDKUKlPLxjBqpa+YuJguW9V9KlWRg+M7iezU7BYkQRpKdrJtHzdec1PJMqgsi7sjrVRIyJOFXA4PvSyF4oifvRjIHoDTsFhY99umSWdepzUFxI3nqoAVMdSeuadJIyRoAjc9TUc85nZBwGxjpVJFWM+YFGPA4OBzxVZ2EjvgDG0DJPvUt20obDYK55JqjdSxnGWyyf3eKTVmWkRzzDGwNyAdzetVJ5vnDSDCqOuaWd1w+eDxkiqDkSlV+ZgvzHNCKSBigzIrfMc4UnrVeNwyksSp6Y7ZoKCVSykhs4Bqn5zBwu7eM5zV9DWKsOn/fJJhirg8cVnsDE7IWJ6d+tWXkCyZ3gDofeqNwC+7YQ/zA1Kjc2sOkYxpkKy5+8QM4pku2SMuo+fOOe4pPPLhkyEGefeq7GRIggbd1zirUbMXMNjdniDbNxXI5FPs9zD5gi9c0wvMYjGifLj73SktYZHgkbYck9citAeqLCBUVnwAf8AZ6VGMNxuCgDOachKqEXaSD0akOZIsMqrg7T60epcNEMJUIpDFjyen6U6IG4OyVSFT+LFWI7WUBAkeE680rGSCJn2HJ4w1CVzN7kYRtw4wB/EvNPIAucSkk/w7e/ufSq6zXEmFJALDDFewqeF8syBC7AcE96pw0EO+83zLhTzuz0pYAcqxOUB496csQyFHKHbwP1qSO3BcKyl1BwNpxj9KxcbIqLZ9Pfs0y+Z4evsY/1oPP417RBuOfk9814f+zKjReHtRGRxMOv0Ne3RTHHQ4B5rCS6Hv0L8tj5tgjTcWGQMcirlrhSEBYDOeazYrlx99eCeoFaKOcrjJB6Zrn5mfM2RtafuWVTnjrj1rv8ARHXYOQAecV51aTncycBkHBra0rUZzKpaTaeg9Knk5jSErbHqOlXLMVKkLg16JoF41teQsGPysp5rxXTdQkii/eP1PBXvXcaTqhMiDzCSCuMmtYUrM09ofbHwz1hb/SRDnMijOM12yHNfPPwX8WPBqYt53BMo2gDtX0JF+mK9ulqkdlKXMS0UgNLXSjrDNMY+nWnE4qGaYRoWJAwKmRDaRx/jTVYoV+zuSGXkFTXm2reII5obiCMbWnUjJOSK0PH+pmbUAUf5myBXAXF00cmQcupIyRXmyXvXNIY5UdLED69YQ6dbQ3PmEQMW29Q3JqK08V2lrFJuikEhfedlY2oos7spPy5yPzqG4haMBmbL8/d70m0dP9sJL4SxqHj+Ce4vZxC7vMm1fm6evamXPxDsrUwlbX5ootgGehPeubaJVJ6ITn6VQlXJkR9uHxyfas00JZ2l9k1bXxnZrpwhuLWRvLkeUsrd8Z/pXDeIviiscWtBLSX7ReMqrJ1CgKAP5Vfv1KcB1yVIGKw9TgTYcRqzcZGKpTsY1c3VXaJFefFO0msYro2E6X9tCYIlBOC3PPTpXkdhqV1YeIYdXe3eV1lLmMHk5zXpt1aiONBt6dT6Vh3VvFECxCeZn5uKv29jFZlK2wniz4t201nNLa6XKL2ePyy8hyFx6ce9YFl8XbbS4bGKXTbiS6gjIDI2BznnpU2orFLGu6NBnPtWDexox34XGNuVrL292H9pPsYfiH4hSy6BJYrYy+Y9wbiVy2dw3ZA6emKy7v4owv4zGspo8zD7MYZI2fH49K2LuKIyZZVIPZe1Zk5iddzRKGPBOOtaqvocs8Y5lCf4sI0+kC10KaG2s5GkMfmH5iQefu1meHPiVNp/iLWbq90yVhqO0Dy2wVxn/GtVxGSzOiq3bA4qOxtY7md3dY85GOADR7Z9jFVztdI+IgmvLC9TR5PLs4tiBpM5Jz83TrzXNa+t7rN/d3ckbDzjvyRyPauo0pURAqoAoHUAVptGDAGGAM/j3oVZrUvnbRgaHC0enIHBzjGDxT7z/RowQ+4471Fd3v2ZGbLEfWub1nUGlUqkgzjua52+Z3MW77jtRv2O5jgqRwM1jO+4Angdc1WkJyN8gYHIxTnVREQJMso/AVNiXsTZ/wBHJU+pB71VeI7AA+9wMknrSLKsg2jOO5HFDIpAO7j1prQxsRSKzM2eB1OOtE7FlDBccY5OaM5LHueM1HIhMWV+c9wDQMCwVdxdSR2pryqQSWwxXgDoaIctA/ypx1yOcVHA3l/KVDc8cdBSuA4wmJtiNnIxjPenGOSRdudrAZzULzhJAVIIHG73qzAfuyFwcjpVICgshLIrFUBOPrUyEQ7sgeuag1CNSwdjjHUilhB8sqpDgnnPanqxD9vmQuynAY96PPL/AH/lPQLjioUjdCMA4zjk8UoG472JUj34NSFhtzEgmVtxwOuw8UsY3JhunvT5VjxhjgYyxXgGoJ2VYkKN8qg43VtAqxBL++3IWxjkmrljbiNFyQhYZ+tZ0e65mGSBHu5Kitf7MuVYtlV4FWxFgRsG+U5HtUMkbLI2QQO1WMlHKAgAjqKr72eRk3HA6E0r9iURyAW+S7bsjP1pbSPdkls55A9Kikj2zAOxIzjmrEEYSXZnBPI9qGUaMZYwnHJHWmpB5m4M3fFQx8ZyTtPpU0cjhHAAGehxWDYEi2/lMYuSezCrSQ7YmG84xyKrCVgy4Oc4xSPK8Yy/Q9SO1ADzISeSVUHBIqVZCOQcg9c1XDI2RGxePPep7VVZGBHSgROtyUK4UYPGAalN2XGzOM1AqxxkckYp4ZFUOp3DNITLVq5jTG4kk4zVkbowGVvmbg59agjcSRPjaCFyN1SIWMCMdhK8nBoJsWlIRywALH73PSpTKJSzHbxztzVGGb/SGOPkPrUtsI3LOORnA5xSZm9y/DK6xERtwR0NSMCwSTeA6gY96z/tG07zgADsafHKyRqUAZ1HJfpTjuJrsWZJmEgjbJ3nO4VM87NB5YPA5x+NU0klz5h2ZPI5qFrl3kaMHaCu8ketaXRCTLBuPJEhWUuAfl44qB2kmUuzDKgHIqJo2mjk+YJt5Cg9qp+WQoP5kmi6LWos+WbbkqGOMjk5qhdB45GTcMNgbu4NTT3Gw/Iq7gKpXbK6hz94c9ah3NooidJXd1ST3yaznuCJN4J3N8tSzud+47lOM5qlI3zDLdOVppMuwkbF5DsdlxnIJ4qtI5UyEvtycAAUokbaxVCSOcDvULSMVIkKJuPQnn8K0tdaFJMFU7BuA+9jcTUL7gVjCgg9GB60rOsWEQMwIO4P61Wa4KDbjheRTgrbmpLLEiR7toLk5DA9ahh3Es2dpBohcOm5iQAdoFQiTBkYOCAcYqjN7Fky/aDtAwRwSDz+VMMMkCEpJ06oetRBQ+JFzuA5wajEyzDDEkk/fzzUvYuFmrMnGQhdcNIRztOQDUsSbfkdxjqT3qCGI5OD5e0Z46GpV2+YqMwck9hzWdmFiWRmWVR5jIR93DcGniTzGIaTcW6ComlUsGIyASPmpVdZBjbt2/xAVstELlHBRHkNwzdx2pskBRg6yMAW4xRAwfczHCL3b1p0WxhlpBsU561SYNWQ+3lZrsYGxV9e9WLaRonAbcw3HnHFRStFEygMS2QD6fWpJ3eIxBvutkk9u9TJXHFdj6K/Z11FE0LUlVuROOv417ENXhVlYuMDquepr4+8I69fWNvI9pI0KM2W2nFdZa+J9dJ8xbxni9DXM1Zn0GHXu3NFCFLfvN8Y/MVdhnIjySWCEZFZW8jaeA3pirEcsYGPLKOp4Udq5LHy7Zs28kbO7c9uM9/StmxkT5Rtyfr0rnLe5ySVBXdx0rRspywO7GW59K1jJbE3Z2VjclSqlwwXsTXU6XfKSjbju3DAHYV53aXEarliM9CM10unX+6XC5G3A4PNbJiUj3nwD4heyvYZlfDDkHvX154G8SL4i0dJd37xFAk9jXwJ4c1YQ3EQPykjGWr6N+C3xBstEeZbi4SOKXYGO70zXZSqWdjso1OV6n0mpzyOlOrO0vVrbU7Vbi2mjnib+NWBx7Ve34HXPvXemuh6SkmroHOPpmsHxZeGy0W4kVtrcAfnW0W4Oa8u+LniSGO0e0R/nTkgH3rNySWpjUloec+IdUM90xzypBGe/wBK5TUb5l2lXxgnOepqpqWrAzBzKHDHAHQisWfUUcAhxweQxzXnzlqeXKbuTXN+5aMKc+pqu+oO0pV3Jw3as671DcTtbg4G3PSqbXYNy4U7kB9eawvcy5y5I5LTuWJEZ4yKp3UouYo3U4PQjFUTNueZWJA5xVCa62H5Wzk4I9KZPMSXjbogScMCaxb662Evuzkc1anlVyxDCsOeQIrKWBb0pMV2RXOooI/usR7msW8uEky4B565qxcyebE2cDHQ1j3pV1Yhst61IKbKuoXAEQA9Sq5Gaw7p28sgHjvxjmr93OGjUHk/xY7VkXbBgOQwHApPQ0UrsoT/ACuey4qlJtcbGIyRke1S3Mv7xpD94cYrJlSJPuE7jUptml0OmwJNynNRxH94SFyxPNQq5dSC233PSosNjJfaV5z61aeo0dvpF9siQKmcnBFTXeoBZSORjgndXIWOofZkG4fXJyPrTdQ1BJpuCOnQGrLUrEl9fPLuTfiPOM+tZLxbpQGcHcevpUcjlXJXnp8vfHrUcuXaQLnHQHFIlu4TADd8oUD+LtUYUu7BQAvH4024lZowGzwMDio1ZmVup6YHemJEsYKuFXktUgTCKPv89PSoBKYxnoSeRSI/mIQGwBnANSx2HuN+/Me0Z4HNRSItuAysAjA8g8mmiTZFnaTtPOKjkmN1JluD3I7jtxS1CwsRjwythQy5J9aRNgOc4BGPbFRMEjYHOHI2rxmnm3d3Ck8KPmpIm5XkVAxAQkAZAq1ZruHKlfl4FRGeOWcBFIIGAM1bjjaIq53AehrW+g0htzb5jfgcjoax7QFHcPkY5ror2RdofGOOlc9eL5p8yNypzjbjrSTHYseZv+XcFHXmmNbvGuSwIA5qIYnY7zlQPWpFXzMZGARg454qbgkOjfcpx84x0Pc1TvI2LKqkKg+8KuukccHYBj60ELNa4k5K8AgVrDqMg03ALpgAYzxWhC6EFtu7HY1nW8e0giT5c4NaClJkyZR8p4A9Kd2KwLIwVi7AP2AplwdqMS25iM56dKZP5RcKvY81BcTKEWMMSo5NCuxpCxt5rAsckHIrQt13OGIy+Ohqkhj8gsqNnGAf61ZhJKBWO4AdelaPYlll22OFIJUHnFO+0hsxgHNQyNkMBx6HPNQo20vuySR16YrnYFlroybSoCHoBU1oQwZZzyPu5qkkxkgG0KpJ59akZE+UMwxnrnkUIC0G8uRgOF61MxcbmRgFIFVWO4uBuZV9FwTSiRQqHblhkZqQLSSrMqNuBwefepyziEFFUg9QTVSJQgAkAO7J4p8SiIhm+Ve3PQVQi1A+4pknn+E1bjKwt8wBB4x6VmLIjvt5eL+8DVq2MNzG3UbTtXnFJCfYtNIVVmLD5fu+9PiuWMZJOARgAAfnVNkb7Q+ecAAH/wCvT1lj8vyyGBzgHHFFrmVmT2oxls78DoamWaQoxkOBniqc8rSncAS2MAdKjj/dQvyWYEZPpWsY2GaqlljbLcbcg0yMjrvGFGGJ71QMySRAkksOMUq3IaN1Lj8fSpcWwsyZ7s3DschcDGKrvMViCbs46io2uY/LVlIXs1U5bnchk25B4zS5WtwSaHtODIVznjAz0qheOAcMwO3sp4NSXLqrq6Y4B4Y9azbi5RhtKhfr0JpF30GSXAbJfcDnC89aqPPh335/2DTjOqqh8rccE/L25qKaaRpGZVAX7uCa2SsOJFHIYuDISx+Ye1M5dwSwL5yC3rSIUjb50OSOtOnZRt24AI+tJ6HSiIyyC53SsCMYAHc0zeC5GAC3Y9qWEqpwq5/vEcU5WaNHEcZU5z0496UZXYyvGNwYN90c4qCOJRK23nPY9Kt/asR5OD0BGMGh2Ug7RwOw71Zk9hoK5GSFGMEetQzxIh2RDDYz9KnYQqgC8E9jzmqioY5FMZOckHjjNARelixazPgKzAMuQTUxIiUSM+W6j1qDzvtTlCwRwOcUkIWcu5B3qMA44o0RSb6lmVN6rlsoTlie1PwwLCJ1KuR06AVEEXKkkl2/KkaVgrMBuPTqOlO9yybzByEclR1x605lWSTAOWxnA6VDDhQWTMRK5I/vU6MGRWk3Kj5HGeQPpQJq5LIu6OMdCc4X+YqUBZAPNOAeME8LTARFMIjgKpHft3p+IwGERL4PAxT6Di7I7nwLpQvLSZSC6qw2lfxrvLTw6HKL5RCMPvZ6GsL4PwNd2NywXaqEA4HfmvU7PSVIDnc3AOCcc1wzbPocM/3Z5vcLtnK527Bg/wC0aWCRoXBKnJPL5z+FOvwd27GWyVOPbvUELSBDySGGQMd6xurWPlOprRXAO9j8qKOPapIr2RgnlKHCHHWsu2nPltkBgwx6c1dtQY1OcKVGNoPWiG4PY2rWQFH5zKT+Vb1jeeTyflY9CfSuPtLyVHBEW4Mep7VsRXZk2qO52+wre5kdrp2rsJPvhto6122h66IkB38hhkgmvKbK58pSCQQeMit7T9U2qNoznGRnFVcpSPqn4Y/GN/DykSPm0ZvmHOB0r6O8OePdH8RWUc9texAsuTGWwRz71+d+neJ5La1lhVQVcg8n/PpXSaL46uLB4xDIyjoQGIxXTTrOKsdUKzifeev+LtN0bTbiaa6jVkjZgm7J4FfKvjLxmdUuJZfMADFsn88VwNz8Rr3UkdJZHkU5HzOa5q68Qktk5YjjOeKmVZsVSs5o6PUtRIaMBgMDGT34rNl1EAjLZYcnjrWBLq3nndIx+XoAf8+lRSaorEuOmMVhzXONydzeGqKYWDHJzxuHSom1ICRmwqtkdM1z63uVbDHJ5ANJ9pXly2fUUrk2NdtRTe2Gzk5JrPmuBGMlhk+9UBeYlLLjAFUprxWQcck9zSbdiVcvz3Zwq5ByelZdzeYaTAzjjdQ1yiyLtYHHGay7i5aOaTkPuqLyL6Elw5TOFIBGCM1iXU25+vAOKtz6gXSRWG0r3z1rIvZ1Zxg4Yj8qLyHEgvZgpYYKjP0rJuQwQhBuBOSasXl2/mlA4KH7xNZT3OFlAIALZ5PSqexaRDc/KrMvOfSs7IER3LtbripriUwAKCHPcZqhJI2GXftDe1OOxaIXl2L+8GFzyaiZd85ALFWAoMBVGYfdzjBPWjevlkg4fsfSmXcVJWV/LAzkfN60yQRmfaARjrSxjcfnbB65FNkQqWZTkcc1VyLiF0MhO3GOA1RSgAEgHLdwaVhgvnAx+NRcgBVK7c5pXC4AhsfeO2oxMgZgx+faQaJ5BkqGKhiFO0daryOvmAEfd4/Ci5aV2TxvsUYUsMdz3qAviTj5hjBFNMrxybNoIJGCDS3KYIkTo/8AKmtS+boIx+flsx47dqWNB5isrZI9qjLNGrAHcCPSkTa5yTtz2zQtAtoyR5xHM4KgAnkjqTSxyllxgs45wewpiRlnOFyVOc+tX4bdpGKn5Tn72O1BmkyG2tWMxYxhgRjOelaSQ+UpQqd45GaIInQ7l6Z6GnXm595ZtjYHSjU1ikjInlDufOO3B4Pr7VTuU3M4ABZsEBeuKkvFMaBlBcliRmqsJMhZy2H6ECqUWWQCOSO4+7lOnuPrVkKqJuixz94E1IXI3YAO7pWdqMq2ybD99h2PSnysCPUbkMQu/GCOnarti4kikVidx+6PWsiGJWDHdnkHmrsdy0Y3IoHtVxTW4Esx8oH+BVGTSx3okjOGXawwFC8/XNRLJ9o+RlPPXmnRxJApA5A6GrAuhhGoK9O/HWqJCszMnJJ4Djg1Vub1p7nYh2qhHTvUkU7hySdwHRcYoA07SSQAgBOcDaBUrOY2fPyrnnArOE5bOw7ST+VTPJKcnquOc96DN7EyzbvMBBJ6jHYU+KcbnXruGAT1FVItxTdtJXAIxUiXGZB0PTjHvWLetzMttMAgVQuQafFMVysiAb8AY71AbEJKZM5Un16Us5ELb8kbccdTUvURZuZlCOFYjoDnim+chIAbapGcnn9agJCSOOoODtPqab5zTI0ZiLhORgcU0mxN2NJrr5CI1ypySWojuA4TkuQPpWbZzEM0ucDoFbvViO7B3qFAcDg+vNFidS8syvyvDg8qOnepUmXZtwdwOSBWdExPPRs84qUXBDYHLZ7UWNDVEiptG/GRjBpZLiIIVywbsc8VnSl5E81cHByR6UC6Lkg4GOzd6SJZbS4xyHJPYU37QF35b75Hy1RXUENz5IUblGeRxS5dg7nDn+VaRaJ2LK3qRl9vUHGPWnxypcQGMkBuvvWeluZoiFPGefXNJE0lueuOcgnrWnMCRe2ZhYN0659KrG6XBRWBI4Ao+043Oo3Ifvd8GqkicmVSBn0FS3oWR3Eu8fO2cHOB2qhcTB0fbyFPPqKdvyWycY4z61WZPmLYznnGepqI7jJV8uRVfc4OOg71Xll8tGXdnB79qjmTem9iY+egNMBysuMEKck5rY0jG6HvL56hXGUxjg0kX3VjJUgZxzn9aq7iY1Ibbg9+9WILhmZYgi8gnIrO10V8JYAEMTFecnnJxmo5ZApBDbTjlSd3NVXmKqUdzlT0IxTUjzK3IYsB3pxVilqPceY2CMkGkZC3IO0r6HmmPOUDfLkgZ4OaQXBBACgE8jAqiWOj+cKwBPzAEngg1CqGMBW3A7ieT9as/MXyeAoyQB1qsVeMHIJ3DcM9RzRcdkiZZUjlfcvJAAPrT4nUxlDyo6jFJHukBXpt/jK5oBktoiAo2sMce9Ax63AYiJNg29DjpSu74dVAJOMAdBVRYzDK2MkE5P8AhVgk8gsAjnIA71PUnqTRXDGLZIoXHHHrSqssL5WMAEZD5596pK67iWICjsfrUktw6nK4APHHOKootvLncHYfJ0Jp8Nwd6kOoYDp3rPWfksxwT13LxVqFYwS3Z+46in0BHvPwFhSXTL8odx8xQf1r2O2tQsfmHAYDbjFeSfs/o39mXobHyuuCB0zmvaoFZoQm4E59K5JHv4b+GeGarZrBI5ZiCvYH3qgHOXYOVJIPBzmut+IelrY63PbuoXa3AB964t5Vg8yMMMlhg1zyg09D5eV1KxctyrlVDKMNk/8A16mBdHcjYXXuO4qjNCYwpDjLc4A60+yy5fDDnsTjNKMZIUldGpaXDR/Iznk4+laNrcShSVYbCOfXFYdu/lqNzjdnjjOasQPIGbkBVOF/2qtKVzHlfU37aWQKYwQQeQe9alpe/vAp6AVzdvO6KSxKkchj/hVqG4JfkYP97PWregonWQ6q6JgjjOMitC11GRnYI2DjOWrkIbz90cMTzjirg1ArGvO49CQfrUc5o2tzsBqrKdoI98d6he7JTII55JPY1z39o4QBTuyMdad9pDFWOQAOgOaabZnzdzUmv2DKu4ZPtQtw6gEkNnrWA91vlZt5Kj1GDU0F0REWLnbmtELzNr7bwxP3h2FNS+DJndkk9DWIbsq52ycsM5I7VH9rWFV3n5m6Y7UAlc2EvGVmHZjjAqGWZmlZOAq9M1lC8znLkY75qOa4ZmYiQ0k7iehbuZ3SQKMbSeSKhuJvLZnI2rjAPvWbJclm2rIW9yKrS3R5jzzwc5piJp7t3MuQM4HFUZpg6NyQ3TmobmX5icElueDjis+e5dQ23r/tGg1jFi38wMQHAYDGFHWs6R1MG1gA2RxRNcdwxYdSMcVnSSvyxJ9cn3osbIkn/dM7McuR0qvJIgwCDk/3qGDTPt38+/aq012+NpIkOcZHahIYuDtLtkDPrxTHQxEgsMP0OKhlcxx85Mf8S5qM3DCN3Ayo+6D2qwJWm2RqAOQfTOaRZ3jD7hwcY9KbFKrq2WOSPu015NkKkPlc8E0mgIvNDszHJ68VXYAjILDJ4NQvdMzPGWCkg8D0qv8AapEi2khjn5cnGKcYthZvYsOGHyl85/iJxipfKUISHVmzg5rHnnbPHJPXmpJGcqxBIUYwB70NWZS0eppCVY1BBw5/GkVSVQH7ijrWPKkg2K7kq2cMODSo9wWIJJVecZ6iqUdCbdTWb5htDcHpUYhcZVcHaetUvNkjZGAyorX0yRJC7bd5BBxnFSbRd0OsYWdldSQcc1ppEcsN3UDPNWrSOOKMFlzn0omgjhLMoO/HHPFJJjuhgO6LC/KD8pBPIFMlgwAAdxAxz3p8m2LIYkHocj9aYj+YybTk+9NbmaMXVoQF+UsCDwM8VmWcIgmkzkAj6810ms2pFqH6NnmudeYW+Qx3sR9K3WpotRQ5W44BB9W6VUugbmHc4BcckgVWi1S4DN9o5UnjpVppVhDgAHI9aNgvYpQxqACAeeuakkIMbbWwccYouIXKBgNr/wBzPGKLZfkLHC07C5kFuWU7lO4E45qYsZE+dgBnpUFw4iiQggv14PWqbTSEAs2WPQYzQO9iwyeXIzADmpoygBkc4YelMMO9T8wA6g+tRbGZicjH90mkLmRKkpV0cDK+pHerUFx56kAkYHOe9V1ZVKqdpOM9abGkkrM8ZwoHORg/lRczbui9C0kcISM8DuaeGI2uyjb/ABEVQWUhQCcZx0PenLNtVhKdp6nnis2uxBoW0/mJKzkhO3NS5DKS5yMff7/hWVDJksrEY7c4pXuHVCOcAZxS5WCNNPLDHBJKjjJ6/Wmm5kiAYNsYnlRwKzCWZd67ixAOAaSae45UhgT04zxVJNIfI2ahKzjptIGRtpHkKRFhhWHf1rNWSSFHYhl28Ak9akjviViV18xD94+lQk2yuRmhayyfO5cYK5NSW9ztdmc7ecD0NVojGdy52q3AGOlMbMisA33WwK0aHys0Y7nllDfK/NQMGiY5O44zk9vpVVJXXGWGR0JqxKqJ5u5y8pXIHTFLlutCbMkTbuEmQG7E1YFw7P5Yxs/i296zVIKKpB46YNdV4P8ABV941uTDpy7XXG9nPyjOe9OMdAjBzdkjIhMo3KrKMdOKikLRzMXKsxGMjtXvWl/s5M1n+91JPOH3mVOP51xPjr4O6h4SV7jeLu0XlmQc1N0dP1eaV7HmshlgQkdcZOKhzLMikE7SOc08zSIrhm5Y9M9fSvRvAvwcu/GWlteicW6E/KGHWm2jKFNydkeXSQOofBwM9TVRn2o5ZhvxwprrfiB4Vn8HaqbSRw3GQ3Y/hUnw+8BP451OS1EwhMKhi23O4fn7013KVKV7HERkumGxu69KhU+TnPGRluK+iR+zfGQ5+24B74wR+tZGu/s6S2tlPNY37TSKhYRMvXH40+ZHSqUl0PEHjVUEm9WIGQCKjhVxMsqKWYA9O1WtT0+70y9mt50aOROCjCo4VdmCBzkgVRzzXQY5E7bpFOQOT781FI2J0whUEYGK9Y0/4H6xqulQ3UUkYhkUHryalk/Z91sBSJI2K881PMjSNKajex5FGIoUcO5JI79KfHIGAXjcOjD0rW17wnfaBcvb3lu0POMsPvH1FYRjX5gCynpzzVLUhprRkuCzBt5Zhn24qJ4nBMpLEkY+90pz/LhEzJleoBGPzqe0i+33NtADtZmC7TgjJNVbQVhEDtFxnIGeozUbCaQkA/JxyD0ru/F/wtvPC+nwajJIu2TAKL0riREQSUGQCAcVJTi0IGy23JBIzuPeq8uEjZAC2elWJIzK2xgxXHGMY/PNMNpNK6o7KiKOMGgVmNNv5jDjcMBSBzT3wFba4VkOOlEYNu+znHUn+tVhuuJXJU49+9VGLZJYaKR2VgFcMRxVqGNiwLq3DHGKqRwtFsUtnDY4PWru0nYu7Dk9AelKXkSk7nvv7OsjzaXqYZCoWRPx+9XudlbiWLdnbg84rwn9nBmNlqoYfN5ifh96vd7UlEAB4JrnaPosN8Bzn7QGjm11N5Y48lgecd814aWdItsiBJATya+rfjfpYuNMuLjbueJWYV8r6mVWSX5eSwJrlk2fN1F7xFHmKEluGHqev0qQbZIj+88sgZ4Oaqrt+0Dce3IbvSK4jVgCFVjtKn0pQepmXgd6DEnJGOvSplm4JDb1PAx6etUrZ0EYDLg/wkDpUYZpfusFK/KOK2YnsbUF0qqYVcDP9481ds3y7KZEY545rBiuWR9hw2D1xyatrIIwGL7cA4FYSvuZpaG0LhuVDBG6Bs1ZiZThmkBIGOD19659Jc4Zs5PGMdKnW6KIpyC3Qr0IqFqyrG39raUAI6oBxyOlPivi0YDgow4NYRuMrgsVYnpUq3oCgO2SODiuqKsjLQ1BcBVcvIFxyCxp0N8WUFiMADr3rGiuonJD9zgAimiZUlbEmVByKYvsm095Fk7pOT0xSm4VVz5iFcE9e9YUk+52YSBFPqKQXQjg+YDjg8UnsVE0RdhmIJwD/FnimvdeVuzjB6VlPIIg5ZxgYPTrVaa7WdFbcrJn0pR2FJXNnzWKkhsqO45qrLdu0jK3zccVnG/DqwTKKMdOAajFy3nNghiBgE8ZqiFFk8t0ZFCsxI9B2qK4nxFsU4c9yc1RMyom4AHnr6iq804ZsglQKbOqOxNJMvksu7JxnA9azyWJGScMM4zRJcsEK4HPXvVBpR5hYMVY9AelNDuWWuGyRyQvOAM81VEiSgqh2dDk8etNWQ56fMp5z0NVl4YDhc9eCaBl2R0KYDAEn8uaa0qqVI+Yj0qncFRLhWJAAJNL9rBG4HA6YA5o3HZkk0yJGA4JbBAcdjVMSfKU3AKMcnvUcoYS8szEc446VVlYzFjnCgAcdc1pFdxWfYhuDNLfrsU7AMEgVYEBaPblWIOeTTINysSuRz36Va2RpISeuPunpRrsh6oiILKMhV9MGpcMCpQbhwGNI6gxnGFOMEbelV4mOCili2eapR7iaZZ5VjlS3bOOMVGY1kDKGIOcZFIsxiIUuQTwRjpR5ZDgAnGe9JvSxKiWLK2DsDu3lSRWtBprRANnPfIHFQ6baqu4oMsRj/69bG9TGE3Z4xzWV7m8EyLCxFvnB9qnEqSAIr545Umq00aAg7un86gX92GfkyE8VpFGjSL00m+IoSfxqOKHMoYOAAKiilMhPmDGwYx61YO5tqkeWGHGah6EpJGf4huUVPmcBcZOTjFcXdN9pn3o+xF5rpfElkXUKpDdmrCS2aEiF1UjHTuRW0NiV7q1Ks0TpDGu/JDZPepYJ3CMpTl+N2OlSzkLHgDuBUVpHGdwMh81f4ecU2ru4m7oWFN4G98Y4Oe1PedI1UOMgnIwOuKc6gIc4VqqujOpJU4HoaslJlGS5e4WQYwVY4X2p1nb+Yiljhl5xnmo3h+zl2VSc9TmplCJGJvmTP8AnFPQt7FiNzgKWXr07ikV13fPhuvfmopZAyMPL2sATuohMe0BjhgPvYrJIyFjmBcgjAHYjBqaMlFLFwMEcN6VVZ0VA8bbyDyGqpPLJLcbkJ2Y5p8ojQnvnZXMZUew60JJ5oIZeX7+1U7Zy8g3KE68DnNW4JByMfdH3qVrDLSr5qiLaCT3zT5YuByBtXGM0W7rFH5gXLjikVi84L4C96pIaJIGQHG9dpA3A0sgyWKBAuR+VQbolZgoz+HaiIiVxx8uKdjWOxPGq4YYUNnH0ot4UEz7sls9qckTTqu0qGzzgU1ZFW5BzuPI6d6i1mUL5QMjfvMZPAJ6UiObfdGTuJY8j0phz8h4zkk5HNR3CrI52F3kzkseOKoCZlEmRtZdozuI4oe7G5UwNrd80wtJJCoB5zjDVXuY4t8eQVwOtWo6EPXQ27WM3MyRrmQuwCha+svCdnb/AA6+Hpu2QJL5QeTfxuOOK+SPD8sUeqW8jMyR71yc9ORX1h46R9a+F7/ZczN5IYBe4xWErrY7MNDdng2ufFPXNQ1G6uPtgiO/KhScAZ44r0/wf8bNPufDaw63dItygKEZHzD1/lXzjNE8rybxsIJ6gnP4iut8J/DjWPFemPNZRKyA7d7OBnnpyalR0uylKV2V47W31HxPFa2JWWKa4CIF5+81fVZ1Oz8C+H7OElYQdkXLAEnjNeD/AAf8DXR8aKLiFc6e4dmUjAYEEfyr0r4seEtX8UT2Kae0fkxfM26QLznrzUXOulCy1MH9o3RRqNhp+pQoWRAwkI9DjBrm/wBnFFHiG7ZdudnRvTIFevXHhqXVPAp07UQHuDFs3KwPb2ryz4H6fLo3jPULSVQrxJtCnqQGFNN2Bw95NFP48+JNQ0zxdJDb3RijMKnCnHOKzfhD8UtTi1+1sr+4M1vcSCPDHJBJxml/aJz/AMJcrbACYlGD9K4n4eWd1qHjDSo4YiQLlGLjsAwzTS0IlfmPYP2ifDdvLokerxxeXIrBGfHJya+f7UESrv8AmAK4C96+lvj/AHCQ+CJIGc+ZIyBQe/PNfMtrIWKHBADgE1UJX0ZhUupn1pJqU+mfDNLq2QxOkAK54wcV4fafGPxBbXiPJKJQG5U/d+ma9pv95+EOA+4/ZwcH0xXy00Mpu5doDIecAd6T3N5zskkj6p8QWVp488BTXcaK7tbNKjL0D4NfO3hP4fX3i3VHgjR1t0ch50XKjFfRfguA6P8ADEfaPkb7KxdPTg1k+DraLS/Ad7dwAec4kf5Rn+VTdrYqUFNXOIf4IaO2Lcawn2wdEJUkn6Z4ritX8AXng3xDZxTo5DzBklUfKRu6fXismXWL6LV0u4ZZDcmTcfUHPSvcfiBb/bfDeiXlw/8ApIkiOXODnNXdpamapoT41wMfA1jgsrAj5D1ORx/Ouf8AD3wt0XRNLGpa7dptADFGfHvXT/GKKa58EWTr88xZAB271zR+G72Ohi58S6xLFb/e2lxwPTip5mOULmtY+EfBnjOOS10vy/OUcbWyR74rjvDXwltF8d3elXZaSONMjHBPJrvfhRP4Wi1WW00Z2numTcZGU8/jV2OOKH4vT/LybfP1qeZmsaSMG5+D/h3RdYa7vZFhsxGAqzyADOT615H8TotL0zxRcJorRy22Fw0Zyp4GQPxru/2jNSuBrWn2yviE224oD3y3NeJSxu8wkkOVXADFua2g2zjqJJ2RIqu0YfaVOTxjnFPWMQrE6hvNJ5FBlUcxOMqM8mmGHzgx8xtxOOO1N3ORI+i/2amxp+sB1KnzI+D3+9Xu9pgQ4HI7V8/fs2ArY6sC5YbogMj/AHq+grMK0YjXk9awd7nv4f4Dsvispl8OX0h+UrC7foa+OtSRWaWX+NgDX2P8Q7gz+H75ML80TDLD2NfHGszD7VJGhG0EhhjvmsnFnztXRmQXZhvYFRuGCKe+JnB3sVHrTHmWOIxjc2OeRUb3CoAvzKp6sB0pqKRzOSsWUu/kfY67AQORzUbShCDuyRyCB3qorhR5ZBIY9T0/KlZECMylicY+b1pmXMy+90weNmwWH8PqakjkaVHIbBzgg9qzIGdmLuNjdh1571b+0NbsBLwSeNppW0sWjTt9QKxAbt5B5FAnjlJZ1+b0Jxz61m+bsfMZ3KR/F60LdZkG3rnBz/jUKNmaLVGq92I2bONpwR+tOW7KD7mxTzkc5rNnuQo8vbkFcHNRy3O6BFX06bwa0RlKLND7Y3mc/Mo5yvBp8c5kDLtIOcjnFZ9u/wC53dCp6etRQahJHKB/fJHI6UyOli6021irZPOMVM1xwVKEepPeslrrczh2Yt14FTPcMUGSRgZ59KT2HF9C2bjzSQW28gZ68VXlmiU/dUqpOFJ71XMu1Dk53EEYqq8o3ZUqwFOK0NbF0XbYPyqPQdOKgE0kkzMD8igDBqt5u6NnZhwOBmq0l2UIZc89RjIp7E3sW2nXJQYxGcdaj+1faAQTx9MComld4hlF5OSV6mqkrGGVi7BUboBzTsaJks02xMjKq/APWqkrB9/ORj71IlzHtaMMTjgZHFEYTB3P/wABNC0EQRz79uGZjjuasFtzrsHboagVmaRzhflwOPSmxXLlZFCkt06UBZkjH52DYAPTNQtiGTzFO/HBXFA3ugPAUdcmo7yJo41XO4c8qaEWm7WI2ld3JGVHTr2qCNFaV+SwyOlNnbf8wLKBwTToDGibVYnd0J7mtrAtC0iGNCEOVJ70skWxgRl93r2qFboSIcjDrggnpTTIWfGSP9od6pRZfMWFm8vl2xu4JqvDceWSSQpyckVWuJzKojHUnqfamqd8R3ZJOOO1DaW5TRad0Y5VvlYc57Vahh+0unzgKD271m+XsO5TwpAIIrZ0vS/JYtjodxWsrXegkrm/p1uIELEYwOAO+KWeMyOXj471Ak0sS4QgKw6GnwSOSQRwRRyNGi0VhuPMjQ54J5qTYDwCePQUiAiNiu0445NNuLsxwZCEN0O0ULQlXZBJKI3ZthC9Mls5pkeptcx+W4LIDVWWQyfxHb3zTSu2BUXjnIIOKdu4aoNWmBUoGKqfXnFZrQCEjdjd0yTmrF3vDbHXdxnnvVZ5HK5dNpU5x600n0Mm22Q+UHjZSBhj1Y8VWeVLcuRgcHkCpJZWLYRRhTWZfNO0nIGzrla3irodtBkmoNdyBAfl6An1qzDP5mQ24AcZzxVAAsUXCZPTHWrIEqQlMZz29KLFbIklhjCsGOMnP1quQkaBPvKTUsZMscnfbjrUMq4IfC7fQdaRldtki9wzM4PUH0ptzcqLZ1GWZce2aU5SMyD+LGAKzmdp5pGYMEBFCGiaG+XGx4wvbIqzGwRmwrLxnmq0dv5rgMcDJ7c0CWSOZkILR5x75pg2u5YgURSEhWz1LGprclrcgj5wcDjrUMb+c3zBlyOhPFOLuCeVHHBqSlqTEvtCsShbtSvIwHOGxwap3Nx5cf7xt5HGBULStlX3Db0+70ppWE4tI1ROI8IEznuO1WFdUPyuDx2FYscLlmkLFs+hxVwQlUUhdpoCDaNOOcNGONpHBA4zTJY9rbmcADJzVK3mcQSluG7VYt1adPnO7IqWjVO4LF9oK7X3YOeuBVhk2ztuUkAYznvUDEWzYUAqAAQvGDTY5iYJAdxbOcUBewgcBdhZtxPAJ5qO6LNAowCQM8UrDzIBJ0fpinsojQhQD8ucHnmrT0sK/VDbSUsu5jtIPFfRHwd+LljPpp0bVzt2YRJHfAbrx/KvmhHy7Enpxlegq0L2S3RdrFsH7y+tZNXN6c3DVH0/q/wQ0jVr2W8tNS+zRS8mNACOv1961JvEPh/4T+HWsI2S6kRSxUHlj9a+YbTxtqsMASG9uUUt9wOcA1Uvdfu7u4c3EhkdupbJ/rU8h0+2Vj6h+HmrWOi+GbrVJZIjdz7p5FbAbpkCvJde+OXiGW8maCVoY952gHhR+VebnWbmNTGLiUo4wVzgGqsoJTqAzctzmp9myZV5NaH0P8JPi5Pq1/c2er3SsGVXR2OMYzmujtLjTNL+JB1GO4hEVxbbWO8D5t1fKcU8kUuUfy36DsSKcdSuFkQmZ8p8uS2cfrVcjHGtJLU+svF/hrwt4x1E3V9eReaAPl3g1T00+DfhxazXkEsckiAkEsCx74FfLj63cYYmV2Yt6445qKe/JRN7u5ycbjwT71Ps2N17noHxI+Ksnj3UFWJDFaREhUY5zXIRMsfyDDN1yBgA1Qt/3qIeDzltvbrUqyJArN6EYPU96rksjmlKTd2fWfhnxBo934GtdPv7qFVkgVX/AHnIrEh8J+BbS6acXETGMZPz8Y+ma+coby78l9shCbRkMcUx76SSEgOSp4Yk0lBs3jXurNHt/wARvjTaTaXcaRpMWEkQxPKpxgH2xWR8JvibFpay6Rqbg2zkqJS3A49MV5IiF32sT8xA5PBNdj/wrieOEXQmSNGQHg0StFWOrC0q2Kk401c9GHgjwfLq51NtZXy93mGPOAOc1h/E34j2Gr3llp1ltNrasr+YX+9hvpWN4e+Hx1+9SzhvjtYYO0g/pXeJ+zFHNtb+0pOnPyDj9KyjNSdmd9TBVqLtJakPjb4haXeeFrJLeZJZY3XMQbnjNbeueI/Dvj3wylvNerbEYOWP3fw71lf8MzQ7mA1Rs9AMAH+VC/sx+WpKapO6k8gbcUpSS2OZUaj6FTwTq3hTwPqrwpem7nlDf6S/AUYPFLP8RNGX4iR6gbtRbGDy93/165Dx98Kl8JzW0UVzLOkgIww5NcVP4cRtu+VztJAG3AFZ+0R61LKcXUhzwWh1fxs8UWfiTW4JtNbzYY4AjMD3y3+IrzAx7CGDkFlztzUk4khZ9jFgg2EGmfM8J+X5uCBjtXXT2Pma8JU6jjLdDrdViJMv/fJPf/Iq8m1lQtHnJ5AHWsy3eQTGNlDqx+Vm71ch81bkqTgk8A8itrHOkfQH7OKlbbVxhQN0WF9Pvf417/pr7Ij8nQ4znrXz7+zexQ60rD5mMX/s1fQdoHRd20YzjFcktz2aHwHUeOrhToF6ARuEZ5Pfg18geIbcR3k+84OeFXvzX1L46IbQ5xvz+7PANfLnipwt1I/8XRSDnvUngYjXUwZHdUUYOGyMEdKJJPmAf7uMcfzqvdyeaVJyV6bvf/IokkEkMqgjAAxnvQeeSvLGoJLH0FRedMzYfaV6Bg2D/KmyFRAFLbX7LTUmFxCsZGG3dSMYxQNK5KXZYzh/mzwM5qxvEgJds4AADdaqxQlOsisWP6UsUsUeTvz2OG5FBslclUjYQGBx2pk8pjeNI2G0cnFVdzSythnJxkDPWkNwS2euP4M9KQ9i7IzuZCSSccc+lLBM4U7hjI4zVESZmYb8JkE803zULh1znpn1qUmJs0HvmCttO0J196BfK6FWBVzypHaqHmFZQF+YsckntQ8xE5ZwVPTnoaepnylyOZo0YsN2cDmnSzI6jtxjf2qi1+gbaVwScYJ5qJLjYxydwPIIPUU1cLW1LSXO8FFlBOaha5dWIlKeg2iqn2pc5Ygnd0B5xStcKFZsFVzjk84qyk2yw0readqgoAAcCjzAHzknHY9Kpz3OWASTEfUgnrUZuc5cYJPygBqYmrkk90UcLHI0fqB39qXePKG7LEe/NQnLlSpUJ6Z6Uk24/Mrh/YUDsDiQFR5e/wCnJFRf6xmUhgR3brUgnRVEkhG0dzVZ5llV3jwA3AHrVcrZrYe2xQwO4MSOQeMVHDIQu7JOeCTQhjEahjjA59zTYXYCQlxGnQgn1qkraBYljBkJAZVUdcd+ainkJkkIY4OOKSY7gCG6dCTioJC3mg5DY/unrRyDEdx5RznjjbShtoQx46YwaS5fcAytwAMj3zUO4mXHON3GO1AFtX3x7duSRtyO1IJAkqqoLKByc9aYLh2OMAJznByDTH4t8swLZ4UH7oq09ARJHGbqQ5x8vTHao38wRqqcNnrTQWG8q53gcADrU1lGbiNWkBLAisG76l3uatvpxmVGcBtw5xXQJbCJA4BIAG73rO01xAQCNvua0WvvMB6E7Qwx61pAuKshzyJGyrgMD0GOlQzSBFP8FU3uHnlLggN0FQPG5YEOASeeat7FFh71d6hVIUHkgZzVh5lkXJZmB6ACs2GBpJFDkjP92pLlmt5QqlgMYJArNXZOxKIjGOfmwDxjqKjUZj/u+lTxtHLjDfL3I61LBbJbuzBy3GRQSrspXKBVVmyT/KsS9uE3NubIx0rR8SamYvLKvlmycehrlpbmW5lzIACR1ArSGwmrF9F2lWB3DGRVMqu2RSCGY4UE0izGGLaUYZ6jFKXaSVjuG3ZjHrWq0HdbFOMGKfDKC3b2qaNWm3AyBAKVm851XaI+ODQq+Rndtf8ACpu2LoMtoSEYbs89c9qjluEEagZ3qcZxnIo89FQgMcntiqqxt5gYlm444pi5b6lwRkCMhmAJ5U1WWFg2/JCt1U9OtKrF7nech8ADnpSRI6M6s2Sx4GaSWguUcJPnP8ABqXyiSCr8ZwD6e9RrDuf5xnjikku9i7CoDEY+lBkkPnfyA583dgcD3pkbloiQcMV6Gq2zcxyodePmzxT1Q7cKDlv0FCNYonyZUOApwATSRw8feI3evSqU4kClU+UDGT61Nb3bQptkUFf4SelaNaGrWhejil8sFSrnoRir0e5o1yF+XggCsuGcSHDny1z+FSNeBGcK2Fz2qbMzSNKMgllOBgd+9QqjwgszgKhqGa6KRrsALDjJqrJI0rZf53I6dhUMpOxoxzCaRymCDjrRDcGRZAVJcdStVrAYjfzSsZA4we9K2+2IG4jPJPakJvmJLhC6IEY4xzzURcrGTt+bHUmnBw8meAPUnrVS6kQoVPyjPY/eppFRVtwXeSzbcJ0OOlOjU437ioz0HSqsLkKw5XuuO1TzM7IgLdOaRVh+fvHeVIPJpUJGDvJL5+9TJlUwgg/Nnmlj+cAgFh7inYYMXZW+bO3mpIoyzYLFc9yajllZt642LjqKjgaWFEZssuOtK4uhP5amXb820dyaaItu/JOegz6VK0/7zIwRjOartM0krA4AxgEnFF7kpt7gF6DIA6dPen5LqwP316Go/KCkFctgde1LFGqytubcxH3QaCizp5PmEO5VfY1ZjQ72LEMP7tVYmJJK4VehUnFXLIbgCGChT8zMaDJybG284OQ2484wRxQYQGJ3rgnlRU1yrsVEbhlIzx3qGZRIAeAy87R7U1sXDcnhcoqFGL5YZx2r0+81V2s7QRyuFCKCma8pG5jgLsTcpVl/irtokLxo7ZL7QoycVw4i6Z+kcKUlJzk90d18Knjt/GMTuxJIOAp9jX0RPqZhs2cZyFyBjBPHT9K+ZPh+5/4Sq1JUoQeCDWz4s8Yanp/iJ0M7tDGdwDLgHOeK5kz6vHYL61WSWljS1r4vXieKVnj3xQxfK0JPB45r2Lw/rw1TSorgsR5ijg+9fKOo3TXd7NcDCs7ZCjOK3U8fakJoYo52VMKnyt/Sp5m2Z4nK4SgvZrY7z45uoNjgLuUHp9a8cUedGTIu0DPI6mvRvihOLrTNNcyuSYxk55rzS62qgUFioFZu56OEh7Khy3OP1IP9qmA4XOMeoqs8brL5aHaMA5PpVzV8G6dFVjnn6VRjMrbiUOMYAxzXsUfg1PxnM9MVU9R0beXH8ylmU5B9KuKjoyzucg4IrOSZ2kOS2zPQjtV6GPKlS26Q8IM1seVFnvP7OJd7nWSEwCYiM+o3CvoS2eX7OGOAc7SBXzx+zih36rHlg4ETZPPUt2r6FgiZ4QhfGOcjrXLLc9nDaQuN8ZzsdJuODu2HAr5m13Yb5w2R8x6npX0B4yu2bTbkk5DRsVI9a+ctX3NcNu2hmP65qbaHz9Yzmgd+NwIzmiVgE2FeU4YD+dRPdCGMnDfISD+dKsxmJZeCw+Yn0pHI0rEMjCGAhH3YYDcRzUiNJNuEe1UGfvdTULSeU/3N4c+nAxUkspA34AVl/hPSgUdxSrhVLnsCAvaolcSyuwQKpOCc96lDbIdxO5cZyeKqySIRjHyE5yKDW/YkZnhAYO2c4yAOlMJYkAfeY5J9agkeQK6Rt8gHOaIZiVVNwY9vakk7i5r6E0k3mSD5Qq9Djmms2+TbGMbenNVkYxhlbG49s5pqs6yDaevP1qwsXFHlk5wWPUE5p8UizDayhsHAwOn61nrMbp2DjAB60sMgLsmP+BKeKALcgVldkwrA/wAbciq0wZ0LdJF6FTwRQVBjI2BdxwpznmkyEj4f68VSWoiOJUVst2POehokYyq3I257cAVVlGYnQMcseKkgR44WLggDAAPetHEqDuSsgBjx8+wYamKeQXGSGyMDFNJIIG5hubBNHmMWZEI2p/EaSRZLFiEsBnaRkk01JmLOqD5fUVALgTguCSB1xTnKpExA44pJMY+7VTCRjbj1PSoETywC0gO3kAUqbCCWwNwyMmkfZJIXJwzAYUDOOtWwI3ZiDjlS2aAQ23JXc7cA+tI2YUxx1+8TUE6gTgYPBzkVSSsSn0LErHfk7Tg4IB4okmjgYbeB0P41XBEI3H5lbtnmpm2zou7AC9R607IoTKwEqcyBv7oqps3Slw+3P8NTSZyzRHC56U0qDKScKVH51F2wIoZSQB90A8irC7EVs4ZSecVXbAyAOGByfSnxFIXTI3Aj+LjNJx0C1y/bJHIjbs57dq19LsQyE9QCKzdLthPK5GAF74ro7S28uBgTtAP3lrKxcULJGuFXgrkY7VLHHG7BlYIAf4utTRwL5YUYc9QW7fhUDKEOeGUcbqpWsapq1hskHlbyCPVSp6ZqLysthm4PXPNTiNWZufmx+lV3AZywbkfw560XbBaCcpnayoucA1DJmOdlzvDd89KI23go6HI55pk8gT5tvzeg61qlZCexKimJAGVTnpSTuq2zsnyevrVGZ3JQ7znAwPSlaOTY275uMn0NZBsYmq7w8bKAVPOWNZ7bhIChA3DJyela10onTgBAB35rKuy6OocZQAYKito7Gd76DZphGzAyEgjvRA2HCdWboarSYdX3Nge4/lUijlecBRwRWgWLO0SO2/5WHFQzFoFfawbHrzmlldA/392eOTSM6tGACDwfxqEWtUZvkvfyF1JDfkMVfjtHMYXJJHfNVjuixtIHrVtbsNja2Npxj1oeo7IjukV1baMHjPPUUzyy0a8n5ejdxUrQ+WJGLfMPmwRVaW8QQ+ZkqTwUq47E20HnC7nw2OgOaGtUlhMuG3enrTEnIDZ+YbcgA5qzBcCO1OQefbpUdTMqQRhZPLZwPpU0JZpWQfcA5PrTigkYYG0n2px/cK2PvAZzTvYEyNoleHaxIy3p0FNuEiWHaFLZ4/KnGd7mEoVAJI59KbNE6NHGT1/iAzTTZakLNb70BzhQBx6UsMcflsQNyjGc9aS5TyNoZyW9BUay5iYjBDHGBWt9BXuWSqyyuA20cYU96kiZoQ67eT3NVopCuG2kSDsRThcmaXK5EgH3PWsGaJFhQsqMNuDjntmkEpkj2PzxTfmn2/Ps3Dg4pRCQzAvyvGSOtJIaSBH+y5XaCccE1SWIyOSWVpAM7R0qSa4BcLgFegOetOWMIiEDBJ6jsKoLXGjMLMvlnPoKlYxz4JU8YGPSowFSZnLlhjqDxSQShJGPQeh70rDsK7ZILR5B4yDUiMJEZUCxsB69aTat0GKvsK84FJCitg5ywHf61N2TyjQMR/vATwPpTo5FZW5+UHjnvT1UB2jY784GKjkTYDDt5Xvimhk6iN441yoBznJ5NQvIqNt2hwBkCmS25LxZ5C9MUnGThSGJ5BPQVViGrbFkWrxp5inqOmeKRIZPN3gKSuCWzSqrC2CiUHaehHJoW5AUJgq46sOlJiu+o+FBcM5K4Oc5NTxSCCNsYK85BpElWR9gbcoHJpYnCEptypO3JoQaE0AV0VgeCuQAelNNuGQFX3H2HSpNwtbYsyAgHAI9KW3mKfdVWGQSB+gpOyKja4WsTModwFK8qM11LyboIi5JbbgBa5iSXKyK3y88EGtq0uozbo2/ftGMdK5aybP0LharGE6kZM6/4fOx8QWKq+zDdW716b4/8DDXbTz7Yhbkdf8AarynwNdwnxLY4Y7A/LE19CtfwW8eTIrdAB1rkUWfSZhi/Z1VKLPBj4B1hGijMKSFyduT1xXU+BPhlIlybjUlIaI7gmQQa72+MU2oWskUoRI8nHerUes2vzFHCg9ATyaTRwVM3nUjyXsee/F6BUtbFIlVI+xY4zg15VdSecSAhG3jHrXpnxiv4JbW1BmU/N8q9COa8pN2YTlSDjPHWizPZwmJg6FnJHN6im27nffweACcVWtoSylixyewarl1LFdXMxYbmJwpHY0sSj96CoQYzk8V6VP4T8lzKani6rXcrQ2TrHydwXv3NTpH95lGSOnrmliufKRQTgZx65qW32k74/vD1HWtHseXFJM9u/ZwkIudUXnISIk+v3q+grQFkOcksM4r53/ZzG+81Z8kELHx6/er6JstwRflJ7c1zuy1Pbwy/dnH+K7lRp8qA4/dkgmvn7W3f7Wy4yGwQw9a9k8cXmzTWCuMlSGw3NeI3UqtKwEjYPXv+tJO587Vd2VhtEZDEkjqSeOtK0hiZ1jwcpmoLtwo+RGKKMcdzTS+0LgFXHakc9pCRyeYWBZlUDOfSnk4DbWXAwRuP1qOQhLjIwNyjPOMVWZi+4AgADmkFrblma5DoiynIbhtn8IqqowTESSgOAQaQgj5Vbch4Yjv6U+2LNIRkYX1HFNDAPhZEjbk/wB7mmByqHKAA8VHcK0YkBCrxncp75qMOcIR8xC9+9UtWLbUsBo1OSpUqOD/AI0kLbiWQh2GcA1VW53Lt3ErIMHJ6VLCNuFyTj07itHGxsndXFLFS+8jeB0XgUxrlYlZQNq47UsEbXSySJbOyHoyqSaiktZAFV/3ePm+dTk1ANMsO5khAkJUYBXb1qEpmJMsSDkljS5k8uMIytk8854z9KmgtJtQzEls0nzYAj5zVInlbRUPksN6FsqMHnrTIpcR/vAw5+UZroG8Fam8Jn+xyRqo+7t5/AVhTWslrKwlDbu+/wC9Wl0hKLitUR72AX7zIWPPpUqOsQZgdw9KjiYxsE8tiD3HXNaVh4U1O/QzWtnLLEWxkjvSTXQ0SctitgQRy8DbjPy1X80SJu2lRjGGPWtfUvC2paRbNNdWs0Sd2AyMVhswlSRowxC4HPJp7A01uCKHxFI3HZh2qBLyW2kwFDk8ZxnFa2n+GtR1nYtrBJKTn5gOBir114F1mxi3zWUmzGeBkmgOWTV7GBIUZX80scHORTXdS7BXJO35vaopGaOQIc8nG1u1SSW6Z3ZG4jHHrVLUnZlbzwsnPbpx1qwrA4LMRnGMVGiq021FzkcnufpXS6J4H1TWwXgtSycY8wbfWmzRe9sYRiCrIoJJPSoShVyzqSBgZBrrtQ+Gev2Kh/JyoByFOc+2a5WaKa3keOeNkkThk7jvzUbIbg47lZZS8bDjAHUjmnApIiru3MTwW6itTS9El1RvLtYZHfdtxjIzXRW/wg1y6iUmBASeW34I/Sou+oRhJ6ow9JcpIRjg4yR0rowVVGV2I6Y29KyL7wpqHhyURXUTRKx+8pyDj3q/CcAqBjIyDu60LsaJNaMttL5JKAAg9fWmTRtFhCQFPAzVzRvDF5r1ypt1k2ZP7w8Ka2Lr4batHC05xLtHQtn+lDjYr2cmtjlWcCQqpYMO+eKjklgeTGCGH8QNNuYHjaSKZJYpUOD71A0AiVR8xzkhu5NSnqSk+o2aUzHPzZHAwcU1VKzZHORznnit/SvBGp6rEJUtnMeOGJqhqOjXGiX72dxGUmADAluxrYrldinbxqI1DHt3pl0T5TqDhe5oMT7kDDAzk04rvjkPUelKxJzd2pimx5nynnBqjK0vJz8mOPetl9Hudbu44LWJpJW4Cjt/nFdfpHwM1a8sd0kyQyE8K/aiMrbkxhJu6PMYrXfktyTzyaFkWLeRk5GOeldn4k+GureFMyXERuIBx5idK4Z43jdh0UZyD1Na3vsW4uLs0RzDexLdT6cVPbFUjAwSx4U113hD4aaj4qUSFPJtnGBI+eMdK6K8+BepwxbrWZJtnO1uKhGqg7aI8z8sRkKVyOvNPSBVLHADHoR0q1qulXOm3ktrdI8MicFe5/8ArV1nhz4UarrelQ38bxJDKCULHqAcU7GajJu1jibvMduw3buO/JrNMST4zkKeCpHNeoRfAjWJDI73MBAHB3Hr+VOX4Fa2U3o8TjGfvciqi0aunLseZQxHnGVyMAeoqQxyPGAFfJ6AHoa6TQPAGpa9rl3Yw4SW14kyeO4rsF+BeprGEeeIFjjK5zmk2tzJU29DyYrNGrnBIXg1KJImXcSctwK9Sf4D6oHMYuYSMZyM8/j3rnfGXw8uPCUKTXLRvExKqV7kVO5TpNas5ZQjrvQ4K8GojGJXzuff2xUQ3rn5tqjnaO9dJ4L8F3njS+mhgkEKxoHJOfU1S7GaSbsjnpFdrobRuIGGyOKd5L7VXaEGewr1qL4A3RJU6ihJGQdpHP5VI/wIugS51CNsDGNjce9K9jVUZJ7HkQUqP42cj+KnRxqg8wgq655J4rrvH/w6vPBllDcS3CyxSfKCuR/Mf1rG8GeB7/xrqSW1vI62/JaY9MYpD5dbWMSZ0gjVkBJPPB6VFJdPcREYIOe1e6xfs9WIsdsl6zzDgnHArhPGvwn1DweouEP2izPVl6iqvFIbpySucWsW1NowzqMgmmoHijO7JY9s8U9yUaMgExnvjn8a7jwl8LtT8TXHmFBb2h/5av1P0FIlRb0RwkaxlSSCCDg4PFEoUzqEII4zivUfG/wjTwfoD35ulmy4Up5fqfrXmT8MTCAApwcLQhtOO42GE4JwVxk9aVt/ysu0qecjrXpfgL4TJ4z0c6jLdmNS7RhNueBXWwfs+2iwnF85YjarNEBgUm0V7OTWx4e6r5RkUEt3PpUPmI0zuA+Md69X8c/CiLwvosmoR3BliThkZcfjXmbJGtxhWDR4zkChGbjbRlVSzQ7sjI54qNYN8THPP1qbycAmDKqxOc00W4RfmbcQc4ouRawQBS4Vl+dRwTUYl2MyqrB2/vDNTedmYoVxkZHqKYsLRu45DE4BPXFILXJwTDGVOcHk/WprUDA+Y5bnB7VXR8qYxneO5GaeXUzkoQGXGeMU0KyRf2oypGSWcjHJ4qmim3mk3E7l4AHSpWZ5U+RV3gfep5gSSLKOC5+8WPFDIWuxE+5CXZhyO9JGgjkwHc49D1NK0KyJ5QIbHU+lIMR+YzKAykAZobTR0QrVIPmhKzLFq95a5mUyIc9Qwz1rWTxXrCMrG9lEadCzH8qwoiJFdM5Jzhu1Pkj2qo3fuzg4U8n3qUl2Lnias/ilqbtr4o1eZ3Z9Qk3c45OKT/hKNTaFo5J5gx6ODj9azFi+0zJxtBJAJ6VIJUaIxshRgOKmyvsZ+3qdWQX2pXF7GDPcSylOnmHNUtrtCuJSWYngGr053RAn73bP1qv9lHmOo2qvdgP6VSguw1i6qVoya+ZFNB9mVh82WGcg5p3mSMqbtpCgAZ70j/Mp2OePl5pJG2xqnRz0NUlbQx9o5O8hrgtPsZRs4JOcVctAsJJLfLyAVOariM4b5hk45p7RCCAoHGWP3h2o6GiPcf2eCx1DUHUj/Vpkfia+jLRw8QOG6jpXzZ+zoc61qaK24CGPIP1NfSenYFqMN8wPSuCre9j2cM17M8N8d3glhKqmCQcjPJ9hXld7tYcbogT0xzXaeM7xmuSWbrxwcVwF9MzHAlAGchRz+dbHzstyMbFAP3fm9aJY2fJaQ7R0GP61VfYoJYkgnnHrRJMybxyVzx9KDNt2HlmOQHUgrgqw7fWoYwAxwMnnJPANMllYAN95BwABT2fzFcMwPHGD0NO1zJ3Y9LnYoO4ADkj0NRyybo1ZThzx8pzVSTMrOGYKqgfjThtQAJkAAj8aVhxRYWJNu4ks5OMnpVeRB5gG4ZXsvWmRztGvEnAGSRzzzUazvPLjeATzkjrWiWg9SxIjQSAuFy4+XBq7p2nXOrXkFrbxPKZmHyp3x1/Ss9bhkVI2Xec8EivYPhV4Xk0qA6zdYiAVjHuHKcc1N2kb0YubPRPD2gW2iadb2cSJHLs+5xuPr9a8w+PUTQXmnRxr1QtxjPU9a6Xw74uXxX43uPIYhLSHYGPQkkAmud+POJ7rTH8xUby2TPrz1/WnFX1PRkrU2rHnOi6bda1di2hUvK5xtA7V9C3Frp/gjQPtEnlW/lp93jcxA7V538E7PdeXk5xmJVVXPUZ//VXYfEDwvfeL1t7WOdI4E3Fi+c/hgUeRlThoYVv8bbSO4P8Ao2UJxv4yBg+1cH8RPENn4p1lbi0DIqR85HU/WuhHwLuTFI0OpRNIGGFfOD9eK4bxP4avvCt99nuY1Er5IZTlSB6VGxElLselfB3wVb6nbzapdpuA+RFI4P8AnNbnir4jaf4av30+FVuWiAHyOAATzjpW94LtxpfhexVcAJFuJHQkiuEvfg/Lruq3V/d3qJ5rlkVM8emeK0gjdR91JIi1L4xWt/pVzbS2xEk8TRfL0G5cZ/CuL8C6K3iPxHa2jAeU53lh/dAPFdF4h+D2p2llJc291DcRRgkowIbj8Kd8DrSZtXvLiRTvtYwijtWpkoNtXR6f4n1ux8BaQkqxiNOEijAwxA61D4N8e6f4w+0JCPImjO7yJCCWHrXGfHu9kmttLgIG2TzGLHtjbj+dcf8ACO4eLxlbRI2WZGBPtStdGrfLKxrfG/w0NO1eG9iColyp80qOjAD/AOtXlwLhPL4jGea+gPjHZR3PhGe4k/1yEYPbNfPtwX3qUwW75rWKaOWr7r2Oi8BS2sHijTmvJ4VgDncZCMAbTivXdb+L+l6a6QWKfaUXhnBGB+VeBrlpQVU7sAYU16Bonwi1y8s1uGkt1WZAclznHPXis5blU5X6HrfgPxfZ+L4bqMjZcRHIXHGOMGvPfjtpEVtf2c6gJJLGwdgMZwa7b4d+En8F2Nw91NHNPJncY/7vYV5j8XfFY1/WhDAriG1GzMoAyT3pHVU+A6v4Y+MtF0LwmUuJ4ln3lioILN6D/PrWlpXxfsNR1eC1MRjhkcp5meAOcV4BFNlTtUR5OCVrpvh/oUut+JrC3VFWON9zyDPQc9aDCE3skfSup6RDqekzxSBXjdCVLDJHBrw/QtLa+12O3jiJZnIZj6AntXr/AIx16Hw7o7SK+Cw2xjOfauD+FLrea3dTSEGQIWB9ORn+dB02u1c9Lvri08K+G/OIyIhtQDHJ5rnfCnjwa5frbXEYjZhhQO5qH4s3Jj0G3jTcUaTpXn/ga4kj8S2BIJ/erz+NNmjlbQ734u6AiWSanEoMiMAwXocnFcx8OLDS57q7vNSmjiEIUxrIwHrnr9K9E+IUqJ4M1BdpJCofm9d4rwKSc87WZWAJ9iMVnay0MZSSZ9I6BqVhrED/AGNlkhjfy2KkYzXjfxVynjS6xjbtjCk/7ortvg2AfDVyFPP2hse3C/41xHxaDjxds4wIk69zilG9yqmsDigB5jklmZjyDwMU0ycKc8AcChZd5cDO4Z602GLChWPQ5LVctjiW57H8G/D0cWmS3zpmadgFOPugZ/nn9Ky/HXxWn0HxHNY2ccbLAuwl+55zXc+CYFt/D1mIyVAVTkd6+ZPiLfy3HivUmQ/MJWGfxNEFodnM4LY+oPDOqQeLPDVrdSABZkIaM428Eg8fhXz1pXhUS+PodNMW4x3QaRtp5QH09K9X+Bdyz+AbbzgWIkk2g9fvGqmjwqfixqwMWCsGVYDuabbRqlzq9jqvHPiBfB/hGe5giUSQ7Y4kHAOSK5H4V/EWbxVqs1nqATLLujdPbPFHx1aU+F4EDhUaYdOvB4rzf4UztB4xsFB+YkqdnQg5q0m1cUptNJI7v4+eHwLax1VHG6MeU5UZyDk88+9cd4d+K2p6Po0FpEIZ4YeEUjpyc16x8XFNx4GvwqjKqvUf7Qr5qtpzaRLEwOAMnjocmpvrYxqNxZ69o/xa1nVdQsrOO3jLzTIh2qehP1r2PVr2PTdIvL2YqrRRFtoPevF/gn4Re6uV1qZ/9Hic7Aeu7t+X9a6X41eJlsPDrWEcgWa5wOPvKoOTmkbJ2jdnlGneN77RtdutRtXCPcN8wcHlcnjGRXSSfHHWNxIWEEAYAUn1968y3FiADkYxuNaHhzSn1vVoLOFxmVgtD2OeM3J7H0Z8NNa1PxHpI1LUFjjjZiFAUjuRnrXAfHvXopr+00+JVdYAWfB7mvVdMig8L+GURzi3toyG/U/zr5O1jV7jXdWluZn3mRj1PHJ4ojsa1XZWHtKs25dvbg44rT8OeLNQ8KXgmsiE3jaeM8ViFn2rAuxDjANMMjR4jdlZ1HX1q0cS0O/k+MuujeRLGzKOCUHP0r2D4SazqOtaCb/VCh81z5Xy9QCQf5V82+GtDn8Rana2kQAd5MAjPHr+lfVVilt4R8LqmAsVpEeT/n1oZ3UXJq7PJ/j3rJvtbg0uFhIka5IXnDHpXq3gPRLTwp4PtMBEkEPmyDuTjNfMa6tNrXieK8lZjK9yhG7pjd0r6n12Y/8ACOXWY1WQW5AI4GMGoa0NNGzwzUvi3rKeI5pIJAtqsp/d9crmvcIJI/FHhV2fbi6gzt6kkjtXyOkm68lLNgs+3rx1NfU/w5aSTwVYZxlVwCOtDTJhK90z54gtbXRfFSC9Ui2t5tsisMd/SvdNG+K1lq3iaz0rTkzBKSFcYAUV4f8AEQ7/ABtq6Ffuy8qfXaK0PhFcGbxnYA4wpwAvWqs7ERdpWPYfjlCs3gG4dW3usqAqf96vmUQvJ0kEUgPANfS/xrk8zwBfbCAUkiwf+BCvmuFX3nBBLHOT+NC2HWR9KfA1RH4BDOQrM0uCK8y1X4ia3b6rcxC8kEccpAB64BIrtfhR4y0rRfCUNne3QhmWRm2kDOK6O2bwp4gnkRFt5JpT3UA/WkUneOh4PqnjHVdZ8yC4uXki68j5T7CsSRiC+EGGHVT0r2r4gfCCG3sptS0o+VHEm9oW9B1xXiTRhC6hjgnnHrVK1jjnFp3YsqNGpEIB4yeaq7phyR82eKmDF9y8oem496bKWSMlXDFe1QZSethYlbYrScuM5A60zeSQ5IHHApF3PDvztY9SamRjtRF2tjqfWkRzMhihbJJbMjcirVnG37w8dCCOtVllVvlTlhzz2FWoozgMASep21SdiHK5PaEiCTcAcHBHtTHAEUnlrjaOBTdskmQoA5z71KpeFfmJB9hkUXCLaVirtl3uDwp7mpY5SIVRwHDfxelSO7KyF16jAJ6Cm4z5jK0YQ4qS+ZEwU28eI8YPeo4VSRju4xTWxExJUvtHIU8UiHzIi3TPSn0E5XRabzjtljPQkCrE0qurMihcAZAOcVRVvlCkkHO4e1TmONImMY2lj81CIK5kMrSocHjhicYqF0lw5UA4C9D161Znj+UXBUbBxjvTDP58eVXy+TjFXHcZGJi0DBztbIxxjFR+bn5DECTnJz0FSNB5rbpG+VcfjUM6lmkKsAVxk+vpVPcE7DnQrMnlkFF457VPJGqg4jBfg9ev0quACG5wWq0qldpZgdg496yOlbM9h/Z2YNr+oqgKgxJuB6jk19L6cFECc4Yc18x/s6TGfxFe8bN0PzduRnGK+mbJPOjQZxnA965p9T1cL/DPl3xdcJLceQreYVG4E8ZNcdIyhD8m5t2CtdBrZjnclpMFAMEDrXNXrYw6nowyRTSPm23cYkhdZEWI5U1EH8l+RvG7nmnFBiV2DbT2DdagzEzAEeWoHG3vTSuMbI4gVnLjY3AWoAfKHKnYTuO7inXcXnIiBOFyST1qFt0CkSS71PA3da1irLUkniImj3gARkkZbpSNK+wDcWwRknvUUYUQj5iQvQdiaZMzORGvy5wSaaikCeo+5JDFVxtc8ADFJ5DMVXJjKjqKiljKbMOTzk80ExmUP5jDHqeM09zTqbfg+0Oua/p1o8hCNMu5j1619EeItIub3QpbLT3VHlAXGfujv/Kvm3RtQl0PUbbUkiWWSFg4U9D/AJxXoMfx3uiI1+wxKW64yP61gzqozUdGdX8Ofh/d+EdZubi4lWRZECFQD65zVr4meBbzxVJaNamPEOQd31zUXw5+IV14t1K6tp4I4wihlZCc/qaf8R/iRP4NniggED+cpYFgT3I9faqimjrck4OxlfCOyksZtVim5eOVYzt6ZGcVa+KfjS/8MxwW9rhFnUt5uea5H4V+LHbxPdeeQi3hz1IXd+dd58TfBUnifTY3twTdwD5EOPm602ne5MFeOhx/ww+IOo6r4gj0y6ImS4JJYnkEAtn9P1rW+O1mgttLmBzIJXXco/vY4qH4afDK60DWhqt7lJowQqZ4GQRzWT8bfEovb60061YfudzvjueMVEk9wV0rM9Z0j5dEstzfMsC/KBweK8H8QfE3WX1m5EUzRKr7VRfbivXPhprkmr+Fbd3CtLBiKQZ5wOn864bxV8Irq98SS3FpII7eZgRyDjPWiLaKd2vdPSPBeqT+KPDkN7PgFshs87gK5D4cQra+NPEVmjYAcbQD1rqbeO0+H/hXaJv3cUZ2qzcs1eQ/D7xUYPiA1zOyp9qZwxfoODiuha6oFNJJHRftABoxoucqrCVcn1+Xiua+DFk48aQyRkyhUbzAOcDFeteOvBtr470+CIzGNoWLxyoRgk9eoPpVfwF8OYvBccsv2gy3UuQX3DG3j29qm9hSi2+Yq/Gi/W18IvbZ2tKwCp1r57jiSZpCjkvjPXpXonxr8SLf6tFp9vMJY7c5LKc/NjpXmiyEE7sK4PIXgGtYt7nHWak9CzDKYxEqsAyn8TXfWHxk1rT7SK3FvG4VQobuQK5n4daBZ+IfF8VldlhFIrEfNg52nFemzfAqx8xpILy4jCdA5B/pWc1oVRi2jofh/wDEY+L5pbe5tRbzxqD8rZUj8qxfi/4MtbnTX1aFhFNHgOFGARn/APVXReCvh7aeEI3mjaWa5lHzM5GP88Vy/wAZPGUMcR0e2dZHOGkI/l+tYpu52S+Gz3PLPDnh+48SalDZWkTMGkCmXHCgnk19CaB4d0z4e6JJcSsCYlzJOwwSfSqHws8NWmmeGradc+fcruZ8jg1ueKvDNp4msBp11PIsRxkRtgnnPp7VsTCKseLeO/HMvivVYfKBWzjyEUdD7/pXUfBu6jbV7hH+UmI7ffp/hWzD8D9D3bvOulC4C4cYH6VxtnND4N8Xyw28jNDDIFLP1waYXfNqej/Fa3ebQYZFAaNX5HpxXn3gSy8zxNp6DAYSqxB9M16/PBaeKdFChw9vL02nnNUPDvw+03w7OLyNpHlUZMkzD5aRclrcT4nXEVr4PviQFZggXJ6/MOa8Kd2ZlxjDD8sivRfib4qh1cf2balJUjIy4ORkdqyfA/gePxB9rkup5IGQptWAgevXINBi9Wdr8GYX/wCEbuc5H784IIPYf4VxXxaV4/GDsykny0Aya9U8NaBb+F7F7WCWSVWk3lpCM56f0rM8RfDmx8Uam9/czyo+1QArAAYqYqzN5awsjwcFiHkY9sECk80vBk/Kp6DuasarpaabqV1FFKzrGxHJrPjIMZcyNvB4BHAqnqcVrM+jPAlws3hqzKk4CqPqa+bfiBay2fjHU0eM8Slt2MYyTXrnwl8XL5LaPdPGrjlHJwME/wA66PxF8L9I8S6gL+6MhkAAcxuNr47njrUq6Oy3NEp/Bq0kh8E2jSNgszso6DljXOaDr4uPi9fuCRHKnlKc55HWuy17xNpXw/0JI0aNTGu2KHqT3Ga+fPDvieTTPFcOqSNl5J98g6jBPP6VXQpTS0PZPjnYtc+FTcR5IikBbB9TXm3wc06S+8ZwAHDQgyHHpzXuEjaV420FrUyiW2uACVVsMCOaz/D/AIN0bwObm5tX8pmHzyyuCRjPTinFu1htXdyp8Yr7+z/B8sXEj3DhBk4x1P8ASvnqC0kv5oI1UsZGCqPU812fxc8bxeJ9RTToCTBb4YODwW5H8ql+EWhW974h8+6dfKtAGUZ6niqUWc3Nzyse2eGNMg8K+HordT8sKFmYjGeMk/pXzx8QNcfxBrtzdPIFXdtUZyMZ617T8VPF0Oh+GpobWRJLmdPLGD0BBGa+cTKXG9ypJ5IPOKrl0LqytoiKQuHBDgDHavXvgR4RSfz9akcnyG8uMFe+Bk/qK8lWwWSSNVfasjAHJ96+mfBVvp3hvwtCiXcZZF81huGSSBnj8KzauTRstWc78YfGQ0ixOkQNunuEJcHjavJzXgGeV3qM9Riuj+IfiJ/EXiS9uCP3YIjjb0AArmoJBJCy4xgYyacVZETdx4JfLbc8YznpTopgpVlQFwOQe9VVDCNlV8KTz61JBFv2RJ8zswAyQMZPWqs7XMke3/Azwqsy3GsyLtKttQMOnAJqz8cfGn9l2/8AYcXDXADSNnkDqK6vwjeaZ4a8KW8LXsLeWm5yHBJOK+dvHviRvEniS+vSwKMwSNSOigY/pURv1O1vkhoVtMBgu7e5BG1ZVYj6GvrGeOTWfD0iq2Gnt8gYyMEetfHKExsCrn6ele+fCn4nJcWcGj6lKsRgG2OduAQOcGhmdKfc8XvtImTU5rFl2yCXYMDkHPWvqrwLZHQfCVnE0m8pFks/HOM9KqS+HPDs+q/2k32YSdd+4YPvXG/FD4qw6DbHTNJlinnmjw8i8qg5HHPWpbeyN9I3Z5H41vP7R8S6ldxurGSYn5T17f0rT+Dh2+OdPwSATzXO+HY7bUNetY78Kls7/vGBwcV9EaJpng7RLtLq2eBJYyArCQZBq7u1jOnrK7F+NcZHgC9IAHzxEj/gYr5tZHgk2qQ2Rg89K+rNZ1Pw7rFjJb3t7BLCxDbd49a8P+LemeHbCbTzojo8jlzNtbPpj+tC2NqtmcY8F1aKn2iN42I3KxHVT0rW8O/bZNWtjbswm3gDaa9j8D6p4Z8TeHrSHUBAJ4UCESgZIFdTY6H4V0dzcwyWUBXDByw5oM4QT1ubGv7l8P6g0xUBLWQ9ePunNfJN8CRIVKh92cA+9eufE34ww6pp11pelbGjkRleQZ3EdDXjCy4T5wA3TjrQjGq03YkjR5CP7p6moJZUiZlALHJqwcBF8pie2DVeRnWQKqKG9Sc0mcktJCL8ylNvuBmpI0aOONmUo5bG005x8jgbSw9aiAMa5bBJORk5Ioir6iJ0cpvRME9Dgc0+1MtsjlgWJ4+lJY2reacnlhnPvVxIWikLOcFuaTTuZ2EE5iAlUF+MEYoSTzADlj1OzHNTJ827kEk44FMmty0oEbYH949fepSERMVmLIzElR07UoRjbjAVVzgj+tIW8tpI9uQV+9RIQ6HYRgDBFOzGPaHcxYONrDt3qW2jDAoBg8darogkjxtKBDxg09ZgZAMkOCBn2ppD6FqSAvM8KqPMXBPsKg8p5I36KpOAfUVMwke6Vi43MfvdiKUfLJIrggIpYHHFMQ1Y8W0nyhsfe55I+lUXV7gqqgbSeucYrSjmMfmOQDGVALAetRwIo3ANGOB+frRewXKU0XkEBn6YHPr3qF4t+QvJzyBzmr10kW1VckvuzuH1qJomLyYchR34FFyUyuX+dF2gZPOe1WSjKoOAx6gZqA/vPuMruOvHSpY58wHcQGXpgUjpi9D1n9n6dk8RznCktDyoI4619Q2Mg+zKQuMYr5a/Z/DHxZIxA2yRAfKBxX1PZRlotpO4HkEVyzaTPYwq90+M7vbK7uC5+XB3Y4P51lXP3VZTuHUritG4BDuXGSASqqv9azZ5gYD+7YAdqIvufNPe5VnfaTtPDEZTtTJlJmCA/uj1PofSnSRRyIXB+VQCRnvURfGG++2eBnoK1QntoWGZVQYHJ+8fWqhRZEzu3MOi0PcbVfcpUnge9LDCAXyShx1xxWhOrQ14nCkBSnPOKiETLJ877tvQjpRPIjPKPmOzAPeoI2R8su7YrA9MZplRi1qPlUXEw6gr70yS3KHdtLqvUVJKsd3hcEbW3Aiqt1FmdtrMQMZwcUJGyLaHKEmQtxwpPApZYGWUsWCpj5WHWq6OBhV+cZAHOcV1/grQBf3lu96m+1JIUHgseRgetYtWYJXM7wz4nufDF48lhJIsrgK5HejX/EmoeJryOW+YloV8tQTjPJ571r6H4Zt5tU1WZ4nmitH2+UDgE5OAT26VNcaJDqepWNv9lezlnYr5Q6HHU5q72NLStY4tZ7q2YtENpU/LLnkf/Xrv9H+MOqW0CrLIJmXAy/Xim3dlDHa31u2mHyIR+7uEQnp3NVrxbHS9TttOa1DidVErNxgNxmqRpFuIeIvjHreo2csUUpt1bgmPhjz7Vwr3Etyxup2kLtwSz7ql1/SItM1e5gQFFWRgjE4GMniswvFhVKMiDsT1q7EuctjpdI8X6h4fl3WM8kSMdzAE4NdM/wAZdZ+X50wq/e25Oa84iZdnIbYDwc8Ch1ScYbJKEkOvSp5USqjije1vxfqWt+W19qFy45CxknaPwzWYpdZllEhL9W/2aphpS5MjZ5AH0p6SBMDq3P41Rn7RtnYaN8TNc0dPIW8eWPOVVySFp2o/FDXtYYoLx4ox8pEJK/nXERktLtdSUzlsHFQ3Ex+YRuEQH+9ik1c1c5WL95NIHZmLTStyzHrTIbchSWOD6nvVeF2cFSDsIz1yTUcEqued3yHpT2JeqNO1nl06WO5t7grcKflZOD7810ln8TPEVrF5QvpZQrclyScVxeNxLbmRfpSKzQtuQsCxzlqHqEJyjodtqHxL8QXa/NqU0UeNu1GK/rmubku5rpWurhzK+Sd7tlm571U+0mXmU4B5PFRXDEOvzYQ8ioUVct37m/p3jHXLCFIYNSuYkAyIxKcCrLfETxCzBv7Vudw7GU1y29Z5QT8qpznPWmJMsko6sR1Fa8oKUlojqovH+ushL6zd55IHmt/jUMeqPeTtM80jSNy7Oc7j+Nc+0UbE8FMVas5wN0Yz8xzyMVnYXvN7ne6Z4nvdPgBt7qaNf4QGOKuT+LtXuIXSbUZyGGNu9uf1rj7KTEO1W3OM7gTV0looRwT6+ooNeZ7XLiyEt8rYJ5NOj1a90xXeC5kjZyP9W5HT6VRlumeRU2kJjrSXsonXavyBTjdjrQCZvQ+J9SLc6hcZxkjzTVSfxNqjozC/uWJUgqJWHf61hjfJL+5GQvBC85oBKSNvU4I7nGKBOUkiyZpJVk3TM0h5BYZyfc0kwP2fO4q/cLUYXc23GFB5b1qves2zYpDjtzSRkm2ZdxLJaXIMcjIw5yrEGtG38ba4sIRdUvFjX+ETNj+dYV0wZ+V5HcmoPN2qyFiMjjFOxqm11Ll/qtxqcrPdXMtwx6tIxaqtuyl5EQkgcnJ71HGsfCEN05781JHDtlD8eZnHBq1sLVu5di8RahoxRra8ngdv7khFSXHivUr9dt1qNxKjDlWlJFY1zGpnkYkbs+tOtWCRlNox3DGknqNyaJRHtLyBgykfe71asb6W1i3Q3MkeRglXIqvLGPs6tGBkcE7qS3aMAb1BKkc9eatvQyg3dlk3dxdQjz5pXIOcuxOaSNlbkjAPBBFQSS5OxVJRjg4OM/hQWjRiik9RwTUJ3NNXdFpyAuOAMfLTbfVp3ikj8+YkDld5x9KZJKCoRWBI454qtKRJKDvClT0B6+9OzEk0SSnfG6sNvSoIi/mEArtBABamNLuAYk+nNMPzqxYgDsPemky27olcHL7sdMjbUccpdc7CpGPmHWmRynB65HpzRJKzqgwQB1960W1ibFqXU53AAkcL0xnjFR7mVjtG4AdagX/VuSMgjvzTrcBowyliR1UfzqLFXfUkyHl8xBhfQd6I7iRSz5k5Y428UxJREkseSSx6+tEsOzJ3l8H5QD0qHqFzWXWL5GI+2TlAoO0yt7+9VLeYXbmSceaCMnfz+tV1KMwDbiTnnvUgcNbOoBRVxgEfrTUWF2SSMEVpYzt5xxxT5r5zbRt5r7nzn5j+FU5mWZUGWDMe4pECquxyVK9ARVKIKTRPDeSsNpLHHfNPt5DO7CR8kcbjyTVQ/eJGCCPWpVZAo3FcZ+7mtLIHJs0Yme0n4kcBeAAetTPqMxVmklmkUYIQOay/NcjEZwoPQ96tBg8R7t0IrNoE3tclcNgspZ36Dnpmm4lljO9SQOpqui7GfGPmHNTRZG/5fm6DB4rMl6CxyqA4OSMYp8JUlX6gelV4iykrnIB596kgjXJznb3YUnsJO+5JHG0gLbV57MetOaAHdiQYI4JqHkh4wQQoBDZqRQXXjkKBgbacdCGT2YEUyruLn0rQkZFZS7fMegqjDKouo1IG0Hkg1Zl2tOGHCg8571Rmnckhk2uN2Nzd/SpYwCk2Spx09qgS38l2YLu39B6VLbI3lPkhSRyKzYyEsFkP7vJIAwG60wqP3mEwoPPtUkMaoXK9gDuJoLhom54J6jndSuLUZEwmXJXnOKcDGsjhcBu5qeOTbuVgcEAgYpsHl7ZGK8mquGo+GIzJnzNrKcgr6U3yZ5srgY65PUikjijAZyuX/hANEUMrDcVOSc4HOKdxO/Qk8h4hs3DbnkVHKqDG3mIdCF5/GpdvlopLAH1PFRxLE+d7dcjAbAFLclJ9SC4jUhQpOc5FJIHVWQ42kfePehIghLM4JA+XsKCxdwoGUHXv160MtIgiljQqxVFC/e/2qRpVklMZXAb7uB9aSeVHZlChgnOR2oMi/Zt3XB5J7Cg1ieofs/kx+LxCrMPkPzZ74NfWNkHEaqcgAbiRXyV8CHVvGETIcLtJIPOa+tbFcRbt2B1xXHVWp72DV4nyPvsHDgzknHy5Sucu1RsyQy7hkjGMVtS6np6q8XkHcRw2a5++kQrF9nUxR5OAev41R8xIpvGHdgThiPu1TYMu2Rz8q/KcHBq+2WkBOQcdazrxndsIc9AQPxrWOxC2FHyyttcspHCnmmRymNioZl38EGniMxZCgtwOKYFVpDuwu088ZrVK5onYbLubbGAplPBcdMVBBG9ujI77hnOKsM+FRogDgn6mmltzGQkAY5Hai1hrUZIzkK0bAZFVhctG3ILMT1xmp5pxK6xhdoVcg560nlSRqSBnA4560Jj2Q395bdAAByTjrXoegeM9NQ6UlzatHFCBlw4IB5yxrzxxKUEQznrlj1pgiaFMBsjPKk1dlYcWeg2/ia1uX1q3s2+yvcuhjkY/K20t1/OrWm6/For2EN5JHcTQztI7RHcFB4GM49680gkMcmA20ZyB70t3dSvOpL5JHOPSsmkzXnZ6VDqENhe6lfS6iZrS4RlSBW6+nFZeo3VnrV/Y6il15QhWPz45Op2/3a4d7qRQGUpnPC7ab9pkMaDLMpO0Z4/GhU0hc5oeJL9NQ1i6uMMI2k+QP2HNZrWnmwbmyQc9DxTJFymFkLY+8QetLAqFW2ltvv3rQz3FWXaqpzsHHHSpGbKjBABXGB0proPNAwEXHAA/WoZH2rsHJz3HagTvbQtrDuiXOA+eopISokL42npk1DbyCQSAPg9s9qSNHeJ05+Y53H2qUZKLQ+QSyY2gdTkZ61DIsLzMCm3C8qex9acZmQBNucfe5xiojunzgFeOucmrRvEeY3LBhzjk4OKjVfMhbYrk7s4PUU9sbVdWPJA5OOO9I4PDBiMH+HnNG5ZIqug27gQeeT7Ug3MBHL8y4/h7VXVCGY+ZvGfXmpBKbdM5JzxjHWqshK17krsFO3B5XgY6UQOqr8y5YnAHoKiLvKVYEAYxk9qkJZXc5VsYHFRyq5q9iJpfNXBXYB1UU+FxuBJG5ev9KbPvWTDLkNgHb2qKGEQrJISXLHoa0exmmi0jlH2HBfPX0pzIzkkMWYHAAqvDD5Z3NIMk9+1WBDudGWVQVHIx1PrWY+Yt2czPLsIxn36Vt207XDAFhuAwcmufAZ52BJ344OMA1ds7lo3DqVwcDHvUg3c2Cojw24s6575qS5UyR56LgcU1JVERBKuzc5qDHmPgvwe2aQrSuKtybdAVVl3ZBIHao1cTjnccDHzHBqRrbO1C5G3ke9IkLl2OBtoK2Wo51d1byRzxnjjFVbkDJUg5BycVaiFz5bL90Hkn2qpLGVV2IZh+pplpWRk3Dbnf5cIO5qmBGGAKkMc4ParV4GjRsEEt/AetUJUeaNflPA69MVSEldjZAVATOGXqQe1TK4XeUwpPPPemRosbKcZVlwxNRzgeXgMPRTTGiu0peVi2f95RVolURm4+bGPaoPKZI8Mu1TzvHOalkciBRs+manYTfcliV51Kk+WoHJHrSxSLBuBG9c8EetOjlL25MZAz7VG+CzJjDHBzRqOyJIizt84AbqKry4E+8HBzn2qSQgD5myQO1N8oCNju3D6datBbUfGCJN4AcHrjtTLhGVSVB2g4IA5NJC4KNGuUP1omSURjnJZvwrXYLlYt5nAOzvQFd8ozEntSINkmGG7PU1PCpSQ7cEgZBNK4EbKId23kvwSO1ICY9yuW3EcGmOCodsYY9eaXzN6E+nShABhkSN1DKeMg1JbSDeXbDqFxgdarvH+63MxUn3ojAidWDEt6dqdgLXlxlshAoZR+lAQJC21gcHp3pGJ3LJtyMcimo4JZljIx7dazs7iQkPysCGJB654Iqxuy5YZwQMioEjZy5wUJHfvVsHygqou4n271V7aMZWaMNIHU464Apjz/AD88qOuBmrAIQb8EFuM7c0Lb4GQFKHqOeaXMgII2w6npH/dI609VRwzADHv2p5hHmqVT5fSlW0WXbGG2bTz707oEARZFyCQRyB2qaN8NkgknqFquqFCwBwFGMetSRZaUKeCOlEUmK6RdjdGiZAwbnH0p27Ym/GQeuKqWkTBpMnDN0HaprVMhxuBKn8KmUbC0ZIqhlxCuARlveoSrsjADp6HkVMFLRvtUqy4OR3ppVmJbBTnB461nYLW2EhxENpyw3ZwRVu3wyEou0Dgk9M0LZNvLqflGBg96mCkoF29ecAelBmyJlKgldjfLgsPWrsNsbi2bauXXuelRw267dpTYr+nY1qWwitI5AXzk4wBmhszRDErpHGFz5n8WaSVBvLrl+gITpUrQMHRkORjpUsdjIIWlJCYPIqNwujPMQQSHPytjFRtGoVVQsoA4q6rDIiC7lzwT6UqW6SOwJAX1HarsF0VUYr8zMGAXHNSwbNjCQA5GQc064szAroDnvRaJ5y+YdqjsaizWwXC1tmixIpyzjAB5qxJG8JDx8PjON1PQJGFzy2fXFQsxklVCfmzxjtSV3uJyREt01wjq6EHPDdzUXkq0TEhhjnD8GpZI2G4Bu+Bx0IplwXwHHzgD/vqtFoJNMZCvJUoMcnntxUFxAUhUxFlyM4Ue9OiWaTbtG0sSenSlmdj+6U/vD+lG5rEpozsjlRtBGCCKWBWKyIV2rnGT0NWpwwZ3LKVK8Y61C0I8siJjkgH5vWlY0ieh/A3Fp4wgUnBdWyT2ABr6p0bV7bULY+RKWKHB2nuK+OPAF/LZa4pVgJNpUNjpn/P617Domu3WmgtCxTJ5PY1w1Hyy1PVw0nFaHlT3EOyQSRbiCcE+vasfUJjN5YUBXxz6GrF3hWKSM25QOB3qheuFUhF3YbgE84rWx4Ehrswf7+QV4zVRwwyVddwPf1qSPPmNhcYHQnpVSYiOQncrbjnnitICt0RJslByJAWI5wetQqzncjgCTPWpEkRgxkUKw5G05/Wqw3NMWcnrwB/OtbiUXccMM4CsN2eg9aVV3zeSNoz1x0zUYWUh4yAMkEMo5xTnfB2xgbRzuIwTS9TVDd4YEDBZTjBHFQwk/vBJkMMnjgdaV0aM+YCELHp1psrEgZ3Z6H3NGxRMruvDnIBwGPWoXcGJsja+eT1pqs6uBjdjPLGoZlQsVLMs+Mlu1WJBAXkyyqTtbq3frVosNxd9qnHAqmvmxk4kDDknB61O9qGCufnx8oz3NLlQyF43YF2GWB4I9KkQ4G9iBg4wvYUFGjUYyCeCM8ComdQQj8EtwQc1Qh2WbcwCqQflx3/CplbarFkwQeADVUtsfYTgdeKn3MUdy24DkGkFrbDy58z5wSG6UsSZJG7cQCN2KYZxJEHPfjGagkZlbO/GB/D0oFqWyNhIUBMgjPXNJIzEgQk5GOarpM8gGc5BHFSGTbFIQjxlT1x1oHYfMCPlwPMYcsKFVoizAgMB19qY7JcOioSGA5JpvkypI2CJV2ZJz+lMtWFSNH2twyjJx70yZSoHlEYbkgimuGhjLfIox8ox1pd5ljIAVQgzkd6SVmNkAi5xkIzdSKsM2/y+4UVEFYcq6Mr9mPSnxQsYnG/c2SflHSruiUPMEjyKsfOT096018M6mttJMLcg9c+1Xvh3YwXuvxLcKW+ViqtyM4NaOkyS3uq3Ly37wMs2xYi3HUjGOOKbZstTlrLSLvUZ5VtwzuTt47CprrwxfaWFkuoz5ZPJzkA12M9m+h+Er14hi5N1skkXg4549qzPDVxLd2+pJdu81mY9xWUlih4Ixn34/GouOyMXTvDN9qEbTQpmEHq39Kmj0C5e9NotuVuZPujuR61s+O5JbK8hgtv3MKRpsRM4OQOeO9a/h9nlv9AkuZGNyyyqSw52hSRzn/OaVw5Dnbnwpq1jbmQRjCLubBBxXPQSMr45JznGOldf4eurh/FrW4klmhaRg+TkFeevPSuSuMW94xjbKEnkHqM0CcbGtbSKpJALDHT61chgAXLYbrgHtWBBI8Uu4uwLD5fm71qRzs7jLEYJLY7mlYS1RedQuN4OcYGDWnpfhjUNcjdraB2jH8WOKh8Mi2uNWh+2Pi3VvnBPavcvBfiLTtSuLiy06ER20AABQYBz3xRojWMLnhN7Zvp8kscgKyJxjtUWkaLf6zciCGMzSsCQoOAB9a2PHCk+I9QUE43k59Kk8F+Jk8KWl5KUWW5dQsee3PWktRpLZhL8FtYvYxJEqGZeWQk5/lXA+ItA1Hw7dm2voXhlxvAPRhnFe8/Dvx/qGveIhZXADRSITz2IBrO/aC0+3h03T7raHnD7Mkc457/jT2Rq6aUbpngwDshQL975ue1ez6b8MdFtvh/PqOo23mXKW8k6lmIwdpI6H2rzHw1pza3q1paoOZJFBGK9t+N+vQaL4Pj06Jwktz8nlrx+7HahMmMdG2fPsNu99cR21uvmM/Cxrk11Oo/C3V9P8PPqNxEI406DcelXPh94k0fwxbz3M1okt+SBCSoJGevOPSvWfGt0dY+Fl1cqrRLJEkox0HfFMFBNXPm2zZowdhXZ0IPaul8OfD7U/F7LLapsQMQZG4GK5nSreW6v4reMriSQKRjqM19HeL9UX4ceBLSHTVxdSIAPLTHOMk1EtFcKcLs4DWPgNf6dazTpeRzvHGX2Lz0Gea8vlQWsMit8zI2Dj1zXZy+OvEsVmfOvrol1ZW8xjgg1wlxNK7OGUDcSWOc5PrVwu9SalosfFKevBHpjpU6qzo5DYIHDH/CqyqMgHHTqO1KnmSxEfeZc9TitGc8V1IolYSOGOc96kErPuP3cnjHaqSzykbgmCT09OanlLeXhGAO7mpSY7Me4LhtwyM9PWmPbsqAL8je9TxqDEsmenUZoZS/MjZPYDtWq3GQPGzEBnzgc8UoUEqy/MAOSaUxgu2G5H60kaEE4PHftVPRCRYZTFGcSbxjngURbZIzlyrjkHtTIufMAUtx949BSSMHTCoVPck9a57u9xlslo9mRvLDAb0pI5MKyD7+c7vSqYmdIvLyQD3JzSxyNIgVRhvXNVy6CsW1n+zwhXwSScZ7cmpNhiiEh4OeD/wDWqkkayyDcCX6HJ4pySP0JyFPIJzxU2sOxPJIUbIcFvbvUKvgl3+6OuOuKfwMMqKu7oc802QB8hQAe5z1pAlYJ3DKGTKqehNKjsZVIC8DBNKYmIAJB4yAeaYA8kjqMKcgg9KuLsiHuWAk0ZQMcBiB9RUy2pgVzuIwckHoKnSEyQHcxBHfGelMYm4QMQWRT83+1UOWoJroOjkLRoN2Nxx9acEkRGCHcityWOTmmyRJJMgi4Qdh2qSOIxyOrElT2zU3YSZYtkZrYtuOc8VIt0uCj53qcDHGaZbRSB9mNgPIXNPjJaRlkiAP3i+M0LXcx9CaGcLMIgD5Y5ye1X0SK3DORnd3NZqz/ALvcmNjccjk1ZgEhxvA2f3Sc07Gd3sXIP3LvM6llGMDsKcZTchpUJAP8PrTYWeYNGSSDwcd6b5Uttz8ygDAAp8ugrOw1Zy7keWF28cU6SL51jCEq/XjGfxpsCsUPmAFzg5I61OZPKjbrkdxQCd9yK4lQDa4JIGMZoixHjEeIwOB70QW0skW+VA4J4JGTTmjETgt930HFJIWzGTl5jHLGwDdG4ojjVCJoycbT155qS3Dr8hX5Tk471OEjhj8oqM8BQT39aqxG5TEZbcR8xwRVYrIi7RgYHBJ6VpXEkUW2EKVkAOSveqIgIV9oLH0JqHsWtCsd+9SMqEOCQevFQTh4ZAzjJPRhVq4hCxsylznAIxxms65nNvKEb5w2NozwPxoj2OiJI5JbKAFR3PaoZLgTMQMqy+lB2xwSbnIbPAQ5zUOweSjqGYN1PStHZGyOm8EkSatGXzkHqtewaVayXrRwpuKFgCvevF/CLudWgIygBztHQivqD4Z6bA9pPqcyL5SjClh39a8rEr3j0MOtNT5mIPlnblm74Of1xVSRi065YKoXB9c1oxokOcj7+eOQOKyby5RnkVGwFPJIrpPF6kEqncxJ3Z5U55qGeIFMupL92XnAqWM/MGIDqBwRUSkyb1iyvm8nd2rSN0XaxFEjtGoDnH+0etNPliVwzEOwwBTwVgDRyAs5OMrUXkupSM8tjhjzVR0E1dFhVVGVUBVsAZLcVFLneFCkkZHrRHKx+RhhUxuaoyAZT5chKgct2q9yY6biRjbG4cjcCcU2AhlDB+e4PaobmNAFHmYIGck9ahCIYy3JYL9B1osXcvFPMQgEgEAbvXrUKJHHKCZBnvSM4jjjXp83O3vTEgPmcxlQ3TNMY8BgzHIKYIBpYEwwUfM5JwKluFDuq4xtGMAdaZGgK7hlZf4QKBWAb1VWkPyHggmqwEiSGMqAq1I0ZkDHJKDnDdqapD+bIpIyNvzd6askLUSRVjVWzgjnOM05EeNGMjfK/IIHaoYAvmFDuI/SrBUo21izKwyPYVGl7FETJyNjDGOCR1p3kStCyySjnHG2oJJVhXIDMc8A9qk85duVY88HdzzR73RDsyWSYsQw2sDjbz0pMxlQGIBHJI5qJmVmKxrhTjBP8NM8tAoWNgXYkHirSBRJZSNyvH8zHjJp44CnGD3wcCooIMqwBVdnHJ6mkwUfY7cYPIq7D5bDiqvE7qO2FzUaJklDgAcn3p6yIka8ErjH0pq2/wC8DrIuQe9T3FZjljXzAAFJzwTxUsg8tyyABcYbYePyp02I0R3AGeeOaYJBbM2f9WTnNTFNhZliwvJNP1CG5gkKSJypPHrXTS+MMf6THZo1wMMZD6+uPwrk4WFxIsgG5c8Z/lXovh24srjwtfXP2C3Mlpt+Zh945/lSbNVsclY+J57C7ubricXBJmjb7p9sVb1Txc+q6cba1gS2icjeI1Izz3rYsNDg1/w5qV5awwpN5wzu+ULwTS2fhRrPw1cXVykMjm4jVCnOAWFS2UZFr4qvLO2igaFLiOIkIZUyV/Gs7/hLL7+1F1BcGWJ9oKjgdcj9a9P1HSLlNWSCCytVs/lJZ+pHeuX8YabYw6PfvaxrGy34A4x/D0qeYvoYt943vLm2ncoturfKzIOcVgAANngAnOfUfSumNlbt8P3leELcNcYLAZ45/wAK5WWRDErNn0GK3jYxk9SQFpZCr85+6oGD+dNjmKMI0YjYeQaaxbehB28dR1FRmVUcnLNg+lPQSd9jXt5A27JLL/FjivZ/gVOpnv1Eo4VcKPTNeMeH9GuNf1SKyt2HnSnK5OBXv3wn8BXnhRbye6kiJkXaBGST168isuh2UlqebeOWCeJdUBz80h59BXO2tsZZkhhBLseB1JNeieOfh1fm51PUhPEYBumI3HOB+FP+EfhYalKNVfynSJiEXPzZxjmlflQ+XU6X4YeEz4ctrnVdTT7PvUFSSDgc5rzH4ueMl8Wa4kVsSbS1Xapz94gnNe1fEHRdS1qxitLCaK3RgfM3scH8q8W8X/DDUfD9gLuSa2aMEKfLJLc59RQndGzd1yo3vgF4VE8s+rBMog2oWHeuJ+LHiJNd8XXE0cm+CD92pwex5Fez+DFTwX8OY5Jm2MsbSNg8Ekkj9MV8zz3HnXjsSDvcsc+p60GM2krIWBYSV8sEAHJBNfRGsQL/AMKTUZHzWqYA47CvKPAfwyu/GNtNcxSxQQxvtbfnJr3XUvCct34IGgiZAywrGH9SMCpTdyYK6aPm/wAGKU8UaWR8qCZMkdvmr6b8ZeJdN8LWkNxflnLg7EIz9T0rwHXvC03wz1ywM9xHNyJR5eSQN3ofpXrvivRYviZ4WtprWWPzCoeIy5wDyDnGa1lZqxrTdi54c8R6N8R9MvLWNFZwuGjdexHB6V82+KtLGja7fWnH7mUjA9K9+8A+D1+GGjXt/f3KPIy75Ch4wM8DOK8I8V6xHq+vX11Gp2TSFssMHFVHyFVaexiBUWRX5bI+7ip8nyWJb5h0461DbAmflsqemasSxbYzuYhuvFVdbHKUUKxw7WfkUrwhwCAQQckmod4Z24yOuMVa85QhByAxwKakIU7W+9jHtRhBtMbYjHLA96RQquB1BGN1SpGGTYqq3uTV6IbWhGCCo8pASRk89KdbnZGQ68n8cVK6LDh0AwDghe9NlYXCBkBQjqTSbT0RKTHxurq3zDd0z2P4VDI6qduMMeuf6VJGIlLbhhiMjHrTQTg4AJX1qVCw7EdvFGcjaSSe9SQhG4IyFP0p9pHExLK2GHLbqfAqhS6gYPXNJvQBJipIww2n065oeFVbcoG769KYoJzhRtz970p0gUAEZPoai4lsEcm6Pc3O3rnjFPSVFRemM8mq7TKmBjI6YqdZF8h8bQAOmOtIZIw3f6xgoY8H2qXy2gicAgoelV0YtGryrvx0Ara0bw5qGsoHheAxOeEL4Ye3SpcklcqFNydkRw4jhXkFM8gU9y0ys0HIXg8cGunj+GWublfFsFz9zcc/yqwfhfr8Mb+WsG0EE4Y/4VwvE0k/eZ3xy7ENXUDj/LMYdQcSNxyOtPgi+zIRJgcE4z3rX17w5f6OI0vFCSOCyleRWcIBJKfMHGM5HPcV2QnGceaOx59WlOnLlmrMSx5kKsOCPlNC2rW80wc4J+6c1o2GlzX93Hb267mLhVHrmvZrf9ljxZdIHEun5HBDyNn/ANBqrpGapt7HhyHzIwpADDG3Hf1q8bWEJtJ2nGcDua9K8X/s9a74M0OTVL2a0FtGw3LHIxY5OBjIHrS/Dj4Nav8AEH7VNp5g8m2ZVJuCykk/QGnzIl05LoeeWtqsoAAGQvQ1Nb2avbOFIDKcke31r3L/AIZL8SRyMTc2IdjkAO/A/wC+a8s1nws/h3VLvTLgBpYHw7qSVPfHrT5tCZU5RWpzQskeZGBO71BqeBGRmACkrznNamn6VcajcQ21ras0s5EabBnJP9K9V8Mfsr+K9YAlna1s4Zef3jtvA/AVk2yI0nLZHixtZJ4Gdi0eTnigWMxG2FQSOTuPOK+nrf8AY81OOJd2q2+7Py43H+lZmt/sk67FmSDULSTg/wATD+laRki/q1Tdo+efIhIYOWRjycc5pJtseyGNQWXJ3HgDNbOv+Frjw3q93pt0Abm2YLJjkdM8fnVGddyxsqx+YSB+PrWunQ50rMy47bymbf8AMxJNRXNom8SSg8YIwa9H+H3wi1/x/I8lokSRjK+bKSEH6V20v7JXihdzNf6fgjPV/wD4msmzeFCc3dI+dJWZYj5j7kJwuDj8Ko3agujsm3sfSvVfiZ8FdU+HwtzezW8iTZIMZYgfmPavOZ42jh8sIHXoTmhbD5XF2ZiyEh1PChQEJHRT/WnIrrAzSPmInCkd6a8Ii3F2G08Ek8Ukj+VCOpVT68GraN4o6b4dWqXfiCyi3YaSQDBPavpPxNqcOl6ONNtpChVdx28d8Yr5j8F36WXiSznCnMZDBRXrx1B9SmaZ/MkVjkg9QK8rFu2h10ZO1jyeSaaNWw7Og4/OsmRvNMuWyG4wRWpgkuiqwB6M3tWe0aK4WYNu5PGMV2QPI6lUFoyQGUBD+dMhO5DIpxhjnJps6xskigNk9MGhAwtzGCQCMlferLEDmNixcbeflI5JodXYIFQsxBAbPSkECLAAqBm7kHgc1E05RFAG8jgemaLdhLUih86N5N2cdGyeKFIRyCcoD90cCiOM5JYfK3v1pUR3lfKARKRzVpMdm9h9y0SYKsCMVBE4nMqKxLdArDGaHjIlwV9x7ihlw5cMAcenNMVrbiFlnO0YYggAj1FL5b7y2QADxnnNMi8pEIAwxORj1pxhPlklsD37VD3Gg+0NG7M8mSOeaV9sciTCTAx19KhmCqi4VXbGSCelPkk2xEMg+ZR14FUkMbKfMDfOSG7DtSwyCRDGZFDA8H0pIwI4wGVSP7+ev4U2GBo2J2qV7n2qi7j5E2SjDKSB/e60skrrCWJx2yDnFVpISsxPVD0wBSBBJHsIyueQeP5UiVoxTGzAbpCRjjPeo0QqpG4nac81M9mVwBtCY+XBpyRiKJjx5jDnceK0T0LuhEzHMwyDGpGSe9KH2M2zEjZ4I/hpscYeKUq2WXBx60rxhYwygEnrTC6Gl2t03yLnceM96ZFO0twu9cBui1JMoeNflwQKZDHk7gdzdqClZkl5m2ITABJ9elMRFdmPJc9D2NBjLlypy6/ez2pnzpwvCKflqe4yY/uQVdy+McnpULyCYY3A54AFMjbzpgpILnnmnSQGzRmABYdKcGkiWWrNykMcaKME5z6H/IrpdD1hLLw9q1i4bfOqhWz8p5zXP2sKy252qoIGeT/Ko4yTEyqnI9eMfhWbd9io7HQ23iaO38K3NkuVkmlDKynHbp+tS6L4pjg0S4s5t5Zp0kB9AG5rkmlSE+Wq8Lk8nvTVlk3YXuM8nNNRuXdI7HW/GZu/Ecd5DK8UKsGwrHkelWdQ8W6frsd/BJA0cUs4nSRDnDcDpXCAhig6v/E3YU50YEBT1/CnyrqPmR02sa7bw6DHplojmJHLm4c43de1c+Z820YSMZAzn1qKNj5RjKhlHUGlZXiQHcCtUkkZS1JJCXEbYO7HQdqF3XBZfugj060E7YmPU4GKrlzlT90+uaT2CKsauha1c6NqEVzbny5oiSrE+1dkvxn12IgicEjALE9a86IdCdzZcjsDTgo8spkbjzUG3M47HfX3xV1rUbC5tJ2/d3ClHAPQVleG/HmpeHmkSznMcLndtBxWBBNm1HmAlxnOKqRiSCYoykFucseMUrXBTbR6Q/xe1zylPnsV5JGen6VY0rxRqXjvV7XT7mbMBYM2454HJrz2Fh5ZJYYxxzT7HUJNOn8yOfYzHG5OtXGGgKbuexfGXxdHDpsGjWO2RcBpdh6DHArw25cA7lTgHr3zVm71KS4vzJPK7Ln7xqG5CDdjLcZBHejlHe5r6J401DQoGSzmaHccnDd/WtFvih4jfkXznj+9XEqGyY3H44qVkyCBuB7YqGK7Wxuahql74kuvtV7cNIyDYFJz71e0n4iax4UQW1pcsq/XOB1rnoYJoISd6BepyRnNVN3mTGR+q8EHtQiE5JtnS654/wBY8Sx+Vd3MkkchwUU8VzsrGR8ITlOue9PhkMILbinB7dqTy0ikbqd4yxGa1VloK99RlsfMk3BSdp5xT7uQlM85qxApiBEZ2BgCciql+WWYIOeOcCoe4JX1Iom+4u0kn+6KkdS5XcQpHQVEpCFWIO/oOKkhhkkuC4RVAIJJBqlqajNp5O47R0NWI2BTaDubHQHmoiAkj5Hyk/KB0qWKFkO5UwMjkVTelg9CQMYgcqQfQ0eecKWCjcMbTS3G9UBYEsM7ue1McxGJBgHA4HepVriSfUSQCKRRkcfp9aamJH3ds8kHg1IbZnDPjkcZpjBogEUAEAcDoa1TV9CZbE6bHLlSAOmcVIkQtjjflSuarHdHJkdcZx2FSwvuQ7mB3ccCokibN7BMoNu4XPXINNlk8q3VcgnPOB0p8s3kqI/LwxUcjmmlC6o3AGenvWdtBWkQwqs67wCBk5JqyUGGChfu5BzUZEgYgMo6EACnRbdjZUBgOalDURIpiUCgk54J71d025ubdgbd2XY33lqukYOMMBgc4HNXbWNjbnBAGeOxqZJNamkZOD0PQPBvxAvodTtre8UTxzyrGWY4KgnHp719D3Hh2S1t0coWiIB3AV8hWsgW9haIt5kbA+vQ/wCIFfdvwlv4fGPgSxN0u+UIFcnrkV4mMwcZe9E+qy3NJx92aPB/i7ojNoDXMK7niO489u9eLQy7CXHRTjBPQZ5/pX1/8UfBotdOuIEj/dzodpIP5V8lGxKTypsHGQR+dPAOUYcsjnzpKrUVSHU9U/Z58Dv4u8XwXHIt7TDnAzu5r7wtbJI4GdgM9cY4NeC/speEodP8HDUXixPdyNyCRlQSB/KvddXvY7HTLm4cgLHEz8noACf6V6TepwUacYxvY+dv2pfFkf2WHQolXc2JJR9DxxXYfsraMF8FzXJVt1xJkj6EivmTxx4ll8W+K72/mk8yIylEHTC5wK+y/wBnzTjp/wAOdMBTYZIt59eST/WtdonPG057Hd6kgt7KaQdkPJ696+BPGcj3PizVZYwMyzFQQeT2r7r8e3h0/wALalMP4YWP6GvhnQ411Hx3ZiddyyXQ3EnipjJtaCxKTtFH1H8E/gHp/hS0gv7tBPqLBXDuvCfSvZmt7awt2Y7UQHJZulTafAkcCqi/IOhBzgVwfx2tdXm8A6iui7hcAKfk+8V3DOKi7kzphFU43sdBdePNFs3EbX8Ab+7uobxFp+o2ztFJDIgB5Vsmvz21DVdVivJRNPMJFOD5hIIp1j461vS5lNvqU0YxyM8EfjV8rOSWJ1aaLnxSu/7S8d65eA7U+0YwD1AAFczpem/bb6FfLYM8qIo/2icDFR31xNeyySSz7nlOZGIzknPP6V6X8C/CQ8ReONJjZTNHbyLcTAk9jmtr2R50Yuc72Pq/4TeCYvC3hO0gYbpiu5yRg5Ndm9sqxsfu/jU8cItbVjgYXsK5vRPFMGuahqttA4b7FKsbZ984/lXLKb5j3acFCNkeR/tS+GRqng1rkK7/AGZg5I9M4r4iv0Me4xMfKzg8/Wv0n+IOkprnhy+tZY96vC+Mdjg4r85PEdh9i1G7tZF3SI5GQcdOK2pTuzgxMLO5yt3G23BKFAc4PJNAjjuosKwAODgn7uOePyqRotisTzgE52mq0UbQlpFUGMjgZrqbOWLsjW8Khm1q3XaUO75W9Qa9psxLFGVKhZM8/wC1+FeReA8T+KNL3rkCdBye2a+xF8EaZqipK0Cq4bAYOR/WvIxcW3c9DDK6PjO/lYlvLOBgYxj8ar3Rk3L2OOCT/wDWq7tLlmyCowpOOgzVa7KSosmdw/unj1/wrtizxOpnyyKGV2PzDjjvSxq+JJN+UXse9JLGXKcAYPApsuN+X6Dr6VdynsMQbZTIrMd2CqA8CoGbe5BIweo7CnGJ5lDFsq33QD2FNIaWThcxjo570rgtESLHIn+rC7Fzge1NtyUjJy2ZOuehxT3xIW2qzMPmXHGfWmSTILZdxIPbNPmb0LTHKjO3zMQcYXHpV2z8N6pqhJt7aSWHs6jGfXmn+F7C3v8AxBp8M+TFJKM84yPSvS/itqeqafPFY2EL21kiAhozw3Uc/SqTfU1jHmR5bqPhvVdKDC6s2hXGQ+Pl+pqhGwkQ7D5p4BXHpXp/gLx4EW6stbkzYyjaGb5iBXLWfhu31/xr/Z2nys0M05dXJONvUjH4UNh7OzMXStCv9au2js7RpDjkqvStW58B63bwsZ7GQxqAC2OAfSvRPHuuQ+CbC00TSiIppUJlcD8v61wfhbx3qGkX7NLcyTW5fLgnrUXkVZHHz24QONrblbAQnGOa0otD1G7EDR20rxvjDqOCK9G+J3he31TT7bxPZABLoDzQhwPTOPwrqYJ57D4NC5tHKyLAdmOucmnzMOQ8THhLV5AQlnONx4bafWquoaTeaRJFFcxmN2G5d4Izj6/WtqHxrqzZIuJNycMueO9Z95qFxrMhe7lYlCNueSBkU+Zi5WU20q6sbYTXkRiV2JUv3qphXBwNrYIr2D4xWyQaDoSmTOYtq7hnPGa868MaJJreu2VtBGXcsN/YAZ607jUSObwrqthppuZbV0iXlnLcbfyrI2Si1dio35GPoa+l9R8QWutajrPhlJB/x7mNUIOGO0jAP5fnXzlqdnJpd5cWs6kTIdpU9sHrTuxyhZFXcHO0sSeBt7fjWlY+GdSvNOa7tbZ5LWHO9sdPX8Bx+dZ8UbMC6KpKc5Y16N8HfG1r4buZLO/crZ3D5BAJAc+3pxQ2TDsebSIFJ3MVI4ZR1rX0fwvqmuLM1pF5ojGSSOFrr/iD4DnTxa02nRM2n6i6vBIvKgkDdx9a6/xZrdp8PvB39hW7IdQkjKyMvO3IPNZqVy3GyueH3No9vdiF0EcwODjoav6F4dvPEV8be1RZZQcYbisszCZmJH3jnctej/AmYnxmCpUKsLAlu/B6indkxV3sUP8AhVGvDahjiQrywL8j9Kp6r4B1nSlkMkG5AM7lORWt8XLy4TxjepExVPlbIb61d+Fnj+6sdXj0+7cSWc7bCCM4zVRNeXsec2Wly6lqcVpGgd5WCjn1OBXZp8GdVUMzvBEOmGbGK1NZ8PpoHxW0+CEBYpbqFwF5/jGa6D466XqM1/aNZ28hUxD/AFY6nLU7scYaanEN8I9R2EJd2aDI5MnJrmPEeiyeH702k0iSuqht0ZyPT+lWYfD2t7iBbXJB6kDoazLyO4s7torlD5+MEP1FF2Q7Igsbdr68hgVsCRwuT27V0Xi3wLfeErtILx1YOu5WU5HGawrSaS3uN4XEY79817r4uhXx38MYb20YTSWqbpM8EYHPWhMErnhS20mxG3Z9a6G/8FTaf4ct9WlJRbgkKm3lsUzwV4fOteK7CyXLI8gJPUYAJP8AKu2+POrwPqFhpUL4SwjIbaMc8VQ1Gx5rpGmy6tqMFjCGBmIXfiup8d/C+68G6fDdSTeakh2n/ZNdJ8BfD6tLea5crts7UEbm7EDNdZomqw/ETw5r+mh1lm81nhzxxk7etZXZuqd1c+fIsRlMjd9K9L0j4URrpS6zrVx9m0/AI4+Y56V5pb77G+JcbFjcHnnIB5r6H1+O0+JvgWzj0e6j+0QomYz8u4jqOaeoRgjkNP8Ahz4c8SB7XSb0i6Vdyg4w3WvMvFei3PhnUTp90pEynOR6ZPOfwrrbXwB4t8N38V5HZPlDndFKrg/rxWd4m1m88YeJbdL5TFcqEhO5cEfNzVqTSIcL7Gx4M+GC69pH9rX9x9l0/wDhOOWwSP6GtK10DwNqt6bGGaSKZz5cbE8FjwKX403baZY6Tols7LDDDuYL3zyK8ntH+zS742BlUgr2IIOapNsaslZnTeMPAt54RvTFcYeBifLlHHy84rS8AfDNvFHm3MzmKxhwWduBnn/Codd+Id74n0e00a4UHYVBl6mu3+KMknhX4a6JpkEm1roHe6j72AM/zrNpgopmfc6d4EsdQFhJE0p+60gPBPNc948+GJ0ZBqmlMJtJlUEY5I7f0NcLbwH5jJuAznBOc17x8Dr9tU0LUdKnAMUYwu7pg5ojoVo9Dg/hf8P7Pxje3FtcyyBRHuUqay/Hnge48Gau0LfNbsSI5CuCw5rvPgOpttZ1cxnISIg56DBNdPcXMHxR8K3VgSv9r25baDweD2/Ki4ezSR5z8KPA1p4sl1Bb1PO8iMMoHHrXFS6M2oeI/wCzrWNtzSeWPzNeyfAqzm0vV9etLtDFLHGit+Zqt8LNEhn+IGtzsSTaFivsQaE7phGFo3sU5/CnhTwFZRw61GbvU9m50I4GeQPyxTrLw34U8aW09tpEX2PUDG3lpjq3bmuK+JWoS3HjPWJZAX3SbQDxtAAFYGia1daLfRXdtKVeJg+c+9XFO1wv5HQeFvBLXXjiz0PU1ILSFXA5BGCf6V3Xivw74L8H6h9hubaV2VQSAema5rwHrlxr3xO026vSHd3+8Oh+U11fxc8Fzaz4pacXlrDGyIArthulJ3NIxVtDEivPAG/57WXoTgnrWD4a0rSvEXjyG1ih2ae8mVT1GOlLcfDa4XLjVLPYBgqZADSfDWB7Tx/p8PmByspQOOhyDSMuTUp+PNLh0DxTeWdspNvG2BH6VziyZlyEP+6a7b4rxLD451RiAUJG5Se+P/r1xsUQHzgbE+lCkZtWdjuvhd8N08Y3dxc3kjwWEO0u69+uR+ldHq2t+EfD2o/Y7bQ7S7giOzz5EBYn8qv6pK+gfBK1WAkPeNguDjjNeMSkySN5J2oOCSelHMzS6itj17Xfh1pvifw5/bnh2JYzkloEPpwRivPfAvhJ/E/iax0zA8t5AZHJyVUEZ4ruvgHqUyazLYhyROvK9uKy/D2rW3gb4gS3bKwgWdkIBz8uSCf0qebWwox5tTpfEt74P8EX/wDZsWkW968bAPJLGrdf606/8DaJ8RvD0uoeH4IrK+tATLHGoAbIOP5Vc8TeD/DHxCu2vNH1aKK4m++jnAY/iBXOP8MvFHgu0uLrTn8y2ZdsjW8oJOM9vxosU1pseXz2sltcSRMyh4/lOO+DUyA4LMCTjKgHpTGgYSymYt5o6q3rmmq7Kuc4cHpVJXOV9S9ao1xffISuOTtOK+p/2SPEjvJe6XPKzbAHRWbNfMENrINjw8Ack56mvWP2edaGkfEfTpHYiGZmhJ99rVnKHMnc6KE3CSZ9peItGh1vTZEkVSQDtJAJ618ReI/Cklr48uNKRCjSXACIpxlSTn+tfetiu6NifmyBjNeX33wym1D4yWmstCptY7VSTjq+WrjhBQeh7FdurHU9C+Hvh1PDvhLTdPQbfKjA6YOeSa5j48+Jl0DwLfKkpSe5jaJPXkEGvTIIDbWZX7pH8Wc18aftFeMxrHi0WcM3mQ2qkMAe9bxXMzkrSdOGh5hoVtJdatHA2C0sgA4HrX6JeAbMWXhyxt1AURwxrgDH8Ir4D+GlvLqfjjQ7UKpWW4HG70yf5Cv0Y0aHybNFxwigcduTVVLo5sO7u55/8e9SbTvAGoMhbc6hAFOM5Jr4nivXsrxLuJyGQhgCeQQetfVX7Ver/ZPD9tbx53zSjgegzXx9cq/mNhhnpjPINKmZYmfLLzP0D+FnxHsvGGhwSCZRcFRujB5zXoTxRXMTIwDqeCGANfmf4a8R33hTVY7u1mKOpDLt/ix+PSvpv4Z/tP2c01tZ64zWzngyhSR7ZxQ4vdG1HEcytI9R8d/BLw94rhZzp0MdxggSxIFYk+uOtfJfxT+Dt34C1JY2y9nLykuMY5PFfeuhapba5YJdW0omjdQykDg8msXx94Yh8R6FdW0qL86kKcdPenGTT1KnQU1zI/OKTThG25c71GF3n5Tg/T3r7E/Zp+Hg0bQDqNzGn2y7OS5GWVQOMGvnm28Jzap4nXRUi8yZZyinPK88mvvTQdL/ALO06KCMbFiQIF9hVyloYYalrdmF481L+xvC+oXhOwRx7ty8d8V89fs8a5Lc+J/EKTyu7XW2UEtw2C3+NezfHXR9W17whPp2lW5ubicqCqsFwAwJ6n2rxX4YfDfxX4Y8ZQX95phitj8jkyKSo/A81z2ud8pNOyPoHUIVltXB44wa/Pr43aD/AGZ491yEIVTzlKbFHAKg1+h0xLISy5IX7tfGn7TuitZ+M5b0L8l1Gp3Z6kKBVwdmYVk2rnzTcgwuowWx1Gc1TlWTzyVOY8cjHFaV3bTb2YPgZ4579qgRRDb4kOJM/ga6LnnJG14HZR4k045wonQYVfevt/SRutV2nAwPvetfDnhBm/t2wUEhhOhyD719w6OmbaN5G6KOM9q5ayvsethVofC8ioVYAkBf3mAe9Zc7+fMxLBEUAMp65yf8at+W7rKkjnaVJDDpishwssjSY4yAc+1bxjbc+fadiYws8vBwo96ZI4RjGpGGJJ3DOKmQoASjKrHt7VEcPC2ecHqKqxCk+pAW8mUb2EaEcc96VwxV1+YLtJBFQyvvky43KvIBHSnxzNJIwDHbnnPSptbcq99iNZGWMphwG6c81OqRgxhxkfdGe1QyxOHEm8svTAFIsipu8xspkYLcVUfIXvdS1apNFcrKCFuI2+QI3IHY16lp/wAX7BrCKx1eza5ki+VmwDweea8+8K6zBoutW9xcRrcRE4YMM5B967fxl8PE8Rv/AGzoRV1ljBeBQAQenWm7nbTfumxFo/hPxtBOlgPsV2yExoflye1YHw70W68PfFCCxuWwYw+1yc5+Q1f+Hfw7v9Juk1XUp0gitx5gQ9XA981z+teO0h+ILazboWMUg2xluoHBqFc0G/GmOSDxfK0n3X2mIn0/+tXAyBhtIOBu5IOK9p8ZaDafFTTYNUsJlhu4Qd0TNkn2rl9E+FF1Ndl9SZLa0hwzk85rRIhK+p2FxAbb4H2yTEAsudzf9dGP8q2tMvYNL+FltLLB58UUJLRN0bk/41558TvGEd2kGgWDlLKzCglTnfxXVXGqxSfByaP7QvniArsyMmpNL2RyQ8c6EjGT+yY2Rhu+UAZ5I5rkNWvINT1US20ItEY5KDsKxjPhlhfhcYUj0yakRGadd2G75Y4zQSmmetfGUvLo3h1Syk4wD/wE/wCNX/gh4bW1tbvW5iN2Cib/AOYrO+Lt5b3ui6BDBMjeWoyq89RiruteI7bwf8NrSws7hWupB95G5Gck5oLTSZX0Lw22n+N01WbXbRiZ97IGOSCeP6flVH41+GXs9VXU48SQXABZkGcGvOZLkxSCVpWlYndnP6V69q+t2njL4YvE84hv7eJFAZsk4P8AhSV7hKfMmeLJHLFLIedjDO0jFPttsO5stvByu08VEzuVO5WIYbQWOOlMaMxIq7tpP41djnWjufSfws1cat4Jimu1WRtP3hCwzkAkivAvEuqXWu6pc3czEiVt2D0A9K9a+FGrWGn+BtQgurqNZSXIVjg85rxRG84tx5YHQZyTWUY2Zq5XQzCKVHC4HIB4r0X4GRCPxi7HBVYenXPBrzr78hVkwT0yOOK7/wCDGr2mm+IJZbmQRoYyMsenWr6WFHcZ8Yt6+Ob8IMj5cAVneANNnvfFdkkeP3cis2fzrs/GehaL4o1e51H+24oC4BK7c459c1JoGp+Gvh3HJc29x/aV+UyDjFCN0rD/AB5c28/xg0VYzl1lt1dQcDPmZJ/HP6VufF7xtf8Ah68tIrbBUp/EM45NeR2fiQal44tNW1DIH2lHJ64UMDgV6D8QL3w741vLaQay0HlLtK+Xu9femirqxyh+LWrRpklfmxn5RXI6vfz65qbXbgs8g3Nxiuvm8GeG4kxJr77cDDCD/E1y2u2djo14INPv2voSgbeyBTnnimc7VzPQsyNyFCDHzcV6v8HdYeWO/wBBmZSt7Ewj3N8qkgj+teULEJImV2zJuBANa/hfWf7E8QWl6eRBOjsM4BAIyKnqKLaZ6n8OfCU3hHVNX1O9XbBpyN5Z7kkEZH515V4m1WXXtZkuXJMkzE888Zr1j4g/FTTdS8N3Npp6kT3QXzMNxgHJ7e1eO6FcWlvqkE1yGkjWQMwHpmqVzW+h7pod7Z/D74axR6qrf6fkmOL7xyPf2rI8C+MPCvh7VNthFcI04Ef7zGOuQcZrjvil42t/Fl5ZLp6PHaW0YUKx75Pb6Vw0VxJBdpOobKnI7dDSt1L59LI7/wCKHhA6b4wSG3VY7e+bEQboCTzz9ag1Xwn4j+Hv2e+nuVjjbABtXJHt1ArX8dfEnTvGeg20a25h1G32lJd2frU9v8VdO8UeH4tD1+2KbQE89WyRjocY68etFx3XQl8HfF2+t7+GG8U6hE7BWDfe/Cp/jNa2Wh+KdJ1ZITGJ0WV0VeeG64rI0i/8GeEro3SGa/cf6tJBjkfn61heOPG0vj/V4rsoIBAgRIw2cLSK2Op+OGlSanBpGu22TbTRBWAOcYrye3t2nuQI0QsxwATzmvR/DfxHSx0JdF1WzN3bJkKxY8ZYn096S0vfCGjXYv4YLiWWJg6Rk4XIORVmbVzK174aX/hXRrbWrmSELMVYRjO4fUV3HjqCXx38NdEv7f8AezWO4SRp74/wrh/HvxIu/GksSmMQwRgBVzuwKd4H+JM3g95YhCL61lI3W5bAGDQPZaHJ2qs7NHtYN1w/B49q91+DWjroHhm91u+fy4pslBnJwCR0+tcZLrPg+e8F6dLkWQtl4VJAzyfTFQ+MfiNcazaR2FrE1hp6YVI4+hFSTsjoPgbc79Q1pyAVeEtx+P8AjXLeG/FD+EfF51Fm3RCZxJGp5IJP8qr+APHMfg67upPIEqzRmMfPtA9+hri9TvVutQlnGdrMzcfU1STEpu59ceG9OstQv7rX7Bt8d3AA6gDOeo7/AFryv4d+IIdB+JWrW1y/N1I8W7t171zvw4+Ls/g/Trq1ltRdwyY2bmI2dfY1ymoay13rNzqFu4iaaUyjBztJOazSabsdKq3Vjc+LWiSaV411F5A3kTMrxv2OQDWN4R8LzeLNVi0+0O0ythpcHaq5712kXxRtNa0yG313TlvJY12CUNzx04x6Uy2+KOnaHpr/ANh6StpcOpUSM/K/pXSk1EzsO8KeGx4a+KmkWSXS3YjkO5o+mdrcVa+O81zB4xZhIwDRrtVeMVxGj+KpNN8Sw61KokuEk8wqOM546/jXYar8WrXV7pbq+0SCYg4Bkkz/AErFqTZadkebSyzxnIkMnPO5s811fwxBbxnpe9grCQnJPfkitSP4l6WszMvh2yCE/gf0rC/4SuKLxZHrdvYwxqhDCFeAMDHXFNJmHM7mp8Y7a5T4g35Kq2SCpU9Tj/61chFFJIjb/kGQDu6DmvQr74022p3bvdaHbTTE/wCtb/8AVVDWPiPaajp09tHo1rEZVx5ijBH6UnFol7nc+DrQfED4ZT6JFNHJe2JBRSfr0/KvHdT0W60jUJLeeMxSZxsPc5NW/DHiyfwlqIurJgkrYBUHhsV3F38U9N154bu90CG4uY+Gk34yf++agttNHRfAzwg+kJL4kvwsNtGpCK5O4+/6VxWjaVZ+P/GV1DNP9lW4ZvKKjGSScfzp/i/4q6lrlillbW4sdPQfLHE/H48Vx2m63Lo2q295bHY0J3Lk8bhyDSjF7sSlZWRteJPC2o+CtQntGlddj4jmUnBFeufs/wCp6tq39oR3RL6ckYO+Y8AnOf8APtXLS/G+HWLIJqmiQ37DHzE47fSoZvjO50SWy0XSY9Lgdf3mG5P6VV2HNY5PxrDbnxDqS2+DGsxAKnjrXOzPuUnOAvHrT7q5a5ldy2xmYlgOcn1phj3jAUtjmtonG1q2aNoJQgYuMEjjPvXReFtTn0bXbS8U52zBsL+tYaRL5Cl/lk6gCrNpLJHIOA6jJyfpTcXYqEtT9JPA2qLrOhWt6rZDorf4108VkN4kHUjqa8G/Ze8Yrr3hKezZMSWZVCd2eucfyr3aKaJVK8qRXnSVme9CalTM7xbrMXh/RLq8mcmKKMs2K/PPVr7+0b+5uZXPmysWy3evp/8Aah+IQ0rR49JhbE02NwzjivktpTPcZPPOTjtWtPTU8vGVHeyPU/2dtPN78T9B6Fo3kY5HYRtzX6A6emEKk4B7j6V8N/sswC7+IsVyGykED5bHGSpFfb9rfR/ZyxzgDGB1oqNtl4V+67nzF+1xc79b0i1RmBERkOemMsK8++HPwOvPiLpU+pW88EMokKqJScMB9BW/+1Vq0d747trcOVdLUDp2LNXrH7LJtLX4c2qtMhneWQkA8/eOKI3irmMo+1q6ngl/+zr4t0tXX7Ek2w/KUcnH5il0j4B+Lb2/ihSzMRbAZ5DhR+Qr7vSG3kXLR5bP3sVMkVtC3yj3IIpe0laxvHDxWzOa+EPhK78F+E7bTLmdZpkUBmByB7DP1rc8X6pb6PpF1POw2IpJIPpRqXiXT9DgZ7iaOBAM5ZsV8yfG/wCODeILhtG0xM2oI3TK/wB45PbHSsndnRKooRsbHwP8IDX/ABRqHiF48RLLiLcOc5r6YRSkTBmGcZ4rzr4LaVHoXgTTo5mAuJFaaQ4xksxNdB458VRaF4Y1K+VsNFbuy89TtOK0buTTsoXNa6uYlQ5YHH51lXM9qqHDKSOvQZxXxjqfxr1+W5Y/bJMv0G4jb/jWLefGPxAJg8mpPznABPWmotkvEI+3ZZopgWBPIAHFfOn7Unh77Xoy3YAxA3brg5rt/gj41m8S+CkubyUNPHK0bZbJxwR/Ol+LtnDr3hXUou5iOM+xzSs7mk5c0D8/dRGx2i/1bkZwaoRgNuiLAsehI4FWr65UPLuBYqpOW6nGaowSrE6yrghgDtPPNbpHmR0bNrwxmPW7BsbmEyj5frX3Ho8Z/s5Cp5IBOR2xXw/4a3wazbTNjBlUBR9a+3PDpLWMZYnoBz9KxqLqethHdWPgyQOgJJbGMY7VXkhVQzsjdPwqa4LbtjRuc87VwykfXIqIyeQEBGMHtyR7U+dnzruivEAxJwGPpjFRxswSdVXGG6GpbsgS555OSFGAKbGAXZi2PY1XMyVqRTP5cLsUBBIGCecVFFMGABXBJ4A9Ksp81yyuNwIzhu1RrmUrtjUEHO4HpTu2UlYcy7zlAQvIKk1TcqQQVIHPJ5q85ZVcsolbORj60giaMjMS8gjDdKE7MqxTTAG1mI44J6EVpWPijU7H9zb3skSkYwh61RcLF8hBORyQeh/KoHUeYu0szAc+v4Vum5Am1sa134t1O+R4ri6lZVXG0nAxWXbbC5ZWGW+6PSmSf6xSOQVyQP6miOVV3llUbf4s4x+lS1Yfvdy5aa1dWBAtppEbdyoPBq7e+LNWZZI5LmQAgABcEGsVMDy2IEhOduOuKkXO5t67Mn5c9qXQ3hd6h88+ZXOXJ655p739yLdoldvI/u54JqN8LG+CHZepHemKreWMZZRzzUhrsQgqeAD8n9etWGkjxyWLDG0kdKrkt5TEnbg4wO9SQTHyWLp6AZoEkycTS3mz96xjQ8bvWid5XhDTAyDdgEHp1pDGwOQ4XuAtRvcOgKpuIcE/SlcrUdHIhXy2UvtbC49KljeQ7Yw7JHnpmq1vFIgDoOD1YN3qVmMcDMjB3zyxOSKpA4sdesoVU3bsZJ9qhVBM28ElVHzNijyhNGHLEyE5NNVpLZZNpI3D7vrVCsyaG4kjVgpODUPlDO/fzmpBKEQlzuY4yTSXCI5LKqrgfLjuaAUWnqJOAYt+eOnXmmsWtMyo3JA5HpTI1UMRJnB7j+dPRDIhyxZB2PepRpbsx0EkkrAM7AYzxRLeOFKnLc4ANNlZmI8tGC4xnP8A9ampv83lMZx1NXzISj5kXmPEVG7a3YA9KlS7d/llGV6fL1NMMBkkLALlATjrmnRhopVZkIzyB2NDehXI+5YLO5+X7pGOnSmBFjYg5cgcE0/zmLs0YG0DkCogzyFghBJGcdxWYuV9wYPAR7nqallhKuP41ZhnHpSD50CTHDZ6mnqxQPGWJ44PrQPllYZPGkETncS2eB/dqGJ88jAbv2qfYxX94Rz1zUKWpdsKAVJ6ntVrRAoMVY38tpF5IPQGmBWJ8xyQ4OAuKlitnYyIp2gc5U4zQykRHABkzyX5qblcr/porkMqmILtXqcHkVPDGXUuzDgcA96rlZDLIF2Z/vDPP6U9Q4tpAwVnGOcdKVh8v9XRMifuizAbx0yaIgUdWLKCfQ0hjYxBdpY8fSoykkbgPCMHgADimWqUrXVyS+vG80RsMKe4NTRmNI1IbDnsTUZtS6MyqWIA4YdKZ9hlM3A8wdj2p3Q1Tm1blf3FiONN5EgUkjIYULbxwk7mXcecjtUJinM21Y+ByRURtpZN6eXICehBpjVCfZ/cTznCHkEDB3CiS8Vk2c7gM5Hamx2UoTCqzjHIapWsJY8SPAWB6cZxUcyvYr6tV/lZAkasgXYwkxnDHgVXaFWY98dVz1rSMBKqfLIkz2HBFEGmyzox8k784yK0TsSsPV/lZUhBCbVLBey9adJbjBZcDjPFTDT5YpVTy2DDjIqRdNu0cRpbu6t1YfwildG0MLVb+BlKMfJlWKueeT0pYypl6ZxyDV0aPdyTZ8khBxgiohpVyDGqxP8AKeS3etVJWNfqtf8Akf3FaDzWlOThj93J4pzTrLJIGJOMA4/GrEltLG2JUCN/Dmoli+VwVAPqO9PVrQydCorpoY67VzG7BRUKzENtViyjk+9WhGwhPBG44qKG0yzZXaPetVHTUzVKS6EbRkyKRwoGas25jkzlSWH8OetNWEJEepO6rMER3crtB71DjcHRn2ItqfwphweBmrUH7hWkwQD1Ge9Bt8bj12nrTkR1hZnTepPAzWSjcn2MuxHJK6A43MjY6UrQjyiJIixA4x/WnJbs0TM6hRkFVJ6VOlpJPISHxxwBnk/lUtNB7GfYrQiNcBwSxAGOwqX7PFM5EXfjb61dbS5/KV1jLBlwWweKUWErSKLZMOn3ty8t+FQkL2MrWsUZIfIfZjL4yamjQTY3MVUccd6uSaTcls+WQ2OTg/4UtrpsqIoYqxXhh6nJrSDsyfq8+wwDZdKZFbbkYNaUcf8ApOVYbWU9aRNLndtyK84U4DAZ+vFEemT+eSpKls4DVvdE/VanY6nwb4/1rwObhdLuzbecAXAUEMRnB5+tdNF8fvGLAt/azEkf3EH9K88m0q4gZQylC69TTrbRrxovuswC8so4zXNKBSp1Y6JGl4i8Z6n4ruvtWqztczZCqSMcVVhRUX5ELMB82D1qza6LcGPKRecV42qhYA/41Yg0S6gjmmeKSL0+UgD8KiMGjOVCo90W/CPjfUvCFyZ9MmezkIw0iAe/Y13UPxx8ZFd761K4C5xsUdfoK4C20O4eNriSFjGp5Yr8tRTo1riR2bkj2BHpiuiNJtXYnRqwV0ja1jV73xhfPqOoXTTXIGAzcHA7VY8PeMdY0QiPT72W2VFPyr061iotxsSaO3kSHq8hTjFN+0mSQQIC756IME1Chd2OJuUZXPTbT9orxZZhVGsO5B27ZET/AAqe7/aS8a3KFF1LAI6iNP8ACvLJohZSBZbeWGQgbhJH6+lSWNvNqNy0MCNM5O1Y0Tmm6Vuhoqk9jrda+IviHXZIft2oSToQThiAv6Vl/wBqYlEqPl0wWdeRmm3GkXWmWji8tJI16Kzqfx7fSqcNnJcsttaRieYnCxoMZqVSFzSe53tt8YfFVraRpBqbrCBgfIOB+VZ+qfFPxJrlqLa81OSW2kB3JtAzXN3STW3+izxtDOuFKFcde1WJNMngtopZ7Z/KyAsm3gg0vZmkXLYivmKzJkszHADY6cVhancLuZI1aMqQW3c8100Xh/UdQY3ENpcvGeUKIdo7elZGtaFfWnltPaTReZwvmKfnNbKmO1tSbw/4t1jRbOSKy1CSCHcXIQjk1JqPxD8QXcTD+15pQ6/dbHA6dKwpbC50p1FzBJbo+W2leGGetXYtGuL9Jri2tt8Kr2HSo9m7ji5M5O7sjIZHKebHtbPGMVkrYxtGJYwQuQNp78/Wt6/fBbGQi8bMnkiseZjGjNDFs4BLE8An2q/ZSGm7lvQyn9oRmJSjRSqSXb3r7V8M6lFcaRBiRS+1SRu74r4YsrjbKq5zIfnJC9cGvdtA1i6gtIHSWROdmA5Ga4a/uPU7MPJxueZHwfOI9kchHYkgCoX8CTqyyKgdj0zJ971rt1AAy4YlegFBcA+cS3y8A1819aq9xOijgf8AhBZhIqR8eiE9D9c0i+ApZyMODjnGe/513wkdCzADcmGy38QNVFkClWJ249fqaHi6ttyVRicK3gSZ5/mcxKBgepqWbwJIwIDkv1Hau7ywYIxZmJzux2pJFDyMN54UsM9z6VH1ur3LVGJwbeBZlhAchc9SDTIfAs2cZLIT/e6V3DW5WDfKTtPQZqTYY1G3OMYwauGKqPdl+wRwD+BZSzl5N0YOAM1FH4BuIxH5cgXOc884r0OW3eFFcBSCeQPWnSQs7qCwL9h2xW6xtRdSfYo8+XwC8u9QVjYgbef/AK9O/wCEAdY9hdUIP3xzk12qAm4Uqe3T6VZgjBhVWO5SfvGoeMq9y1QR5+PAcpff5oCqBnvTZ/h+5+YSEonBJGM16BLCu7cAAMEY9f0qGSM+Qqk5YqGOcYP6VKxtVvc68PhYVaijLZnAf8ISVhmBZlHUZI5oj8FMbd4/MxyDxXXSLJKhRWG4n7p7VMbJFRjKxUdtla/Wavc/R4ZBg7JuJxH/AAg6lwC5Ayc8df1qQeCFEQO5lJxjmuyULCr/ACmTB79SKhfAfcwaQfwqO1NYiq+pushwKXwnNxeB0Bz5jEcZJ/hqObwLAHbYzsOu/cAPyrsUaRo2X7oIzmoGTym24DFlyPpTWIqfzB/YWC/l/r7jA/4Q2FVQqdy5GWTjP4VX/wCEKie4bYHK4PHrXWiUBsnOAvyYHDGnIPLIdj8/Wr9tU/mNI5HgltE5U+CLfauxnyvUMaQeCo3YEjdx611E2GyBw5HGe9OhDE/Nlfl2jFRLEVP5i1kuDX2DmD4ItjAZNpPJyuKVPCVk8iHaGiHAJ4zXUGFo3ZlLEEABT60xECLgA7hhsEcCojiai3kX/Y2D6QObTwZbAGMoFUk855oj8FWyuoVQVXuRXT+UXJlZcp6HqKQJIsRCSb2Y8J6USxNR/aLjlWFX2EYB8F2hZnCjd0x2p6eFrE5SSNNw/iA+8a3RA0ZIdwHK/rR5BeIq+AyEEmo9vPuWssw38iMGLwfbQO+9FHGQAA3rUy+C7GSMZG7GCwwBW80TGJW2gKQfmz09KSFHkYqCAPWj28+4/wCzcMvsIxLfwtYrgfZFbg4NSN4cgCSGCMGQgYXbgEfWtXyjDIp3Ec7TipZ8oTHkp2zij28+4Ry/D/yIxx4cgaPiFQwXJyOtUL3R4ElK7FHTArpjGURjuLNtAGO1Yd7E5uGOQQRXXQqSluzphl9DpBGNHpMXmlgoPbmpTpsKRnMYJPHSrzICoxwO5pynzo9hIIXkV6Sk7HTHBUY6qC+4z00yFWGEUfUZzUv2OEbi0S4JAwBVpoQ4yCB70qxqYyGPIPei7NfqtP8AlX3FJbKAxhDtxnP3KmTTrfY+FHPUkVYWLjOVp3kEKwcjBx0ouxrDUusV9xUhsIogU8tPmOcCmnT0WRcxqAvY1fksHjClNzBv7tPkgkcxHqGGAQOn1pXYfV6PSP5FFrRQ7N5YVW7rTorRFY8A7VwBirkSuZTEOo4KnpTPsyRjzIyQ2eAfWkrh9Xp9kQGCIOp8oDbznGaclvG7FWVVAHGByakigmh3hjl8fMDT1tyQGIAYnHBrSLZaoQXRFE2yqxCrninpaq7g7GG0c88VZhtmJb5TlT37ilO47kUEcjntSbH7Cn2IxboGDkbcjgdaGtVkQx7CA3TsTUghLRkt847Z4xQqkH5m6dGWpTYexj0SIDAECrGmCDjJPWpY4WSM/Jl+mKlii3M/zD2J60RxlQx3nOeQ3WncpU7dhot1+Z3QbVHbrUDQBeJOWqZfN+b5hjGMfrTmUmP5sb88n1ppilFHLeIYGLIAQOm04rH8nzWznCqeWFdH4khlO05AXGa5yFWbcsZwep3V6VF3R+eZlTSxDdhjxoX5zkdD604Kp5Ykj3pYo5GY4+961II+Njtuet2rHjONhoJlBwoAx0pWyqjdH7daVYRGisCTt6ihYZWRnD8Fhy3ai5PKOmVSB8m1Mcj1pqIZEwq7Sv8ADStbOspJYtj8qesBJ37gvrg1VkHKN2spG1SSfvHPAFdv4F8YJ4WUxNCtzHI4OXXJ61xyRGQFVY8dSamtAZJkCsFwR/OiUE1oPlPpvxZ4lXRfBllq0VpAXn27gVHevPvAGoxeJviXDM8Me2T/AJZgYAxW58SAR8JNKc9vLXP41yXwViMPxAtixAjAPI68g1Ps1GIcp68fEUf/AAmM+hTaerWxIG5Ywf1ryD4neHbfTfHGpwW5zANhUZHGVFe+p4h06bxHe6eI1i1JANkrKPmyOP1rwPxZo+pz+ObizvHU30swVpFztIxxj8K5VFq4rXPWfhBoVl4b8NJe6lEFm1CQIobnjkD+dcP418Pv4Q8efa/L2WjSeavQgj6V6Z4vvvDWnW+n6beXU0ElmFfERHJH41D8WILPxT4Hh1qwfzPsyrlmHzbcgdqaTuHJbqYXxj02z1zw5out6ev7pkZX2rjaeOv5Ve8HW8HhL4RX93dqIrm9lYQ5AbggAfyo+E9t/wAJx4I1PQZHxKm1omboAc5/lUHxplGiwaX4ejkTFrCsjgdC2SP6UnuLl1On+AFvt8M6tOsaXF0GJG5eWPNc74y8W+Jn0ae31LSFtbaXMTSlR0/Oul/Z5eQeFtVdAPPQnB6g9a5LxjqfibxBpLrqFnIkERMhymOKtJ3K5Tf0Gzgk+A2pyuArqfvhckfOteG65aO0TBGDoBwcgE/ga+g/BGmz6r8FNUs7WPfO7YRR3IYGvIPEPhHUtC8uXUIPJVmwuR1PpXTB9DjxC91n0t4a0Gx1L4Wafo0wjN3cWG9EwMnA6/nXi3wU+Hr/APCzbltRhPl6QxeUtjC9cfpmu91zxUvg7WfAsjNiL7IElA7qf/r10fjCSx8A6L4h15G3SayyFQp6/KB/jSSs3ofOVIRcrnIftTabDPHo13AqtCQUyo2luM81f0u0sfgx8J7bUooo21S9RGSR+WywyefpTPjoG1f4ZeHdQtyI/KZGJP8AF8gz/KrGs2x+LXwetbXS5d1/ZpGpiZvTAOMZ7V0JJrUycVuhnwm+Jq/ES/utD1yJJhKv7o7c+tc/4V8If8Ij8eIbLG+HzGZOnygqcfyq58CfhhqmgeJjq+pr9ltLJf8Alqx5zkY6VJL4ki1f9oO0u4CzQbvKBT2Dc/rUOPZBFLdnXfHD4axeLJJNS0ko2o2J/fxLwWG0YrB+Ilpj4HaW7KN2VB474PvRrfxKbwZ8atWinjkfTp2jEgHTlF5rrfjhbWtp8JsWYVrfeGX1AOazjB82pfumd4Ti1E/BG3bRbdX1JdojxgZO/B6+xrwv4qan4llmsbfxFELchmeIrtOcYz0P0r3DwTJqkvwOZdHf/T1OYsHBP7wZ/SvCvihp/iuWCC915QET5I2JzwTz/KuinFt6kyaex3OlWUPxd+H3k5DatpxITPBZccDP4mqGu3EXw18AwaGqqmqThmlXGSoYluv5VzXwI1eXS/HMEKSsscqlSAfl6Z/pVX446g918QtREkm5LfaM9uVFZSg1MWljyqRGmuJPlDhTnLelZGorFCxjjQ5Y5PpWtLEqEgy/MDnA9O39ax73asuGcFSc5rTluZ2INOgUXkJPKF1Rse5r66TwPFq+jQzwqI5WUHB4FfJ3h6y+16rGIyDtkBYE+h4r6q8I+NFSxht7tWHpjpivGxtloddCz0PKrqFzcKXfy2JICr0Ipj5BLKwCLx06mtfxPpLaZqEsDrhlHyE9qwYzm2JIBJPrXw8oOLaZs1YV4gUBycL1UGq8luNwLAcYwDSxRsynDEyE5wpqW4DiNZAoxnDZ60hAs0gmYHnDcce1R8shypD9QR2NPUD5nD7zkYx3pH3Mm4MqtnG3PWlYpDprcN8xBIOBtBqOINPMF2sNpB56GhsOwQlN69cGmtExUKp3OzcEGqjZGi31Jp7kgsoQdfugVEsm9UByjc8007I5DtYjjJJOaesTMqOzAr1HNMOW2pHEGVyCoIA4x196dbbDFsAbYG5z1GaaI5FOSSPmJBqWMeVljyp5P1pE8wg2oApILL29Khu41dRuOB0yD0pZ0RJQGO4sQc0txkRyA5CDgnPNJbnqYH+ND1M6JFaZ+GDIfXj/AOvUqN+7UgjdnlW60iwQqjSk7mJwWB5qNypZSqZ5wGPXNdCd9j9chZocGWViXZgRn7tJFL5JfZwGGMt3qVdqIwKkyliDULLuDArwpGAau+hroSqzeWY5AzEDOc9aWAYUKrruDbVB7CmlNgXa2yRjjB9KSO1+0u0iAIQeTmqitRXFKBEBaTDg4AJ4FSKOAhAaTtnoRUT20T7ScsyjBzSvEHg3csycBFPNdHUuLXUZOuxOn73OBjtT1UTJwsnmdAuepqDc7o23dkHqRyKkTIkQgNvH3T71zyWpV0WfLdMbiQAMY6kGmCPdvbJyQDgVHHKTO6xjJYZye1PkYwzxujElhtdTx+RrNA5IfHGJULJIVbuDRGuyQspyDgfr1pbSeFnmBQxlTgHfxUinC5Dl0JHPpzxSIU4lfdCg+aTJY5J64q18pYFC5DLgkd6gkgXDIdrYHDVIsL8yE5XZjAp3RXNER12EjcAn3Tk8getIseEIifPB571DKQu/YuCD94VKrDyAZ927HyjHBFUo3J0HBlZVVpOoDccnNKJG80ZYsWbO0nFOaNSi+SCSRwc0rRPvAYjJAJJ7VNrC5kkO2Sjeq4LdTzWFfK8k7R8KFHJFbxXy1dG+YcAEGs6+s0aXYQRJkDOa7MO9Top1FsZaQERjDnaTz61NHbHf8hJUgirv2EBthIAHb1pyW4txtILBvSvWhqbcxQa3Efy8nPHFKbSQjA+Ydx6VeSBZYyQAgU7fm609LeQkiLaF6cDrWgrpFSO3UxklR/hUjwoyAcZ9e1WjbxtIcIcDqaaBuUlVCgeopBzoit42CsisU2nOTUohSX92jMsYGePWpoI45IJN3Oepzx+HNQkRqUCAhRxlTTSuQ5aiOIw+c8DHHenfYHWNlkAwOR606JRJJgKrDocip0QhmJwB2PpQT7RLcqiKFoCqljK3Bz14qKG3jm3qVZNvGM1oWmGkfkOwP3sYxStbtG7szAL3x3pXsNVUUGso+EBbcR/e7VELcrnHTsPWrLYkn8xW6Kev5VCqn7Pkkgg8cjOM+xpXNoyXcq79kbLwQfTnFDR5jAQ8nsBUwt1CsQOQRx61GyouHGQM4PNFx8y2I2/dKW6n0NMRi2CSG4ABYdqkdTC+WK7WHQmlgSNZQGKbSvXJqtAvoKEIO5mG0elP2+bMnQIwxnPT3pyuE3hEDDpinGL92Nke3A+bNS2Yyd0c14ngdQhDiRwcAKeDXOGGV3IVlBUdK6XxAkflqOVO7oO1YklugUMjLlvvc816GHl7p8DmMr132KUcIaTG5lwOeeDUjDAwCDg9aldNjYjUcDuetSeQI1DuAQeRium54rtuQQxt5Z6k570+MkqwJ/DtUzgqRuB2Hk1Gq+bCQCgQHqetCYroYsrJGR2AzzSkCN04wCA3rUi2q7C7EsAM04o2FPAG0YB7fnT5g0B4cuGBbceoHSlgjaKZWQd87akgjkeAk5GehHNTRWxScgsN2QBkVspRtuGh0eteP7/X9AttGnQLaxY5A546d6peHNcn8NapDfW8g82MZ+foayrdFkLx7f3gGe+DzVlrMuFBjyxzQ7FKx0U3jnU73XjrKuPtJIJ4OOO30q5f+PdR1HW7fU2SF7mLGCAcD/69cosUiSbERgSOvbFSx2DKu7BTByRmldF6G1r2t3fiLUpbu8YNI5GQvH5Vuaf4x1Ow8N3OkJsNnMMFZMlgM9vyrloIpGP7xcknIIxx+tW1t3Mmw7hnoetNcvQLRN7wR4z1DwffTXNm6+Yybdjk7cDPb8ab4j8UX3iy+fUr5gLplCkIMLjnp+dZH9npCWPzOem6pLeHMRfaSAcYJNHKmCaOu8DfEfU/BNtOmmLG4lPzeaCTn25rY1T4x63renz2UqxiOWMxt8pzgiuAto5d0hjAwDkcirewqw2TpLuAUn1PpS5YjcYnYeEvilrPhCzaztBG1qTuO7Jqr43+IWpeLrSP7SsYWFt67AeD+J9q5s2jQIY1YKTjCgk4qK7tWu7SRypRFOO4zWsIxTPMxHwOwviLx1qnieO0luwFWziEcW0dgSeat678U9Y8SaRp2n3cySQW44GDnI6Z5rlktJHwrkjJ+YjPIq1Z6VgSbegXIO0mu2Ki9z5OUnzNHTaj8UNc1nw7b6JcNG1nFtCjBB9Km8F+OtW8H3fm6bPg5I29V6Vzdnp7+QzO+5gQVUjmrsVqbcs6qEQDcQDnmteWJPMzu9f+N/iDxBY/ZJZ1iXncYgVzn8a5TTvEN/ompQ6haNuniG4OOx5qnb2jSKHRlG7n5vWrDWMkXA+Z8AkIeKhqNhNuxY1rxJd+KNRkv7tpHubggtjjOBgfyrU1D4l65q+hRaRcz/6MjAFXySQPxrG+wSFlYRkSHsTxUNxpsnl8lSw5b5hwPzqNCFc6PSPixrnheySxsbkJAuflXPf6GsLxR8QtZ8X2aQ6lcmSFDkKCfWsu6heOQsgwoABBxzTDpRkAaNlJHOCRznrUqSjc2VxumXtzoOoJNauRMEyr+lV9c1W61e/nvbnNxLMQJGYn0+vtUzWbRgLzkZ6npVcQYVow/LkDI5/GolJSLSbRlmBxI7KASVwSa5y/tihlJZ5MYytdabK4uSILaNppmbYNnP8AKtXRvhzcG6eTUlKYxhM4NclStGCdwjBm78FvhY2qWd1qNyHQSFRCAceuc12Wq+ELnSuGV9gOFcc1ueANfttEszZSxhYxjac9K2/EXjOz+wskQErHnbXy2Jre1lc7YxSV0XvFfh631uGXzIYgzKRnbyK8m1fwHPYTboUaaPPKqMj8q94uYfM46selY1xp5l3IqDnuK5qlCMtTq5Uz5/Ohzxyk+TJGSSvCnAFQxaVM6sGjcBONxU5Ne13Oj7CQYwWB9BzVJ9J3MwSNB6jArl+roOTyPIYbB45S0aN7hlIJ+gphsJJAgEcnOdzIp4r1qLQg7uJUBHTPU059JWRmUxgZwUAGDS+roOVHkUemyCM7BI3JBO3k0kNvMJGbyGwgABb+detLoMZLr5YHcADpSHQFyS0O0MORxS+rofLc8pjsWx/qSec/dp/2F3yBCRg9dtepv4dJk+WPEQHOF70q+HAysRFkemB+dH1cPZs8pisZ9jDDDByMjrSLZXDEZQhSOa9Sn8PL5sZWIBeN3A6UHw7EoJaE7OgNH1cFA8z/ALKdhvKbcDgYznFV7zSZJAZG8xTgcBDg16p/wj0YCYXJHQYqQ+HVdiGX5uTgfyqfqzO2g/ZSU7ao8eXTWdVh27QTliF6U1dNdYgI4mlOT2OK9lHhuMIyyRLuPXC4zz9agj8JRwRPsh2EHIyRitY0Gj6unnNraHkc2m3JGRExckHp0pZtKmjyRuMrDPK8Zr2F/DgZdoiByOTxyaafDB+QmBSBweRVqj0Nv7at0PHF0W6uLVncMXHG7bjFVwIoUZDMhccEBhzXqviTTotI0S5unUosSHjrmvlvU7u4nvZ5EkaMO5OSe1ddDCuZSzlv7J6W0kQztuIxgZbLUhlgZCyyxq46MG5ryWN5dxcyup6dTUouLsFnWVumBzXZ9Q/vC/thr7J6zDLbmIs88S8gYDjOMGiC5iFwE+1Q7QpwxkHFeQj7bGwIdmz15p0hmZWQyMAo4PNZPL7bsP7blb4T1tLm1cbTcwIxHLbxzzV/T9LkvS0i5mRPulVJH4V5d4V8Kap4i1GO2ty0hPLew/OvqzRPA40nTI4FUEqoDMetc1TCxhoiFnkv5TyubRpthP2STJzkbcE80sGgXIikj+zS4GMZ717Qvh5vLP8AEOB90U9PDhj3N5fGPSuf6uH9tT7HjDeF7wyDchAIPBXNSx6BdNFlYZcgYPyHGK9kTQH3hmUFcYBHaqmo2Eem2k9xM/log3EkcYqo4ZXJWd1Ox4jf+Vpf7m6ljhLjOXOCaorq2mxbg9/HJtHyqW6CuI8Y6vJ4h1ea4JIXJES+g9657y5FG1gyseCQetehDCRa1K/tmp/KeuR65pUcRZbuIYzhQ/SnJ4g0tmQG8h9WEjDFeTDT52UMJNq9xxWnoXhm913UEsoFaZncDaOP17UpYOBnLOattj2jS7KLVIRPaL59vzwoyD9KSbwleKWdY2DvyCw/SvU/Bfw/Tw74bs7TYd8YIfJ5JyTW2fDglAyvvjFc6o8jMVndZbHh0vhHUflbySXxz8tRx+D9RLkiN2wTyeMV7vHofmL868rxgdqsDw1EkXCnJ5Ge9dcGrWL/ALcrngtv4RvRASYw0hHAcVP/AMIjfpt/dxlx1AJr3NdBTZl0CsTxwDUQ8OKDu2bNvcHrWpDzytY8UPgq5WE7QFY5GBnBPY1FH4Hvm2ZyxA5wPlNe5roCtGxI+XGCKWPQY9hBQKR1weKxchf23ie54k/gi5EibYyw7rt+UVDdeFGspsSssUDgktnCivaNZistHsmuLqRYYoxy/r+FfOvxR+JEer3htdObFmq7dy5GTk1tTTkaxzjENXOisfCy3MIa2njnQ5wYvm7+1TJ4HupY2y/zDkEgj8q8z8H+Pb3wtdovL227lc9jX0T4T8ZaH4mSMQXKLMx2+W4wx/StXRluQ83xHdHEWngO52uxzu4GTnNPXwRdFtrnHse9ezDR9qKEXcO/NTxaIGJ+QHj0rFmLznEdzxZPh67kZdR7haSP4bM5JYgsPRe1e1xaEik7wSw4x2xU6aDEsjMoOOMKazuUs5xFtzw0fDlm+flAOnHU1Inw1WSMuSPMz93bkGvazoq+WAQvXkGpYtBjiOQuR7VCZj/bGJ6SPEV+GSoWHmmTI6bM49qZF8N18oMQ+O67ele4f2dExOI9rdM4po0ZPLYiPOK0ux/2ziu54xJ8NI/LyXcYPA2kDBpw+G6ebnMgyoJCjPSva4dOTy0G0BfpnJqSPTVZAjLyefpS1F/bGJ6s8J1D4RwXwGRIoXk7l61Ui+BlhlSGkYNweOlfQC6WC5GCTzhafBpMbHBGSOx7VrGcoLQ86piJVHdnz+vwItI1dTJNzwDjtViD4GWEUXlsHbjALLXvz6ciAh0DDsaQaWgONvPbnpUuvUMOdngI+A9gFIUyD/dXrT4vgbpv3CsjDuSte+nTlDKcnAGOlOj0uNXY+WfrnrWqqysJ1GjwU/BDTZWChZUI44GM1NF8CdODkmORsgA7v/1V7umlqZS2NpqR9OBBBJBPSs1UkL2rPDE+BOmROPlm2MP89qsxfA7RjIV2ucdMj/61e5W+nKsRDAse1Sw6fCr5H3xzyKt1JB7SR4jF8DNHTJEWR0IIq1bfAjROMxMxzx7V7KtikrsGUc+gqzBZJv4GAe1Q6su4vaSPHh8C9E2nNs5JP3sdKuQfAjQGTm0LN0BIr1+KBWUjHXvV22swoAIz3FR7aRHPI8et/gNoQIBtiQSN2avD4AeHmL/6I2OMHFexR20chyFGB1IHNTxQKCQTgGto1Z2H7SR5Ja/Abw+Gw1px7gf4VpwfALw3HkmyDL6e/wCVeqQwKcYGRV1ImCnABH1purLuT7SaPJ4PgN4aJYGyBJ7bTV0fATwyinGmxhs7gdvNerW9spblTkd6seTuYDqc/nS9rIn2szyZPgR4bZxjTYzkfMdv9asr8A/C7QCF9LjZO3yV65b2qlCCpFWUhB+VV6Vaqy7mbk3ueRRfs7+DkOf7HgYhcfcq1F+z54OjjK/2RCPpHXrUcCBchct3qf7KCOBg+laKvNdTndKLd7Hkg/Z+8Hxt8uj25H97ywSKmh/Z+8HbmY6NCXPT92ADXrMVog5ZKeYgqgDFP6xPuT7KHY8ob4A+DmGP7FtyfaOpv+FC+EI1J/sW3znOTGK9TSJVBJHNDpuTBzmj2tTuHs49jyuT4G+E2AI0a3yP+mQqI/A7wkiyKNCtQresQ5r1dLbOGPQVVu7ViyMCcg8gVPtp9xqnHseUv8FPCm0qdCtCO26IHFVLj4MeF04/sS0DZzxCOK9altVKAEHHrmqFxbgrkrwT1zU+1l1Y/Zx7Hklz8HvDS7lbRrduM58oGsq4+EPhoKf+JLaAYAANuv8AhXsE0PBA6D1rKv4QcqfwqfbS7kqKvseXt4E0jTWX7PpttERyAkKj+lZviPwVa6nbEi3VJRjDqgyK9FvbbPUbccZNZVxFsRk3BmPtXLNyluzdQjY8D1TwbfaYzlbd5Mj5dq8j3rL/ALBvAilrWWaQ9MIc/jX0BLbRgncO3U+lZ8lnbq+5Rg9BXE4XZHsVa5//2Q==)\\n:::\\n:::\\n"},{"id":"230dfb93a56c4c34b2b5eb00498658b1","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"AES Eletropaulo Alpha Park 201-B1","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 20:32:44\\n:::\\n\\n::: {.title}\\nAES Eletropaulo Alpha Park 201-B1\\n:::\\n\\n::: {.content}\\nCPF: 228.102.178-58\\\\\\nInstala\xc3\xa7\xc3\xa3o: 0201808594\\\\\\nD\xc3\xa9bito autom\xc3\xa1tico\\\\\\nVenc. dia 23\\\\\\n:::\\n:::\\n"},{"id":"1dc0f5cdd7b04d3eb08613c31c290849","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Alpha Park (Inventory)","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n22 de mai de 2018 23:39:26\\n:::\\n\\n::: {.title}\\nAlpha Park (Inventory)\\n:::\\n\\n::: {.content}\\nRoteador TP-Link TL-WR841N 192.168.201.1:80 renato 789-\\\\\\nBrother HL-2360D 192.168.201.106:9091 BRN30055C8410C3 30-05-5C-84-10-C3\\\\\\nSP-EST-01 74-86-7A-FB-61-55 192.168.201.109\\\\\\nrenato-P5K-Premium eth1 00-1F-C6-6A-53-05 192.168.201.11\\\\\\nrenato-P5K-Premium eth0 00-1F-C6-6A-47-AD 192.168.201.10\\\\\\nrenato-P5K-Premium wlan0 00-15-AF-64-91-73 192.168.201.12\\\\\\nSP-APK-RPI-01 eth0 B8-27-EB-00-03-49 192.168.201.20\\\\\\nSP-APK-RPI-01 wlan0 B8-27-EB-55-56-1C 192.168.201.21\\\\\\n\\\\\\n\\\\*\\\\*\\\\*\\\\\\n\\\\\\nVirtual Servers\\\\\\nService Port Internal Port IP Address\\\\\\n22 22 192.168.201.10\\\\\\n443 443 192.168.201.10\\\\\\n80 80 192.168.201.10\\\\\\n2022 22 192.168.201.20\\\\\\n2080 80 192.168.201.20\\\\\\n2122 22 192.168.201.21\\\\\\n2180 80 192.168.201.21\\\\\\n\\\\\\n\\\\*\\\\*\\\\*\\\\\\n\\\\# Invent\xc3\xa1rio\\\\\\n\\\\\\n\\\\#\\\\# sp-rxr-retropie \\\\| SP-APK-RPI-01 \\\\| TeamViewer ID 705 885 235\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Specs\\\\\\n\\\\* Raspberry Pi 3\\\\\\n\\\\* Clear case\\\\\\n\\\\* Fonte Philco 2.5A 5V\\\\\\n\\\\* 32GB Micro SD Sandisk Ultra Class 10\\\\\\n\\\\#\\\\#\\\\# Servi\xc3\xa7os\\\\\\n- SSH porta 22\\\\\\n- Kodi client\\\\\\n- Transmission remote\\\\\\n- HDMI p/ TV\\\\\\n- Web porta 80\\\\\\n- TeamViewer host for Linux ativado\\\\\\n\\\\\\n\\\\#\\\\# Asus P5K-Premium AP\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Specs\\\\\\n\\\\* Ubuntu Server 16.04 LTS\\\\\\n\\\\* Ubuntu Desktop 16.10\\\\\\n\\\\* /dev/sda 500GB\\\\\\n\\\\* /dev/sda2 25GB montado em /\\\\\\n\\\\* /dev/sda3 4GB swap\\\\\\n\\\\* /dev/sda5 10GB montado em /home\\\\\\n\\\\* /dev/mapper/isw\\\\...1TB1 montado em /gigante\\\\\\n\\\\* /dev/sdc1 500GB montado em /grande\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Servi\xc3\xa7os\\\\\\n\\\\* ufw\\\\\\n\\\\* ssh em 22\\\\\\n\\\\* plex\\\\\\n\\\\* transmission\\\\\\n\\\\* NodeJS\\\\\\n\\\\* NFS\\\\\\n\\\\* MongoDB em /gigante/mongodb\\\\\\n\\\\*\\\\\\n\\\\\\n\\\\\\n\\\\#\\\\# Lenovo Yoga 500\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Specs\\\\\\n\\\\* Windows 10 Home Single x64\\\\\\n\\\\* Intel Core i5-5200 @ 2,20GHz\\\\\\n\\\\* 4GB RAM\\\\\\n\\\\*\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Servi\xc3\xa7os e Aplicativos\\\\\\n\\\\* SP-RXR-YOGA500\\\\\\n\\\\* Acrobat Pro DC\\\\\\n\\\\* Creative Cloud 2017\\\\\\n\\\\* TeamViewer 12\\\\\\n\\\\* SMB SILVROSA\\\\\\n\\\\* Cygwin64\\\\\\n\\\\* Python 2.7.10 em /usr/bin/python\\\\\\n\\\\* AVG\\\\\\n\\\\* Android Studio no OneDrive\\\\\\n\\\\* OneDrive\\\\\\n\\\\* Google Drive\\\\\\n\\\\* CC Cleaner\\\\\\n\\\\* SafeSign e leitoras Twin Pro e Gemalto Alladin\\\\\\n\\\\* Java x86 e x64\\\\\\n\\\\* MongoDB\\\\\\n\\\\* NodeJS\\\\\\n\\\\\\n\\\\#\\\\# Dell OptiPlex (Alpha Park) SP-RXR-01\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Specs\\\\\\n\\\\* Windows 8.1\\\\\\n\\\\* Video Nvidia\\\\\\n\\\\\\n\\\\#\\\\#\\\\# Servi\xc3\xa7os\\\\\\n\\\\* TeamViewer 12\\\\\\n\\\\*\\\\\\n\\\\\\n\\\\\\n\\\\#\\\\# Dell OptiPlex (Tarob\xc3\xa1)\\\\\\n\\\\\\n:::\\n:::\\n"},{"id":"d65a7b7d67c745feaa7ffd7eca541c53","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Alpha Park(1)","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:29:12\\n:::\\n\\n::: {.title}\\nAlpha Park\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Fechamento da sacada ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Assento das bacias sanit\xc3\xa1rias]{.text}\\n- [\xe2\x98\x91]{.bullet} [TV a cabo ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Lava e seca roupa]{.text}\\n- [\xe2\x98\x91]{.bullet} [TV]{.text}\\n- [\xe2\x98\x91]{.bullet} [Torneira lavabo ]{.text}\\n- [\xe2\x98\x91]{.bullet} [M\xc3\xb3veis Planejados. Or\xc3\xa7ar e contratar. Dellano,\\n Italinea, Closet Cia, ID Moveis]{.text}\\n- [\xe2\x98\x91]{.bullet} [Granito. Pia da cozinha]{.text}\\n- [\xe2\x98\x91]{.bullet} [Unilam. Instalar rodap\xc3\xa9]{.text}\\n- [\xe2\x98\x91]{.bullet} [Comg\xc3\xa1s ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Alem\xc3\xa3o. ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Alem\xc3\xa3o. Rejuntar cozinha]{.text}\\n- [\xe2\x98\x91]{.bullet} [Alem\xc3\xa3o. Instalar piso faltante e rodap\xc3\xa9 da\\n sala.]{.text}\\n- [\xe2\x98\x91]{.bullet} [Le 9x , bfd4t, Fischer ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Flex\xc3\xadvel do aquecedor ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Star Box Grife. Medir e Instalar Box e medir e or\xc3\xa7ar\\n fechamento sacada]{.text}\\n- [\xe2\x98\x91]{.bullet} [Geladeira brastemp ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cama de casal ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Mesa de jantar ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cadeiras da mesa de jantar]{.text}\\n- [\xe2\x98\x91]{.bullet} [Varal ]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cortinas da sala]{.text}\\n- [\xe2\x98\x91]{.bullet} [Travesseiros e colchao]{.text}\\n:::\\n:::\\n"},{"id":"eda32aa00d024745a82098e18f67d13c","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Alpha Park","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n8 de jun de 2018 09:50:15\\n:::\\n\\n::: {.title}\\nAlpha Park\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Mangueira 90\xc2\xba lava roupa]{.text}\\n- [\xe2\x98\x90]{.bullet} [4 tomadas 20A]{.text}\\n- [\xe2\x98\x90]{.bullet} [Pendurador pano de prato]{.text}\\n- [\xe2\x98\x90]{.bullet} [Pendurador toalha de banho duplo e simples]{.text}\\n- [\xe2\x98\x90]{.bullet} [Escorregador de toalha r banho duplo e simples]{.text}\\n- [\xe2\x98\x90]{.bullet} [2x Pendurador de toalha de banho]{.text}\\n- [\xe2\x98\x90]{.bullet} [Fritadeira]{.text}\\n- [\xe2\x98\x90]{.bullet} [Potes d caf\xc3\xa9, sal, a\xc3\xa7\xc3\xbacar, milho, arroz,\\n feij\xc3\xa3o]{.text}\\n- [\xe2\x98\x90]{.bullet} [Faqueiro de cozinha]{.text}\\n- [\xe2\x98\x90]{.bullet} [Mntegueira]{.text}\\n- [\xe2\x98\x90]{.bullet} [Chaleira t\xc3\xa9rmica e inox]{.text}\\n- [\xe2\x98\x90]{.bullet} [Garrafa termica para \xc3\xa1gua gelada]{.text}\\n- [\xe2\x98\x90]{.bullet} [Moringa de cer\xc3\xa2mica]{.text}\\n- [\xe2\x98\x90]{.bullet} [T\xc3\xa1bua de cortar de pl\xc3\xa1stico]{.text}\\n- [\xe2\x98\x90]{.bullet} [Lixo terra\xc3\xa7o]{.text}\\n- [\xe2\x98\x90]{.bullet} [Lixo de pia de pendurar]{.text}\\n- [\xe2\x98\x90]{.bullet} [Escorredor de prato]{.text}\\n- [\xe2\x98\x90]{.bullet} [Organizador de talheres para gaveta]{.text}\\n- [\xe2\x98\x90]{.bullet} [Tapetinho de borracha para prateleiras e paneleiros da\\n cozinha]{.text}\\n- [\xe2\x98\x90]{.bullet} [Cadeiras de jantar]{.text}\\n- [\xe2\x98\x90]{.bullet} [Puff firme]{.text}\\n- [\xe2\x98\x90]{.bullet} [Mesa de canto]{.text}\\n- [\xe2\x98\x90]{.bullet} [Mesa de centro]{.text}\\n- [\xe2\x98\x90]{.bullet} [Mesa de jantar]{.text}\\n- [\xe2\x98\x90]{.bullet} [M\xc3\xb3veis do terra\xc3\xa7o]{.text}\\n- [\xe2\x98\x90]{.bullet} [Luva t\xc3\xa9rmica]{.text}\\n- [\xe2\x98\x90]{.bullet} [Saboneteira pro sabonete l\xc3\xadquido]{.text}\\n- [\xe2\x98\x90]{.bullet} [Aromatizador de ambiente]{.text}\\n- [\xe2\x98\x90]{.bullet} [Gaveteiro pro lavabo]{.text}\\n- [\xe2\x98\x90]{.bullet} [Abajur pra cama (luz de leitura)]{.text}\\n- [\xe2\x98\x91]{.bullet} [Filtro de \xc3\xa1gua]{.text}\\n- [\xe2\x98\x91]{.bullet} [Descansador de panela]{.text}\\n- [\xe2\x98\x91]{.bullet} [Kit de facas]{.text}\\n- [\xe2\x98\x91]{.bullet} [Copos de requeij\xc3\xa3o ]{.text}\\n- [\xe2\x98\x91]{.bullet} [CAfeteira t\xc3\xa9rmica e inox]{.text}\\n- [\xe2\x98\x91]{.bullet} [Forminha de gelo]{.text}\\n- [\xe2\x98\x91]{.bullet} [Saleiro]{.text}\\n- [\xe2\x98\x91]{.bullet} [Liquidificador]{.text}\\n- [\xe2\x98\x91]{.bullet} [Estopa para limpeza]{.text}\\n- [\xe2\x98\x91]{.bullet} [Pincel para impermeabilizar pia]{.text}\\n- [\xe2\x98\x91]{.bullet} [Pendurador toalha de rosto x2]{.text}\\n- [\xe2\x98\x91]{.bullet} [Kit de panelas]{.text}\\n- [\xe2\x98\x91]{.bullet} [3x Pendurador de toalha de m\xc3\xa3o]{.text}\\n- [\xe2\x98\x91]{.bullet} [Copos de acr\xc3\xadlico]{.text}\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"70a4abf85d7b4d51bd0aac30a8ae83d8","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Amil e Odontoprev","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n23 de set de 2018 11:39:52\\n:::\\n\\n::: {.title}\\nAmil e Odontoprev\\n:::\\n\\n::: {.content}\\n:::\\n\\n::: {.attachments}\\n- 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)\\n:::\\n:::\\n"},{"id":"a2a49fd3c7e34fe3be8fe9e160554be5","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Alem??o - Terceira Fase","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n8 de jun de 2018 09:50:15\\n:::\\n\\n::: {.title}\\nAlem\xc3\xa3o - Terceira Fase\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [\\\\*\\\\*\\\\* GERAL \\\\*\\\\*\\\\*]{.text}\\n- [\xe2\x98\x90]{.bullet} [Geral: Repintar portas]{.text}\\n- [\xe2\x98\x90]{.bullet} [\\\\*\\\\*\\\\* SALA \\\\*\\\\*\\\\*]{.text}\\n- [\xe2\x98\x90]{.bullet} [Sala: Reparar tomadas de piso]{.text}\\n- [\xe2\x98\x90]{.bullet} [Sala: Finalizar estante/bar]{.text}\\n- [\xe2\x98\x90]{.bullet} [\\\\*\\\\*\\\\* COZINHA \\\\*\\\\*\\\\*]{.text}\\n- [\xe2\x98\x90]{.bullet} [Cozinha: Impermeabilizar pias]{.text}\\n- [\xe2\x98\x90]{.bullet} [\\\\*\\\\*\\\\* COMPRAR \\\\*\\\\*\\\\*]{.text}\\n- [\xe2\x98\x90]{.bullet} [Um espelho duplo 4x2]{.text}\\n- [\xe2\x98\x91]{.bullet} [Geral: Fixar assentos sanit\xc3\xa1rios]{.text}\\n- [\xe2\x98\x91]{.bullet} [Sala: Repintar azul da sala]{.text}\\n- [\xe2\x98\x91]{.bullet} [Dois interruptores paralelos]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Instalar depurador]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Refor\xc3\xa7ar pia da cozinha]{.text}\\n- [\xe2\x98\x91]{.bullet} [Sala: Consertar tomada da TV]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: instalar lava roupa]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Instalar lava lou\xc3\xa7a]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Torneira do tanque]{.text}\\n- [\xe2\x98\x91]{.bullet} [Geral: Consertar porta do quadro de luz]{.text}\\n- [\xe2\x98\x91]{.bullet} [Sala: criar novo circuito na luz da sanca]{.text}\\n- [\xe2\x98\x91]{.bullet} [Duto de 4 polegadas]{.text}\\n- [\xe2\x98\x91]{.bullet} [Emenda para o duto]{.text}\\n- [\xe2\x98\x91]{.bullet} [T de lat\xc3\xa3o de meus polegada]{.text}\\n- [\xe2\x98\x91]{.bullet} [Niple]{.text}\\n- [\xe2\x98\x91]{.bullet} [Adaptador da lava roupa]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Verificar triturador e sif\xc3\xa3o se est\xc3\xa1 bem\\n instalado .]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cozinha: Fio para o led da cozinha]{.text}\\n- [\xe2\x98\x91]{.bullet} [Torneira]{.text}\\n- [\xe2\x98\x91]{.bullet} [Sif\xc3\xa3o]{.text}\\n- [\xe2\x98\x91]{.bullet} [Fixar televis\xc3\xa3o e repassar fios coaxias]{.text}\\n- [\xe2\x98\x91]{.bullet} [Ajudar LUIZ ALBERTO com fia\xc3\xa7\xc3\xa3o de telefone e\\n rede]{.text}\\n- [\xe2\x98\x91]{.bullet} [Rapintar branco atras do corredor]{.text}\\n:::\\n:::\\n"},{"id":"7d2924b4cc90426fbfa5d1bd020ce15f","parent_id":"3f75e11114584d438fc81ce8e600ab63","title":"Alpha Sagittarii","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:12:25\\n:::\\n\\n::: {.title}\\nAlpha Sagittarii\\n:::\\n\\n::: {.content}\\nAlpha Sagittarii Empreendimentos e Participa\xc3\xa7\xc3\xb5es EIRELI\\\\\\nCNPJ 20.733.780/0001-96\\\\\\nI.E. Isento - CCM Isento\\\\\\nAv. Sagit\xc3\xa1rio, 278 - Conj. 201-B1\\\\\\nAlphaville Conde II\\\\\\nBarueri/SP\\\\\\nCEP 06473-073\\n:::\\n:::\\n"},{"id":"14d9c6513dc64013880fade84309feec","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Bradesco Prime","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 04:20:42\\n:::\\n\\n::: {.title}\\nBradesco Prime\\n:::\\n\\n::: {.content}\\nCr\xc3\xa9dito Imobili\xc3\xa1rio: 0800-273-3486\\\\\\nGerente Keli, subs. Juliana ou Karine\\n:::\\n:::\\n"},{"id":"4dc8b601df814d0dab323e5578874c8f","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"CPF Titina","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 00:54:27\\n:::\\n\\n::: {.title}\\nCPF Titina\\n:::\\n\\n::: {.content}\\n127.796.708-35\\n:::\\n:::\\n"},{"id":"bf843486bce14931a2dc7a755368e9c1","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Camicado Lista Open House","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 07:36:07\\n:::\\n\\n::: {.title}\\nCamicado Lista Open House\\n:::\\n\\n::: {.content}\\nData do evento: 20.12.2015\\\\\\nCPF Sofia, senha lili1108\\\\\\n\\\\\\nProtocolo \\\\#712016, atendente J\xc3\xa1feti, em 28.11.2015 \xc3\xa0s 14h10: informou\\nque o fechamento da lista \xc3\xa9 feito ap\xc3\xb3s a data do evento, se for ap\xc3\xb3s 45\\ndias, tem desconto de 3%, e basta levar os produtos que n\xc3\xa3o quisermos\\nainda na caixa.\\\\\\n\\\\\\nProtocolo \\\\#712084, atendente J\xc3\xa1feti, em 28.11.2015 \xc3\xa0s 14h45: informou\\nque demora 48h \xc3\xbateis para gerar a lista. Depois podem ser feitas\\naltera\xc3\xa7\xc3\xb5es. Para mudar a data de entrga, tem de haver 10 dias de\\nanteced\xc3\xaancia para a data desejada.\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"4408f6f7659f4d25961e5a224d7de757","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Cart\xc3\xa3o virtual ContaSuper","body":"::: {.note .DEFAULT}\\n\\n::: {.heading}\\n\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n22 de mai de 2018 21:36:49\\n:::\\n\\n::: {.title}\\nCart\xc3\xa3o virtual ContaSuper\\n:::\\n\\n::: {.content}\\n5276600007505343\\\\\\nCvv. 805\\\\\\nV. 12/2019\\n:::\\n\\n5276 6000 0750 5343\\n\\n:::\\n"},{"id":"9547aca3922c4402b8421c31d7979907","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Casa Aragon","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 03:25:52\\n:::\\n\\n::: {.title}\\nCasa Aragon\\n:::\\n\\n::: {.content}\\n2017 - Abril livre 1, 8 15 e 22, Maio, 6 13 20 e 27, Junho 3, 10, 17,\\n24\\\\\\n9/out 2016\\\\\\n\\\\\\nProposta:\\\\\\nTotal - R\\\\$78.500\\\\\\nSinal de R\\\\$6.500,00.\\\\\\nRestante de R\\\\$72.000 em 6x de R\\\\$12 mil, em 5/maio, 5/jun., 5/jul.,\\n5/ago., 5/set. e 5/out.\\\\\\nEvento em 09 out 2016.\\n:::\\n:::\\n"},{"id":"528a0b0131cb4d4e9ef52a9c70123857","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Comprovante - Pagamento realizado com sucesso_","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 20:50:13\\n:::\\n\\n::: {.title}\\nComprovante - Pagamento realizado com sucesso.\\n:::\\n\\n::: {.content}\\n:::\\n:::\\n"},{"id":"0a62c6feed0b4b0f9f108ebc000b3356","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Conferir Medidas","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:40:44\\n:::\\n\\n::: {.title}\\nConferir Medidas\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [largurs do quartovmaster 308,0 x 310,0 na verdade \xc3\xa9\\n 3,06 x 3,10]{.text}\\n- [\xe2\x98\x90]{.bullet} [cama queen 1,98x1,58]{.text}\\n- [\xe2\x98\x90]{.bullet} [Largura cozinha: 1,91]{.text}\\n- [\xe2\x98\x90]{.bullet} [M\xc3\xb3vel entrada: 1,54]{.text}\\n:::\\n:::\\n"},{"id":"94f8cd4c73124fffa74e34c96e9437a9","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Conta Renato","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:35:38\\n:::\\n\\n::: {.title}\\nConta Renato\\n:::\\n\\n::: {.content}\\nAg. 0393\\\\\\nCc. 10911-1\\\\\\nCpf 228.102.178-58\\\\\\nRenato Xavier da Silveira Rosa\\n:::\\n:::\\n"},{"id":"4f393276cbff45b6b91ea4b6c94937e0","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Contas a pagar","body":"::: {.note .RED}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 01:44:19\\n:::\\n\\n::: {.title}\\nContas a pagar\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x91]{.bullet} [7/5 FMU (pago) e ballet.]{.text}\\n- [\xe2\x98\x91]{.bullet} [6/5 Dalton todo dia 9.. Agendado 11/5.]{.text}\\n- [\xe2\x98\x91]{.bullet} [claro (pago)]{.text}\\n- [\xe2\x98\x91]{.bullet} [5/5 cultura inglesa sofia]{.text}\\n- [\xe2\x98\x91]{.bullet} [cheque FMU maio]{.text}\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"140d572343274060bb5cc97800bbc95c","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Dados Tarob??","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:01:12\\n:::\\n\\n::: {.title}\\nDados Tarob\xc3\xa1\\n:::\\n\\n::: {.content}\\nTAROB\xc3\x81\\\\\\nENGENHARIA E NEG\xc3\x93CIOS LTDA., com sede na Alameda\\\\\\nItapecur\xc3\xba, 645, conj.\xc2\xa0522, bairro Alphaville Empresarial, na cidade de\\nBarueri,\\\\\\nEstado de S\xc3\xa3o Paulo, CEP 06454-080, inscrita no CNPJ/MF sob n\xc2\xb0\\\\\\n10.155.558/0001-09, neste ato representada por BEATRIZ VIDIGAL XAVIER\\nDA\\\\\\nSILVEIRA ROSA, brasileira, engenheira de produ\xc3\xa7\xc3\xa3o mec\xc3\xa2nica, portadora da\\nC\xc3\xa9dula\\\\\\nde Identidade RG. n\xc2\xb0 7.459.939 SSP-SP e devidamente inscrita no CPF/MF\\nsob n\xc2\xb0\\\\\\n061.238.348-27\\n:::\\n:::\\n"},{"id":"0205c9e37f6e4161848c413ecd4944bc","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Debites 11-7-2018","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n13 de jul de 2018 16:46:23\\n:::\\n\\n::: {.title}\\nDebites 11-7-2018\\n:::\\n\\n::: {.content}\\n1\\\\) Deslocamento Ida e Volta Resid\xc3\xaancia \\\\<-\\\\> CGH = 64km = R\\\\$51,20\\\\\\n2) Estacionamento CGH = R\\\\$80,00\\\\\\n3) Refei\xc3\xa7\xc3\xa3o = 24,00 + 68,50 = R\\\\$82,50\\\\\\n4) C\xc3\xb3pias do Processo = R\\\\$272,40\\\\\\n5) T\xc3\xa1xi Ida e Volta SDU\\\\<-\\\\>F\xc3\xb3rum = 15,00+ 15,00 = R\\\\$30,00\\\\\\n\\\\\\nTOTAL = R\\\\$ 516,10\\\\\\n\\\\\\n1) T\xc3\xa1xi e Deslocamento = R\\\\$80,80 =\\\\\\na) Ida e Volta Resid\xc3\xaancia \\\\<-\\\\> CGH = 64km = R\\\\$50,80\\\\\\nb) T\xc3\xa1xi Ida e Volta SDU\\\\<-\\\\>F\xc3\xb3rum = 15,00+ 15,00 = R\\\\$30,00\\\\\\n2) Estacionamento CGH = R\\\\$80,00\\\\\\n3) Refei\xc3\xa7\xc3\xa3o = 24,00 + 68,50 = R\\\\$82,50\\\\\\n\\\\\\nTOTAL = R\\\\$ 243,30\\\\\\n\\\\\\n\\\\\\n:::\\n:::\\n"},{"id":"4542b24bae4d40108f8aad5cafe99b05","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Festa dia 20_dez","body":"::: {.note .ORANGE}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 14:29:25\\n:::\\n\\n::: {.title}\\nFesta dia 20/dez\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Reservar mesas e toalhas]{.text}\\n- [\xe2\x98\x90]{.bullet} [Reservar e comprar doces]{.text}\\n- [\xe2\x98\x90]{.bullet} [Buscar doces]{.text}\\n- [\xe2\x98\x90]{.bullet} [Decora\xc3\xa7\xc3\xa3o]{.text}\\n- [\xe2\x98\x91]{.bullet} [Convidar pessoal RBBA?]{.text}\\n- [\xe2\x98\x91]{.bullet} [Convidadas s\xc3\xb3cios?]{.text}\\n- [\xe2\x98\x91]{.bullet} [Aumentar quantidade de convidados]{.text}\\n- [\xe2\x98\x91]{.bullet} [Comprar champanhe 6 garrafas]{.text}\\n- [\xe2\x98\x91]{.bullet} [Comprar whisky]{.text}\\n- [\xe2\x98\x91]{.bullet} [Aumentar ta\xc3\xa7as champanhe para 3 caixas]{.text}\\n- [\xe2\x98\x91]{.bullet} [Pagar crepe]{.text}\\n- [\xe2\x98\x91]{.bullet} [Liberar Camilla]{.text}\\n- [\xe2\x98\x91]{.bullet} [Confirmar Paty e Danillo]{.text}\\n- [\xe2\x98\x91]{.bullet} [Confirmar ang\xc3\xa9lica]{.text}\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"8f76daa1dfad4b6589a3001074eea6b0","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Financeira Renault","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:45:40\\n:::\\n\\n::: {.title}\\nFinanceira Renault\\n:::\\n\\n::: {.content}\\nTelefone 4004-9898\\n:::\\n:::\\n"},{"id":"9df89ee5d5744155a55159bdd3ec9c87","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Globosat Play Telecine Play Sky Online","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n1 de set de 2018 17:37:12\\n:::\\n\\n::: {.title}\\nGlobosat Play Telecine Play Sky Online\\n:::\\n\\n::: {.content}\\nSky: 2275922\\\\\\nSenha: toronto24\\\\\\n\\\\\\nEmail lotarosa@\\\\\\nSenha: loprglobo\\n:::\\n:::\\n"},{"id":"2f63aa513c6f406ca8b6dd239b961321","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"HSBC Ag. 2005","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n25 de mai de 2018 21:48:33\\n:::\\n\\n::: {.title}\\nHSBC Ag. 2005\\n:::\\n\\n::: {.content}\\nTelefone 3708-6000\\\\\\nGerente Bruna\\n:::\\n:::\\n"},{"id":"d86e6816d4e54b0da21f789e22ebb5e6","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Mercado","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 00:39:23\\n:::\\n\\n::: {.title}\\nMercado\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Forro de borracha para prateleiras\\n (Multicoisas/Pre\xc3\xa7olandia)]{.text}\\n- [\xe2\x98\x91]{.bullet} [Porta filtro para caf\xc3\xa9 103]{.text}\\n- [\xe2\x98\x91]{.bullet} [Pizza congelada]{.text}\\n- [\xe2\x98\x91]{.bullet} [Actimel]{.text}\\n- [\xe2\x98\x91]{.bullet} [Sorvete]{.text}\\n- [\xe2\x98\x91]{.bullet} [Cobertura de chocolate]{.text}\\n- [\xe2\x98\x91]{.bullet} [P\xc3\xa3o]{.text}\\n- [\xe2\x98\x91]{.bullet} [Detergente cristal]{.text}\\n- [\xe2\x98\x91]{.bullet} [\xc3\x81gua Mineral]{.text}\\n- [\xe2\x98\x91]{.bullet} [Papel higi\xc3\xaanico]{.text}\\n- [\xe2\x98\x91]{.bullet} [Panos de ch\xc3\xa3o, estopa e flanela de limpeza]{.text}\\n- [\xe2\x98\x91]{.bullet} [Salada]{.text}\\n- [\xe2\x98\x91]{.bullet} [Filtro para caf\xc3\xa9 103]{.text}\\n- [\xe2\x98\x91]{.bullet} [Porta copo (coaster/bolacha de buteco)]{.text}\\n- [\xe2\x98\x91]{.bullet} [Yogurte]{.text}\\n- [\xe2\x98\x91]{.bullet} []{.text}\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"5e437a0cbea741f2954daf9fd1ccfb3b","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Mercado 3_abr _16","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:35:56\\n:::\\n\\n::: {.title}\\nMercado 3/abr \\\\\'16\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Saco de 100l]{.text}\\n- [\xe2\x98\x90]{.bullet} [Sacp de 15l]{.text}\\n- [\xe2\x98\x90]{.bullet} [Cream cheese]{.text}\\n- [\xe2\x98\x90]{.bullet} [Suco de 1l]{.text}\\n- [\xe2\x98\x90]{.bullet} [Sab\xc3\xa3o de c\xc3\xb4co l\xc3\xadquido]{.text}\\n- [\xe2\x98\x90]{.bullet} [Pote para lavar roupa dentro do banheiro]{.text}\\n:::\\n:::\\n"},{"id":"2752addf24c14a4380017d95a31ab109","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Pegaia","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 01:38:45\\n:::\\n\\n::: {.title}\\nPegaia\\n:::\\n\\n::: {.content}\\n3511-3631\\\\\\nNatalia\\n:::\\n:::\\n"},{"id":"9e024f427fb04822a9712548310ff1c5","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Sandero FGP-6693","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:35:49\\n:::\\n\\n::: {.title}\\nSandero FGP-6693\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Transferir titularidade]{.text}\\n- [\xe2\x98\x90]{.bullet} [Laudo do Motor]{.text}\\n- [\xe2\x98\x91]{.bullet} [Licenciar Junho-2015]{.text}\\n:::\\n:::\\n"},{"id":"c94e5338021c469cbc2f443f0442de3f","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Santander (Brasil)","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:51:30\\n:::\\n\\n::: {.title}\\nSantander (Brasil)\\n:::\\n\\n::: {.content}\\n8757\\\\\\nGEJ\\\\\\n:::\\n:::\\n"},{"id":"f3c1765a5253424fb7b302ac12fd43ee","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Sky","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 21:41:53\\n:::\\n\\n::: {.title}\\nSky\\n:::\\n\\n::: {.content}\\nProtocolo \\\\#2017-4220-8481-248 em 14-9-2017\\\\\\ndevolu\xc3\xa7\xc3\xa3o R\\\\$15.00\\\\\\n\\\\\\n60 dis\\\\\\n\\\\\\n:::\\n:::\\n"},{"id":"99a3181734d043388114834699ef21f6","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Sky HDTV","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 21:32:42\\n:::\\n\\n::: {.title}\\nSky HDTV\\n:::\\n\\n::: {.content}\\nPacotes: 11-3003-7676\\\\\\nSAC: 10611 op\xc3\xa7\xc3\xa3o 0\\\\\\nCliente \\\\# 197536196\\\\\\nassinatura n\xc2\xba 183902390\\\\\\n\\\\\\nPROTOCOLOS\\\\\\n\\\\# 179-451-356-42 em 27-07-2015\\\\\\n\\\\# 1-7945718782\xc2\xa0chat em 27-07-2015\\\\\\n\\\\# 180-411-817-98 SAC em 29-07-2015\\\\\\n\\\\# 180-414-774-71 SAC reclama\xc3\xa7\xc3\xa3o em 29-07-2015 - katia\\\\\\n\\\\# 180-414-233-48 em 29-07-2015\\n:::\\n:::\\n"},{"id":"89f11ad50c5b4ba684f5f33ec07a15df","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Smart Fit","body":"::: {.note .ORANGE}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n23 de mai de 2018 03:19:14\\n:::\\n\\n::: {.title}\\nSmart Fit\\n:::\\n\\n::: {.content}\\nBOAS VINDAS\\\\\\n\\\\\\nObrigado por escolher a Smart Fit\xc2\xae Clodomiro Amazonas I - SP\\\\\\n\\\\\\nSeu plano estar\xc3\xa1 ativo a partir de agora e voc\xc3\xaa poder\xc3\xa1 desfrutar de\\nnossas instala\xc3\xa7\xc3\xb5es e equipamentos.\\\\\\n\\\\\\nO N\xc3\x9aMERO DO SEU REGISTRO \xc3\x89: 3604361\\\\\\n\\\\\\nForne\xc3\xa7a o seu n\xc3\xbamero de registro e apresente um documento de\\nidentifica\xc3\xa7\xc3\xa3o, com foto, em sua primeira visita.\\\\\\n\\\\\\nBem vindo \xc3\xa0 fam\xc3\xadlia Smart Fit\xc2\xae.\\\\\\n\\\\\\nUm jeito inteligente de manter a forma.\\n:::\\n:::\\n"},{"id":"8d0b0b97683f47258f14b7d94009da9c","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"TV Alphaville Internet","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:12:42\\n:::\\n\\n::: {.title}\\nTV Alphaville Internet\\n:::\\n\\n::: {.content}\\nBOLETO NOV: 23792774092532100021582007099508766590000007135\\\\\\nUsu\xc3\xa1rio: 0600600\\\\\\nTelefone 11-3301-2006\\\\\\n2\xc2\xaa Via: http://54.233.65.205:60080/b2v/grdBOLM001/\\\\\\n\\\\\\nModem Motorola Surfboard SBV\\\\\\nRoteador TP-LINK\\\\\\nMAC\\\\\\nIP 192.168.0.1 admin admin\\\\\\nWAN IP Din\xc3\xa2mico\\\\\\nLAN DHCP 100-199\\n:::\\n:::\\n"},{"id":"07cb9b70b0db4724858998bbb5ec0eff","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"TV da Sala e Estantes_","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.pinned title=\\"Nota marcada\\"}\\n:::\\n\\n23 de mai de 2018 02:45:05\\n:::\\n\\n::: {.title}\\nTV da Sala e Estantes\\n:::\\n\\n::: {.content}\\nPiano 57 (largura) x47 (p parede) x 35 (p piano)\\n:::\\n\\n::: {.attachments}\\n- 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)\\n:::\\n:::\\n"},{"id":"de12547592f04080a25cf64344ebd528","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Telhanorte","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 00:15:10\\n:::\\n\\n::: {.title}\\nTelhanorte\\n:::\\n\\n::: {.content}\\nSAC 4004-2444\\n:::\\n:::\\n"},{"id":"625b14d30fb54df8a82767783082e7ca","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Tina","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 01:45:09\\n:::\\n\\n::: {.title}\\nTina\\n:::\\n\\n::: {.content}\\nPoupan\xc3\xa7a\\\\\\nAg. 2195\\\\\\nC. 00030527-7\\\\\\nCPF 296.642.318-86\\\\\\nErnestina Gomes dos Santos\\\\\\nRG. 32.124.140-X\\n:::\\n:::\\n"},{"id":"2552349a20104674b6c0da8c9b780e54","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Truk_s _ Ajustes - Consertos em Geral","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:46:13\\n:::\\n\\n::: {.title}\\nTruk\\\\\'s & Ajustes - Consertos em Geral\\n:::\\n\\n::: {.content}\\n(Costureira em Barueri)\\\\\\nFalar com Elilian\\\\\\n(11) 4198-9335\\\\\\n(11) 97988-3939\\\\\\n\\\\\\n\\\\* Endere\xc3\xa7o:\\\\\\nRua da Prata, 85\\\\\\nJardim dos Camargos\\\\\\nBarueri/SP\\\\\\n\\\\\\n\\\\* Servi\xc3\xa7os:\\\\\\n- Cerzidos\\\\\\n- Bainhas\\\\\\n- Ajuste de cois\\\\\\n- Troca de zipers\\\\\\n- Troca de el\xc3\xa1sticos\\\\\\n- Coloca\xc3\xa7\xc3\xa3o de bot\xc3\xb5es\\\\\\n- Ajustes em couro\\\\\\n- Customiza\xc3\xa7\xc3\xa3o de roupas\\\\\\n- Ajustes em vestidos de festas\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"a9da1b0bae6645be942138930cfbec67","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Vivo","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n27 de ago de 2018 11:58:00\\n:::\\n\\n::: {.title}\\nVivo\\n:::\\n\\n::: {.content}\\n\\\\# 27.08.2018.6777556\\\\\\n\\\\# 27.08.2018.6815516\\\\\\n\\\\\\n:::\\n:::\\n"},{"id":"a88baaf70baf436e82f64c0276fd6881","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Vivo Casa","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n15 de jun de 2018 12:42:55\\n:::\\n\\n::: {.title}\\nVivo Casa\\n:::\\n\\n::: {.content}\\n2018.475.145.981-7\\\\\\n\\\\\\n15.06.2018.960.98.20\\\\\\n\\\\\\n\\\\# Ordem de Servi\xc3\xa7o\\\\\\n8-a58c71775e-3-1\\\\\\nProt. 15.06.2018-9626248\\\\\\n\\\\\\nrg cpf e comprovante de endere\xc3\xa7o\\\\\\n:::\\n:::\\n"},{"id":"9b3efd27f17f4b1dbca746bfdeeff635","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Vivo Fixo","body":"::: {.note .GRAY}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 00:24:19\\n:::\\n\\n::: {.title}\\nVivo Fixo\\n:::\\n\\n::: {.content}\\n\\\\#2015.28.534.514-72 em 13.07.2015\\\\\\n11-4195-0749\\\\\\nCPF 228.102.178.58\\\\\\nrenatoxsr\\\\@gmail.com\\\\\\nSenha: 240560\\n:::\\n:::\\n"},{"id":"c42037888e5e44c5a6b610d4ea6cb8e7","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"Usa","body":"::: {.note .GREEN}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:34:03\\n:::\\n\\n::: {.title}\\nUsa\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [R Term\xc3\xb4metro]{.text}\\n- [\xe2\x98\x90]{.bullet} [S bon\xc3\xa9 dri fit]{.text}\\n- [\xe2\x98\x90]{.bullet} [S farm\xc3\xa1cia olay ]{.text}\\n- [\xe2\x98\x91]{.bullet} [S calcinha]{.text}\\n- [\xe2\x98\x91]{.bullet} [s vit\xc3\xb3rias secret]{.text}\\n- [\xe2\x98\x91]{.bullet} [S carteiras m\xc3\xa3e]{.text}\\n- [\xe2\x98\x91]{.bullet} [S colete]{.text}\\n- [\xe2\x98\x91]{.bullet} [S blusa b\xc3\xa1sica]{.text}\\n- [\xe2\x98\x91]{.bullet} [R terno Saks]{.text}\\n- [\xe2\x98\x91]{.bullet} [S cal\xc3\xa7a Ale]{.text}\\n- [\xe2\x98\x91]{.bullet} [S terninho]{.text}\\n- [\xe2\x98\x91]{.bullet} [S c]{.text}\\n- [\xe2\x98\x91]{.bullet} [R Android wear]{.text}\\n- [\xe2\x98\x91]{.bullet} [R bab\xc3\xa1 eletr\xc3\xb4nica]{.text}\\n- [\xe2\x98\x91]{.bullet} [R Chrome cast]{.text}\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"44b89a55acc94815a87994ecb23c84b2","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"VISTO CANAD??","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 01:47:35\\n:::\\n\\n::: {.title}\\nVISTO CANAD\xc3\x81\\n:::\\n\\n::: {.content}\\nCode: XG2809143247\\\\\\n:::\\n:::\\n"},{"id":"41d28fda196e4821b0e1f19aed908916","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"Viagem AA","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 02:30:58\\n:::\\n\\n::: {.title}\\nViagem AA\\n:::\\n\\n::: {.content}\\nLocator yyewhm\\\\\\n4906brl\\\\\\nAa950 gru-jfk\\\\\\nUs636\\\\\\nUs651\\\\\\nVolta\\\\\\nAa958 6:46 mia-gru\\\\\\nAa23e 11:30\\\\\\nRemarca\xc3\xa7\xc3\xa3o 300usd\\\\\\nCancelamento idem\\\\\\n\\\\\\n:::\\n:::\\n"},{"id":"02459a1fbf644e64a03425d1374c908e","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"Tempo em Manac??","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:24:54\\n:::\\n\\n::: {.title}\\nTempo em Manac\xc3\xa1\\n:::\\n\\n::: {.content}\\nAcu Rite Acu Link\\\\\\nmanaca230\\\\@gmail.com\\\\\\naraucaria230\\\\\\n:::\\n:::\\n"},{"id":"87207484ada54a8bb90cd91655b4214f","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"Reveillon 2017","body":"::: {.note .BLUE}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 21:39:43\\n:::\\n\\n::: {.title}\\nReveillon 2017\\n:::\\n\\n::: {.content}\\nNavios\\\\\\n========\\\\\\nMSC Magnifica - 23/dez (7 noites) para Montevideo - Interval 1,188 USD -\\nTem CVC\\\\\\nPre\xc3\xa7os - 8.600 (bebidas no hor\xc3\xa1rio das refei\xc3\xa7\xc3\xb5es)\\\\\\n\\\\\\nMSC Preziosa - 22/dez (7 noites) para Salvador - Interval 1,158 USD -\\nTem CVC\\\\\\n\\\\\\nMSC Musica - 22/dez (8 noites) para Buenos Aires - Interval 1,339 USD -\\nTem CVC\\\\\\n\\\\\\nCVC\\\\\\n======\\\\\\nCOMPRE PELO TELEFONE: 3003-9282\\\\\\nSeg a Sex: 8h \xc3\xa0s 22h \\\\| S\xc3\xa1b: 9h \xc3\xa0s 21h \\\\| Dom e Feriados: 10h \xc3\xa0s 21h\\\\\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"8d5d371b7852469f83efb3048ae779ad","parent_id":"e7ced0d52f904aebb97cabcc6c03f72a","title":"Restaurante","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n8 de jun de 2018 09:50:15\\n:::\\n\\n::: {.title}\\nRestaurante\\n:::\\n\\n::: {.content}\\n- [\xe2\x98\x90]{.bullet} [Hortifruti Tabapu\xc3\xa3]{.text}\\n- [\xe2\x98\x90]{.bullet} [Desfrutti Leopoldo]{.text}\\n- [\xe2\x98\x90]{.bullet} [Karavelle Amauri]{.text}\\n- [\xe2\x98\x90]{.bullet} [Rosima Jo\xc3\xa3o Cachoeira]{.text}\\n- [\xe2\x98\x90]{.bullet} [Arpege Pedroso Alvarenga]{.text}\\n- [\xe2\x98\x90]{.bullet} [Pita - Kebab]{.text}\\n- [\xe2\x98\x91]{.bullet} []{.text}\\n:::\\n:::\\n"},{"id":"fef5cd6dbfc54a19b0892c9bf08da5c1","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Einstein","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 01:39:21\\n:::\\n\\n::: {.title}\\nEinstein\\n:::\\n\\n::: {.content}\\n802964 \\\\> 9cbc2\\n:::\\n:::\\n"},{"id":"10264d6ee21b44f598522631d246d83b","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Exames","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:08:37\\n:::\\n\\n::: {.title}\\nExames\\n:::\\n\\n::: {.content}\\nEinstein\\\\\\nR 802964 s 9cbc2\\\\\\nFleury\\\\\\nR rxdsrosa5949 1qxk\\n:::\\n:::\\n"},{"id":"0a4f3eab6f1b42af85fcb433ccf70b37","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Dam??sio Cart??rio","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 01:56:40\\n:::\\n\\n::: {.title}\\nDam\xc3\xa1sio Cart\xc3\xb3rio\\n:::\\n\\n::: {.content}\\nhttp://servicos.damasio.com.br/damasio/testedefuncionamento.html\\n:::\\n\\n::: {.chips}\\n[[[]{.chip-icon} [Documento sem\\nt\xc3\xadtulo]{.annotation-text}](http://servicos.damasio.com.br/damasio/testedefuncionamento.html)\\n]{.chip .annotation .WEBLINK}\\n:::\\n:::\\n"},{"id":"8552bed802184ace91d2510ae8fabc69","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Caio Martins Cabeleira","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 00:05:25\\n:::\\n\\n::: {.title}\\nCaio Martins Cabeleira\\n:::\\n\\n::: {.content}\\n364.302.128-31\\n:::\\n:::\\n"},{"id":"ce45f611d6e944338933cb1692a9890e","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"CONTAS DO M??S","body":"::: {.note .YELLOW}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:40:50\\n:::\\n\\n::: {.title}\\nCONTAS DO M\xc3\x8aS\\n:::\\n\\n::: {.content}\\n\\\\# Comg\xc3\xa1s\\\\\\n\\\\# Eletropaulo\\\\\\n\\\\# TV Alphaville (Internet)\\\\\\n\\\\# Sky (tv a cabo)\\\\\\n\\\\# Hubert (condom\xc3\xadnio)\\\\\\n\\\\# Claro (Celular Sofia)\\\\\\n\\\\\\n\\\\#\\\\# PAGAMENTOS EM D\xc3\x89BITO\\\\\\n\\\\\\n\\\\# Hipoteca (Bradesco)\\\\\\n\\\\# ID M\xc3\xb3veis\\\\\\n\\\\# Cart\xc3\xa3o Ita\xc3\xba Master Renato\\\\\\n\\\\# Cart\xc3\xa3o Bradesco Visa Renato\\\\\\n\\\\# Cart\xc3\xa3o Bradesco Master Renato\\\\\\n\\\\# Empr\xc3\xa9stimo Citi Renato\\\\\\n\\\\# Empr\xc3\xa9stimos Ita\xc3\xba Renato\\\\\\n\\\\# Empr\xc3\xa9stimos Bradesco Renato\\\\\\n\\\\\\n\\\\#\\\\# CONTAS BANC\xc3\x81RIAS\\\\\\n\\\\\\n\\\\# Ita\xc3\xba Sofia\\\\\\nBanco Ita\xc3\xba (341)\\\\\\nAg. 5602\\\\\\nN.\xc2\xba 07536-7\\\\\\nCPF Titular: 416.248.168-78\\\\\\nConta corrente individual\\\\\\n\\\\\\n\\\\# Ita\xc3\xba Personnalit\xc3\xa9 Renato\\\\\\nBanco Ita\xc3\xba (341)\\\\\\nAg. 9097\\\\\\nN.\xc2\xba 01825-4\\\\\\nCPF Titular: 228.102.178-58\\\\\\nConta corrente individual\\\\\\n\\\\\\n\\\\# Bradesco Renato\\\\\\nBanco Bradesco (237)\\\\\\nAg. 2516\\\\\\nN.\xc2\xba 0003401-0\\\\\\nCPF 1\xc2\xba Titular: 228.102.178-58\\\\\\nConta corrente conjunta\\\\\\nObs.: conta conjunta Renato e Bia, mas s\xc3\xb3 Renato movimenta e acessa.\\\\\\n\\\\\\n\\\\# Citi Gold\\\\\\nBanco Citibank (750)\\\\\\nAg. 0067\\\\\\nN.\xc2\xba 39133060\\\\\\nCPF 1\xc2\xba Titular: 228.102.178-58\\\\\\nConta corrente individual (Renato+Sofia)\\\\\\nobs.: conta n\xc3\xa3o tem d\xc3\xadgito, mas pode colocar o \xc3\xbalt. n.\xc2\xba com d\xc3\xadgito.\\n:::\\n\\n::: {.sharees}\\nColaboradores\\n-------------\\n\\n- sofia.yachimciuc\\\\@gmail.com\\n:::\\n:::\\n"},{"id":"ad16381e35b04f2fa1c89e1257bab5f9","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"ADOBE ACROBAT CREATIVE CLOUD CS DC PRO","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:42:52\\n:::\\n\\n::: {.title}\\nADOBE ACROBAT CREATIVE CLOUD CS DC PRO\\n:::\\n\\n::: {.content}\\nrenato\\\\@alpha-sagittarii.com.br : CanisAAAmm\\\\\\nrenatoxsr\\\\@gmail.com : CanisAAAmm\\n:::\\n:::\\n"},{"id":"72d5bb0594434bc8b94d811a3becb300","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"Argamassa","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n23 de mai de 2018 01:30:11\\n:::\\n\\n::: {.content}\\nComprar argamassa para grandes formatos\\\\\\nE trocar rodap\xc3\xa9\\n:::\\n:::\\n"},{"id":"fbc4e3561d154164ac903e23683c2808","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Bradesco Sa\xc3\xbade Sofia","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 20:40:28\\n:::\\n\\n::: {.content}\\nSenha Bradesco Sa\xc3\xbade sofia\\\\\\nlili0404\\n:::\\n:::\\n"},{"id":"e8c6d030cc4c41928eb103498bfc5fc8","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Bradesco Gerente Tarob\xc3\xa1DIogo","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:10:23\\n:::\\n\\n::: {.content}\\nDiogo gerente Bradesco Tarob\xc3\xa1:\\\\\\n3775-9786\\\\\\n3775-9750\\\\\\n3775-9781\\n:::\\n:::\\n"},{"id":"d077374eb41c4d5eab7cafa6a354cfd4","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Cida Irm\xc3\xa3 Sofia","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:10:34\\n:::\\n\\n::: {.content}\\nCida: 2272-8509\\\\\\nIrm\xc3\xa3 sofia\\\\\\n:::\\n:::\\n"},{"id":"d208ae16db74423684f189158a6b0e98","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Globo.com cancelamento","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 22:20:30\\n:::\\n\\n::: {.content}\\nGlobo.com\\\\\\nCancelamento protocolo \\\\# 010-614-52397\\n:::\\n:::\\n"},{"id":"a5445967f4c843e0bd39510d86b026c6","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Ita\xc3\xba perso","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 22:56:22\\n:::\\n\\n::: {.content}\\nIta\xc3\xba Personnalit\xc3\xa9\\n:::\\n:::\\n"},{"id":"f4508ad702434785911889bebe43263e","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Ita\xc3\xba renegocia\xc3\xa7\xc3\xa3o","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 01:56:08\\n:::\\n\\n::: {.content}\\nIta\xc3\xba Renegocia\xc3\xa7\xc3\xa3o\\\\\\n\\\\\\n4004-1144\\\\\\n\\\\\\n4004-4485\\n:::\\n:::\\n"},{"id":"b73e9204cba349bc9c419f035a8e5e21","parent_id":"e0d8e6e0959e4058ad481493d62a6f34","title":"M\xc3\xa1rmores","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 20:09:28\\n:::\\n\\n::: {.content}\\nV J M\xc3\xa1rmores e Granitos\\\\\\nAv. Eti\xc3\xb3pia, 513 - Vila Morellato Barueri - SP\\\\\\n(11) 4191-5083\\\\\\nMarmoraria\\\\\\n\\\\\\nART Moderna Com Artefatos Cimento\\\\\\nAv. dos Autonomistas, 5532 Osasco - SP\\\\\\n(11) 3607-2328 -\\\\\\nConstru\xc3\xa7\xc3\xa3o\\\\\\n\\\\\\nGran Metal Com\xc3\xa9rcio de Granitos e M\xc3\xa1rmores\\\\\\nR. Frei G\xc3\xa1spar, 240 - Piratininga Osasco - SP\\\\\\n(11) 3687-0186\\\\\\nMarmoraria\\n:::\\n:::\\n"},{"id":"feba3ca7c4fb45febe83783b70eadde3","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Monica cabral","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 21:40:15\\n:::\\n\\n::: {.content}\\nmarcar consulta com doutora M\xc3\xb4nica Cabral\\n:::\\n:::\\n"},{"id":"dfd8ec158fa64f9297d93bc7a1640ac5","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Sandero Renavam","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n22 de mai de 2018 23:52:13\\n:::\\n\\n::: {.content}\\nSandero\\\\\\nRENAVAM 00538369825\\\\\\n:::\\n:::\\n"},{"id":"fa0d96fbcf424613944723a6d9304929","parent_id":"c96ea1aeff3348d5a1f6e87ee9561d52","title":"Sofia presente dia das m\xc3\xa3es","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:46:15\\n:::\\n\\n::: {.content}\\nLugar pra Sofia dar feliz dia das m\xc3\xa3es\\n:::\\n:::\\n"},{"id":"1a1e2419a39b4dbdb6ea6b9c73ff56d8","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Transferir Itau brl","body":"::: {.note .DEFAULT}\\n::: {.heading}\\n::: {.meta-icons}\\n[]{.archived title=\\"Nota arquivada\\"}\\n:::\\n\\n22 de mai de 2018 23:55:04\\n:::\\n\\n::: {.content}\\nTransferir Ita\xc3\xba 2.000 BRL at\xc3\xa9 17.06\\n:::\\n:::\\n"},{"id":"59929bf49cc943fcaff3cfc2e87ba66f","parent_id":"aa9bf633f6ea4143a63711e6be1b4b58","title":"Uol Host","body":"::: {.note}\\n::: {.heading}\\n::: {.meta-icons}\\n:::\\n\\n23 de mai de 2018 02:28:46\\n:::\\n\\n::: {.title}\\nUol Host\\n:::\\n\\n::: {.content}\\nhttp://ferramentas.download.uol.com.br/uolhost/contratos/2015/contrato-hospedagem-compartilhada.pdf\\\\\\n\\\\\\n8.2. O UOL poder\xc3\xa1 rescindir o presente Contrato, a qualquer momento,\\ndurante o per\xc3\xadodo de vig\xc3\xaancia do Contrato, mediante comunica\xc3\xa7\xc3\xa3o pr\xc3\xa9via,\\npor escrito, enviada ao CONTRATANTE.\\\\\\n\\\\\\n8.3. O CONTRATANTE, a qualquer momento, poder\xc3\xa1 manifestar seu\\ndesinteresse pelos Recursos ora contratados, e solicitar seu\\ncancelamento, atrav\xc3\xa9s do Servi\xc3\xa7o\\\\\\nao Assinante do UOL (SAC) ou atrav\xc3\xa9s dos telefones constantes na p\xc3\xa1gina\\n\\\\[https://sac.uol.com.br/\\\\], desde que observadas as condi\xc3\xa7\xc3\xb5es\\nestabelecidas nesse Contrato.\\\\\\n\\\\\\n8.4. O CONTRATANTE poder\xc3\xa1 optar pelo CANCELAMENTO IMEDIATO ou o\\nCANCELAMENTO PROGRAMADO.\\\\\\n\\\\\\n8.4.1. No caso da op\xc3\xa7\xc3\xa3o pelo cancelamento programado, o CONTRATANTE se\\ncompromete a saldar e liquidar, eventuais d\xc3\xa9bitos e pend\xc3\xaancias\\nexistentes e vincendas, relativos a Per\xc3\xadodos e/ou Recursos j\xc3\xa1\\ndisponibilizados e poder\xc3\xa1 usufruir os Recursos at\xc3\xa9 o final do Per\xc3\xadodo\\ncontratado.\\\\\\n\\\\\\n8.4.2. No caso de op\xc3\xa7\xc3\xa3o pelo cancelamento imediato, o UOL acatar\xc3\xa1\\nimediatamente a solicita\xc3\xa7\xc3\xa3o do CONTRATANTE, sendo que o CONTRATANTE\\nefetuar\xc3\xa1 apenas o pagamento proporcional do Per\xc3\xadodo e/ou Recursos\\nutilizados at\xc3\xa9 o cancelamento. N\xc3\xa3o obstante, o CONTRATANTE perder\xc3\xa1 o\\ndesconto decorrente do plano contratado, se houver, e dever\xc3\xa1 pagar a\\nmulta por rescis\xc3\xa3o antecipada descrita na p\xc3\xa1gina de Oferta ou informada\\nno ato da contrata\xc3\xa7\xc3\xa3o, se houver.\\\\\\n\\\\\\n8.4.2.1. Caso o CONTRATANTE tenha direito a restitui\xc3\xa7\xc3\xa3o de valores em\\ndecorr\xc3\xaancia da op\xc3\xa7\xc3\xa3o de cancelamento imediato, o valor dos descontos, da\\nmulta e de eventual pagamento parcelado ser\xc3\xa1 compensado com a quantia a\\nser restitu\xc3\xadda ao CONTRATANTE, sendo que o CONTRATANTE dever\xc3\xa1 indicar\\numa conta-corrente em seu nome para eventual restitui\xc3\xa7\xc3\xa3o, caso seja\\ncab\xc3\xadvel.\\n:::\\n:::\\n"}],"has_more":true}'