tag:blogger.com,1999:blog-28474077597236068882024-02-20T06:50:02.064-08:00Ventos e PensamentosVentos e PensamentosAna Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.comBlogger40125tag:blogger.com,1999:blog-2847407759723606888.post-24330977741115918122014-04-15T07:42:00.001-07:002014-04-15T07:46:53.839-07:00Temos mais a ensinar do que conteúdos?!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNUKzO434nYwFDDL2e_E1lzV7GrwfH0XzAMXBc6hqHV3wcHwOQjbF3Zb0m_AP7GdbVS5TXNgHuj3pKzUSuNUy_cDuSrtuV698K7nEyRWki9-vKdLVYReP2KgsViZq5s31xfE9ybnFtCTc/s1600/imagens+(16).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNUKzO434nYwFDDL2e_E1lzV7GrwfH0XzAMXBc6hqHV3wcHwOQjbF3Zb0m_AP7GdbVS5TXNgHuj3pKzUSuNUy_cDuSrtuV698K7nEyRWki9-vKdLVYReP2KgsViZq5s31xfE9ybnFtCTc/s1600/imagens+(16).jpg" height="197" width="320" /></a></div>
<br />
<i>Esse post foi encontrado no endereço:</i><br />
<a href="http://www.desenvolvimento-infantil.blog.br/voce-tem-ajudado-a-criancada-a-desenvolver-suas-habilidades-emocionais/"><i>http://www.desenvolvimento-infantil.blog.br/voce-tem-ajudado-a-criancada-a-desenvolver-suas-habilidades-emocionais/</i></a><br />
<div style="text-align: center;">
<i><span style="font-size: large;"><span style="color: red;"> Eu gostei demais de saber essas coisas, vou incluir isso nas minhas formações e distribuir ideias por ai!!!</span></span></i></div>
<div style="text-align: center;">
</div>
<i>Uma matéria da revista Crescer chamou a nossa atenção. Nela,
especialistas refletem sobre as dez habilidades que as crianças precisam
desenvolver, desde pequenas, para se tornarem adultos melhores, mais
plenos.</i><br />
Algumas correntes de pensadores defendem que, além das competências
cognitivas, relacionadas aos aprendizados formais da escola, como ler,
escrever, fazer contas, o indivíduo precisa ter garantidas as
oportunidades de desenvolvimento das competências sociais (ou não
cognitivas) para que alcance mais sucesso em todos os níveis de sua
vida. Pinçamos da matéria alguns tópicos dessa habilidades para que você
possa ajudar as crianças sob os seus cuidados e, também, orientar os
pais a respeito.<br />
<br />
<span style="color: red;"><b>Autoconfiança:</b></span> ressaltar as qualidades da criança e
mostrar que você acredita na capacidade dela é a chave para que ele faça
o mesmo. Na hora de repreendê-la, por exemplo, foque apenas no
comportamento ruim. Nada de rotulá-la. Dizer que naquele momento ela
está tendo uma atitude de teimosia é diferente de dizer que ela é
teimosa, o que pode levá-la a ser mais teimosa ainda, já que passará a
acreditar que ela é assim e ponto. Elogios em excesso também não são
aconselháveis, porque podem despertar a arrogância ou tornar a pessoa
despreparada para ouvir críticas. Para ajudar a construção da
autoconfiança, a criança precisa saber que conta com o adulto para
realizar tarefas cotidianas, mas ela tem de ter autonomia para fazer
essas atividades sozinha e a sua maneira.<br />
<br />
<span style="color: red;"><b>Coragem:</b></span> medo é um sentimento natural. Mas, é
preciso aprender a enfrentá-lo, seja ele qual for (do escuro ou de uma
prova na escola). É importante que a criança tenha espaço para falar de
seus medos e consiga entender o que está sentindo. Use livros e filmes
que abordem o tema. É importante fortalecer a coragem para que a criança
– e depois o adulto – possa vivenciar desafios e perseguir objetivos.<br />
<br />
<span style="color: red;"><b>Paciência:</b></span> crianças são impacientes. Isso é fato.
Por isso, desde pequenas, é preciso que aprendam a ter paciência, saber
que não é possível controlar tudo e que esperar faz parte da vida. Uma
boa dica é ressaltar a paciência durante brincadeiras e jogos ou na
contação de histórias, onde cada um precisa esperar a sua vez, tanto
para brincar como para falar e ser ouvido.<br />
<br />
<span style="color: red;"><b>Persistência:</b></span> nas várias etapas do desenvolvimento
infantil, a criança precisa ser persistente para superar uma nova etapa
(engatinhar, andar, subir, descer). Por isso, é importante estimulá-la a
encarar os desafios e vencê-los. Muitos adultos têm a tendência de
querer fazer pela criança, o que é um erro. Na verdade, ela precisa de
estímulos para entender que se não conseguiu na primeira ou segunda vez,
tem de tentar mais, até conseguir.<br />
<br />
<span style="color: red;"><b>Tolerância:</b></span> a convivência com outras crianças traz à
tona as diferenças de realidades e comportamentos. É importante que a
criança aprenda e aceite a diversidade. Se isso for trabalhado desde
cedo, a convivência será natural e tranquila. Por isso é importante
criar oportunidades de interações com jogos coletivos, por exemplo, para
que a criança comece a conhecer tanto as regras quanto as necessidades
dos outros. O exemplo dos adultos é outro estímulo para que a criança
acolha as diferenças, inclusive preparando-a para respeitar idosos e
pessoas mais novas.<br />
<br />
<span style="color: red;"><b>Autoconhecimento:</b></span> as questões existenciais (quem sou
eu, do que gosto e assim por diante) surgem na criança por volta dos
três anos. É quando também vai expressar suas vontades, expondo razões
concretas. É dessa maneira que a criança irá se apropriando de si mesma,
que terá mais subsídios para estabelecer relações, agindo com mais
segurança. Nessa fase, é importante estimulá-la a perceber quais são
suas preferências, oferecendo opções para que ela escolha e explique o
porquê dessa escolha.<br />
<br />
<span style="color: red;"><b>Controle dos impulsos:</b></span> esperar para ter o que quer.
Essa atitude nem sempre é fácil de ensinar à criança que, muitas vezes,
por exemplo, teima em comer o doce antes da refeição. Mas, é importante
que ela consiga ir se apropriando de uma postura mais controlada para
estar preparada ao futuro, em que esse controle será exigido em várias
situações, sociais e profissionais.<br />
<br />
<span style="color: red;"><b>Resiliência:</b></span> ouvir ‘nãos’ é complicado para qualquer
um. Para a criança, então, é mais difícil ainda. Mas, ela precisa se
acostumar com essa palavrinha que, a muitos adultos, custa a sair,
porque sentem pena e preferem dizer ‘sim’. Uma conduta que precisa ser
evitada. As pequenas frustrações é que vão preparar a criança para lidar
com adversidades da vida e servirão como fonte de crescimento e
aprendizado.<br />
<br />
<span style="color: red;"><b>Comunicação:</b></span> travar conversas com a criança para
saber de seu cotidiano é um ótimo estímulo à comunicação, quando
aprenderá a organizar pensamentos, transformando-os na expressão oral.
Ler livros com a criança e pedir que reconte histórias também é uma boa
estratégia. E os estímulos devem começar quando ainda é bebê, já que ele
se manifesta por gestos. Estimulá-lo a verbalizar o que sente é
superimportante.<br />
<br />
<span style="color: red;"><b>Empatia:</b> </span>até por volta dos dois anos, a criança só
consegue ver as coisas a partir da sua perspectiva. Depois, ela passa a
conseguir se colocar no lugar do outro, exercitando a empatia. Mas, a
criança só vai entender o outro se souber reconhecer, nomear e expressar
as próprias emoções. Em uma situação de conflito, vale questioná-la
sobre os motivos que a levaram a agir de determinada forma, como se
sentiu e como imagina que a outra pessoa envolvida está se sentindo com a
situação.<br />
<br />
<div style="text-align: center;">
<span style="color: blue;">Que post mais saboroso, assim que precisa ser a educação dos sonhos! </span></div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-1413966945744128782014-01-27T09:31:00.001-08:002014-01-27T09:31:13.283-08:00Uma delícia os temas da Revista Gestão Escolar<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDqi5xjGewk-bgAephVDInnh8yzTwommO30yJcwcHbQCs_KyQvw9muk6ScHWL5b_RQMmggI2X8_ITx8JIbBylLYYEvvJY8-ine9oeviTSbvwV7s11SUCiCFKZICrqUjKGb7OyDzFwVWYg/s1600/ideia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDqi5xjGewk-bgAephVDInnh8yzTwommO30yJcwcHbQCs_KyQvw9muk6ScHWL5b_RQMmggI2X8_ITx8JIbBylLYYEvvJY8-ine9oeviTSbvwV7s11SUCiCFKZICrqUjKGb7OyDzFwVWYg/s1600/ideia.jpg" height="320" width="215" /></a></div>
<br />
Olá gente linda que atua na educação,<br />
as vezes perco tempo nesse Facebook, mas as vezes eu ganho...<br />
<br />
A fan page da Revista Gestão Escolar, onde encontramos muitas ideias sobre Planejamento para o ano letivo de 2014, é um destes momentos em que eu ganhei tempo. Em Juara-MT teremos dois calendários letivos, uma loucura, com muitos sábados letivos...e então pensamos que alguns temas são muito importantes para esse inicio.<br />
<br />
Existe uma cultura de Semana Pedagógica, que aos poucos vai sendo incorporada ao pensamento dos gestores estaduais, como por exemplo contratar os professores interinos desde esse período, uma vez que o planejamento e organização iniciais fazem parte do trabalho, e nada mais justo que seja remunerado né!<br />
<br />
Mas em tempos de reposição de Greve, alguns tumultos se vislumbram desde já...então tudo que pode nos ajudar a pensar essa escola amada num tempo recorde é um ponto de luz no fim do túnel...quanta linguagem literária...rsrs...não consigo de outro jeito...essa sou eu, locutora e interlocutora de uma vida que acontece ao mesmo tempo que eu a vivo...mas enfim falemos da MISSÃO DA ESCOLA.<br />
<br />
Algumas dificuldades em organizar o planejamento e fazê-lo "linkado" a todo momento com o projeto educativo da escola (PPP) é de fato um desafio, mas a partir de uma experiência motivadora a Missão da Escola adquire <i>status</i> de prioridade.<br />
Confira a estratégia de uma educadora na revista gestão <a href="http://gestaoescolar.abril.com.br/blogs/na-direcao-certa/2014/01/22/missao-da-escola-fazendo-a-diferenca/" target="_blank">AQUI.</a><br />
<br />
Mas não pare por ai, visite os outros papos, as outras reportagens, há várias ideias e do ponto de vista teórico são desencadeadoras de grandes possibilidades de mudanças e de algumas confirmações necessárias no fazer pedagógico...portanto, boa leitura!<br />
<br />
<div style="text-align: center;">
<a href="http://gestaoescolar.abril.com.br/">http://gestaoescolar.abril.com.br/</a> </div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com2tag:blogger.com,1999:blog-2847407759723606888.post-11599474496115968292014-01-24T03:48:00.000-08:002014-01-24T03:48:20.222-08:00Eu<div style="background: none repeat scroll 0% 0% white; left: -99999px; position: absolute;">
Não entendo o que faço. Pois não faço o que desejo, mas o que odeio.<br />
E, se faço o que não desejo, admito que a lei é boa.<br />
Neste caso, não sou mais eu quem o faz, mas o pecado que habita em mim.<br />
Sei
que nada de bom habita em mim, isto é, em minha carne. Porque tenho o
desejo de fazer o que é bom, mas não consigo realizá-lo.<br />
Pois o que faço não é o bem que desejo, mas o mal que não quero fazer, esse eu continuo fazendo.<br />
Ora, se faço o que não quero, já não sou eu quem o faz, mas o pecado que habita em mim.<br />
Assim, encontro esta lei que atua em mim: Quando quero fazer o bem, o mal está junto a mim.<br />
Pois, no íntimo do meu ser tenho prazer na lei de Deus;<br />
mas
vejo outra lei atuando nos membros do meu corpo, guerreando contra a
lei da minha mente, tornando-me prisioneiro da lei do pecado que atua em
meus membros.<br />
Miserável homem eu que sou! Quem me libertará do corpo sujeito a esta morte?<br />
Graças
a Deus por Jesus Cristo, nosso Senhor! De modo que, com a mente, eu
próprio sou escravo da lei de Deus; mas, com a carne, da lei do pecado.<br />
<br />
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25">Romanos 7:15-25</a></div>
<div style="background: none repeat scroll 0% 0% white; left: -99999px; position: absolute;">
Não entendo o que faço. Pois não faço o que desejo, mas o que odeio.<br />
E, se faço o que não desejo, admito que a lei é boa.<br />
Neste caso, não sou mais eu quem o faz, mas o pecado que habita em mim.<br />
Sei
que nada de bom habita em mim, isto é, em minha carne. Porque tenho o
desejo de fazer o que é bom, mas não consigo realizá-lo.<br />
Pois o que faço não é o bem que desejo, mas o mal que não quero fazer, esse eu continuo fazendo.<br />
Ora, se faço o que não quero, já não sou eu quem o faz, mas o pecado que habita em mim.<br />
Assim, encontro esta lei que atua em mim: Quando quero fazer o bem, o mal está junto a mim.<br />
Pois, no íntimo do meu ser tenho prazer na lei de Deus;<br />
mas
vejo outra lei atuando nos membros do meu corpo, guerreando contra a
lei da minha mente, tornando-me prisioneiro da lei do pecado que atua em
meus membros.<br />
Miserável homem eu que sou! Quem me libertará do corpo sujeito a esta morte?<br />
Graças
a Deus por Jesus Cristo, nosso Senhor! De modo que, com a mente, eu
próprio sou escravo da lei de Deus; mas, com a carne, da lei do pecado.<br />
<br />
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25">Romanos 7:15-25</a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoWSoYS4-eIYLPHU4aVbdtjFnEoKxso6cqO2rwcBjCahYATPKiJMC95PqmPjWIieEu2qNrftasU27DVqKU80Jx1-G3VD_2IfNkpNIS3QpUwDQNhjzAiKIUAaTJK-JNoJ1nrYUMKshpazw/s1600/eu.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoWSoYS4-eIYLPHU4aVbdtjFnEoKxso6cqO2rwcBjCahYATPKiJMC95PqmPjWIieEu2qNrftasU27DVqKU80Jx1-G3VD_2IfNkpNIS3QpUwDQNhjzAiKIUAaTJK-JNoJ1nrYUMKshpazw/s1600/eu.jpg" height="288" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
</div>
<div style="background: none repeat scroll 0% 0% white; left: -99999px; position: absolute;">
Não entendo o que faço. Pois não faço o que desejo, mas o que odeio.<br />
E, se faço o que não desejo, admito que a lei é boa.<br />
Neste caso, não sou mais eu quem o faz, mas o pecado que habita em mim.<br />
Sei
que nada de bom habita em mim, isto é, em minha carne. Porque tenho o
desejo de fazer o que é bom, mas não consigo realizá-lo.<br />
Pois o que faço não é o bem que desejo, mas o mal que não quero fazer, esse eu continuo fazendo.<br />
Ora, se faço o que não quero, já não sou eu quem o faz, mas o pecado que habita em mim.<br />
Assim, encontro esta lei que atua em mim: Quando quero fazer o bem, o mal está junto a mim.<br />
Pois, no íntimo do meu ser tenho prazer na lei de Deus;<br />
mas
vejo outra lei atuando nos membros do meu corpo, guerreando contra a
lei da minha mente, tornando-me prisioneiro da lei do pecado que atua em
meus membros.<br />
Miserável homem eu que sou! Quem me libertará do corpo sujeito a esta morte?<br />
Graças
a Deus por Jesus Cristo, nosso Senhor! De modo que, com a mente, eu
próprio sou escravo da lei de Deus; mas, com a carne, da lei do pecado.<br />
<br />
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25">Romanos 7:15-25</a></div>
<div style="background: none repeat scroll 0% 0% white; left: -99999px; position: absolute;">
Não entendo o que faço. Pois não faço o que desejo, mas o que odeio.<br />
E, se faço o que não desejo, admito que a lei é boa.<br />
Neste caso, não sou mais eu quem o faz, mas o pecado que habita em mim.<br />
Sei
que nada de bom habita em mim, isto é, em minha carne. Porque tenho o
desejo de fazer o que é bom, mas não consigo realizá-lo.<br />
Pois o que faço não é o bem que desejo, mas o mal que não quero fazer, esse eu continuo fazendo.<br />
Ora, se faço o que não quero, já não sou eu quem o faz, mas o pecado que habita em mim.<br />
Assim, encontro esta lei que atua em mim: Quando quero fazer o bem, o mal está junto a mim.<br />
Pois, no íntimo do meu ser tenho prazer na lei de Deus;<br />
mas
vejo outra lei atuando nos membros do meu corpo, guerreando contra a
lei da minha mente, tornando-me prisioneiro da lei do pecado que atua em
meus membros.<br />
Miserável homem eu que sou! Quem me libertará do corpo sujeito a esta morte?<br />
Graças
a Deus por Jesus Cristo, nosso Senhor! De modo que, com a mente, eu
próprio sou escravo da lei de Deus; mas, com a carne, da lei do pecado.<br />
<br />
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25">Romanos 7:15-25</a></div>
<div style="background: none repeat scroll 0% 0% white; left: -99999px; position: absolute;">
Não entendo o que faço. Pois não faço o que desejo, mas o que odeio.<br />
E, se faço o que não desejo, admito que a lei é boa.<br />
Neste caso, não sou mais eu quem o faz, mas o pecado que habita em mim.<br />
Sei
que nada de bom habita em mim, isto é, em minha carne. Porque tenho o
desejo de fazer o que é bom, mas não consigo realizá-lo.<br />
Pois o que faço não é o bem que desejo, mas o mal que não quero fazer, esse eu continuo fazendo.<br />
Ora, se faço o que não quero, já não sou eu quem o faz, mas o pecado que habita em mim.<br />
Assim, encontro esta lei que atua em mim: Quando quero fazer o bem, o mal está junto a mim.<br />
Pois, no íntimo do meu ser tenho prazer na lei de Deus;<br />
mas
vejo outra lei atuando nos membros do meu corpo, guerreando contra a
lei da minha mente, tornando-me prisioneiro da lei do pecado que atua em
meus membros.<br />
Miserável homem eu que sou! Quem me libertará do corpo sujeito a esta morte?<br />
Graças
a Deus por Jesus Cristo, nosso Senhor! De modo que, com a mente, eu
próprio sou escravo da lei de Deus; mas, com a carne, da lei do pecado.<br />
<br />
<a href="http://www.bibliaonline.com.br/acf/rm/7/15-25">Romanos 7:15-25</a></div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-33403655771253969662014-01-15T12:10:00.000-08:002014-01-15T12:10:26.159-08:002014...Um ano pra superar...<br />
Achando lindisses o último dia de férias:<br />
<br />
<a href="http://pequenasarteirices.blogspot.com.br/" target="_blank">Pequenas Arteirices</a> e <a href="http://ateliecarolhepe.blogspot.com.br/" target="_blank">Ateliê Carol Hepe</a>...<br />
<br />
Bonitinhos e cheinhos de coisa criativaaaaaaaaaAna Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-11656493387217955402013-09-24T04:49:00.005-07:002013-09-25T06:08:55.717-07:00Eu curto Matemática...<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU0LV77ZZiOtq3BESkyyDW5x1G3M-4wjUUezZCcP1XnHqu4hPyaifi3ugruj43BmqdHhPMLANL3yFIU0TXraNkrcDiusRjrciw-SU-edtwgGUpPM9zVqTgeURjUaTBXArgLrSNmzCe368Q/s1600/294765_528413587218008_1465934457_n.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU0LV77ZZiOtq3BESkyyDW5x1G3M-4wjUUezZCcP1XnHqu4hPyaifi3ugruj43BmqdHhPMLANL3yFIU0TXraNkrcDiusRjrciw-SU-edtwgGUpPM9zVqTgeURjUaTBXArgLrSNmzCe368Q/s200/294765_528413587218008_1465934457_n.jpg" width="200" /></a> <br />
Garimpando meu Facebook achei motivação, incentivo e criatividade...tudo que um professor de matemática precisa...<br />
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4 dicas para Professores de matemática despertarem interesse em seus alunos</h1>
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<span style="line-height: 1.2em;"><span style="font-size: medium;">Se você é professor de matemática, confira dicas para despertar o interesse dos seus alunos na matéria</span></span></h2>
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<span style="background-color: white; color: #929292; font-family: arial, helvetica, freesans, sans-serif; font-size: medium; line-height: 1.2em;">A
maioria dos estudantes enxerga a matemática como um monstro e prefere
manter a distância da matéria. Para quebrar esse preconceito, existem
algumas alternativas que os professores podem abordar em sala de aula.</span><br />
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<span style="background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 12pt; line-height: 12.85pt;">A seguir, </span><b style="background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 12pt; line-height: 12.85pt;">confira
4 dicas para professores de matemática despertarem interesse em seus alunos:</b>
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<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">1. Carreiras</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Para que os alunos se interessem em matemática é importante ressaltar <b>quais
áreas eles poderão seguir em sua carreira</b>. Existem diversas opções que
utilizam conhecimentos matemáticos, desde a medicina até a engenharia.</span></div>
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<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">2. Vídeos</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Uma boa alternativa para que os professores despertem interesse em matemática
de seus alunos é <b>apresentar vídeos interativos</b> que expliquem a matéria
de maneiras mais simples.</span></div>
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<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">3. Aplicativos</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Para que os estudantes consigam relacionar matemática com diversão, existem
alguns aplicativos que podem ajudar no ensino.</span></div>
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<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">4. Prática</span></b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Mostrar aos alunos como eles podem utilizar a matemática no dia-a-dia ajuda na
compreensão da matéria. <b>Procure relacionar contas matemáticas com o
cotidiano durante as aulas</b>. Experiências físicas ou químicas são ótimas
opções para que os estudantes pratiquem. </span></div>
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<span style="background: white; color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="background: white; color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 17.15625px;">Fonte: </span><span class="gris2" style="color: rgb(153, 153, 153) !important; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 17.15625px;"><a href="http://www.universia.com.br/" style="color: rgb(153, 153, 153) !important;" target="_blank">Universia Brasil</a></span></span></div>
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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-90151734657063003312013-09-17T14:03:00.001-07:002013-09-17T14:03:17.437-07:00Tratamento da Informação no EnemOlha o que recebi no meu e-mail...era digno de uma postagem!<br />
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<a href="http://www.infoenem.com.br/enem-2013-dicas-de-analise-e-interpretacao-de-graficos/" name="1" style="font-family: Arial, Helvetica, sans-serif; font-size: 18px;" target="_blank">Enem 2013: Dicas de análise e interpretação de gráficos</a>
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<span>Posted:</span> 17 Sep 2013 11:24 AM PDT</div>
<img alt="" class="ecxsize-full ecxwp-image-12593 ecxalignleft" height="220" src="https://blu168.mail.live.com/Handlers/ImageProxy.mvc?bicild=&canary=sDAZ%2fzqCo8htfkOLIDaTdfPgRNQ51vs70reUzztl0jQ%3d0&url=http%3a%2f%2fwww.infoenem.com.br%2fwp-content%2fuploads%2f2013%2f09%2fup.jpg" style="font-size: 13px; line-height: 19px;" width="314" /><br />
Para quem quer detonar no Enem 2013, a habilidade e capacidade de
ler, compreender e interpretar gráficos é, sem sombra de dúvidas, uma
obrigação! Como bom candidato, você já deve saber que a prova vem
recheada de questões que trazem tabelas, quadros, mapas, figuras etc.<br />
É importante ter consciência que o Enem não exige do estudante apenas
saber ler tabelas e gráficos, mas também é necessário saber extrair
deles as informações precisas para chegar a resposta do problema
apresentado pela questão.<br />
Vale ressaltar também que tais gráficos sempre estão relacionados com
fênomenos da nossa sociedade ou situações do nosso dia a dia.<br />
Os gráficos e tabelas estão presentes nas quatro áreas da prova
objetiva do Enem, mas certamente aparecem com mais frequência na prova
de Matemática e suas Tecnologias, contemplando a 6ª competência avaliada
nesta área:<br />
<blockquote>
“Interpretar informações de natureza científica e social
obtidas da leitura de gráficos e tabelas, realizando previsão de
tendência, extrapolação, interpolação e interpretação.”</blockquote>
Para praticar e treinar tal competência, vamos dar uma olhada nestes
exemplos de questão abaixo, presente em nossas Apostilas para o Enem
2013 e que caíram nas edições de 2011 e 2012, respectivamente.<br />
<br />
<div style="border: 3px dashed red; padding: 5px;">
<strong>Questão – Enem 2011</strong><br />
O termo agronegócio não se refere apenas à agricultura e à pecuária,
pois as atividades ligadas a essa produção incluem fornecedores de
equipamentos, serviços para a zona rural, industrialização e
comercialização dos produtos.<br />
O gráfico seguinte mostra a participação percentual do agronegócio no PIB brasileiro:<br />
<div class="ecxwp-caption ecxaligncenter" id="ecxattachment_12582" style="width: 400px;">
<img alt="" class="ecxsize-full ecxwp-image-12582" height="153" src="https://blu168.mail.live.com/Handlers/ImageProxy.mvc?bicild=&canary=sDAZ%2fzqCo8htfkOLIDaTdfPgRNQ51vs70reUzztl0jQ%3d0&url=http%3a%2f%2fwww.infoenem.com.br%2fwp-content%2fuploads%2f2013%2f09%2fquestao176-e1379440231860.jpeg" width="390" /><div class="ecxwp-caption-text">
Centro de Estudos Avançados em Economia Aplicada (CEPEA).<br />Almanaque abril 2010. São Paulo: Abril, ano 36 (adaptado)</div>
</div>
Esse gráfico foi usado em uma palestra na qual o orador ressaltou uma
queda da participação do agronegócio no PIB brasileiro e a posterior
recuperação dessa participação, em termos percentuais.<br />
Segundo o gráfico, o período de queda ocorreu entre os anos de<br />
<strong>A)</strong> 1998 e 2001. <strong> D)</strong> 2003 e 2007.<br />
<strong>B)</strong> 2001 e 2003. <strong> E)</strong> 2003 e 2008.<br />
<strong>C)</strong> 2003 e 2006.<br />
<br />
<strong><span style="text-decoration: underline;">RESOLUÇÃO E COMENTÁRIOS</span></strong><br />
Segundo o gráfico apresentado na questão, o período de queda da
participação do agronegócio no PIB brasileiro se deu no período entre
2003 e 2006. Esta informação é extraída através de leitura direta do
gráfico: em 2003 a participação era de 28,28%, caiu para 27,79% em 2004,
25,83% em 2005, chegando a 23,92% em 2006 – depois deste período, a
participação volta a aumentar.<br />
<strong>Alternativa C</strong><br />
<strong>Comentário:</strong> Este problema pode ser resolvido
visualmente através do gráfico, assim, os dados contidos nele não são
relevantes. Observe, por curiosidade, que entre 1998 e 2001 há
crescimento do agronegócio e a taxa deste crescimento se mantém
praticamente constante; no período entre 2001 e 2003 a taxa de
crescimento fica maior.<br />
<strong>Conteúdos envolvidos:</strong> Leitura e interpretação de gráficos.<br />
</div>
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<div style="border: 3px dashed red; padding: 5px;">
<strong>Questão – Enem 2012</strong><br />
O gráfico mostra a variação da extensão média de gelo marítimo, em
milhões de quilômetros quadrados, comparando dados dos anos 1995, 1998,
2000, 2005 e 2007. Os dados correspondem aos meses de junho a setembro. O
Ártico começa a recobrar o gelo quando termina o verão, em meados de
setembro. O gelo do mar atua como o sistema de resfriamento da Terra,
refletindo quase toda a luz solar de volta ao espaço. Águas de oceanos
escuros, por sua vez, absorvem a luz solar e reforçam o aquecimento do
Ártico, ocasionando derretimento crescente do gelo.<br />
<img alt="" class="ecxaligncenter ecxsize-full ecxwp-image-12586" height="292" src="https://blu168.mail.live.com/Handlers/ImageProxy.mvc?bicild=&canary=sDAZ%2fzqCo8htfkOLIDaTdfPgRNQ51vs70reUzztl0jQ%3d0&url=http%3a%2f%2fwww.infoenem.com.br%2fwp-content%2fuploads%2f2013%2f09%2fquestao143-e1379440413225.jpeg" width="452" /><br />
Com base no gráfico e nas informações do texto, é possível inferir que houve maior aquecimento global em<br />
<strong>A)</strong> 1995. <strong> D)</strong> 2005.<br />
<strong>B)</strong> 1998. <strong> E)</strong> 2007.<br />
<strong>C)</strong> 2000.<br />
<br />
<strong><span style="text-decoration: underline;">RESOLUÇÃO E COMENTÁRIOS</span></strong><br />
O enunciado nos traz uma informação bastante importante e
interessante, sendo chave para a resolução da questão. Ele associa a
camada de gelo marítimo com a reflexão da luz solar e consequentemente
ao resfriamento da Terra. Logo, quanto menor for a extensão de gelo
marítimo, menor será o resfriamento e portanto maior será o aquecimento
global.<br />
O ano que, segundo o gráfico, apresenta a menor extensão de gelo marítimo, é 2007.<br />
<img alt="" class="ecxaligncenter ecxsize-full ecxwp-image-12589" height="308" src="https://blu168.mail.live.com/Handlers/ImageProxy.mvc?bicild=&canary=sDAZ%2fzqCo8htfkOLIDaTdfPgRNQ51vs70reUzztl0jQ%3d0&url=http%3a%2f%2fwww.infoenem.com.br%2fwp-content%2fuploads%2f2013%2f09%2fquesta143.jpeg" width="452" /><br />
<strong>Alternativa E</strong><br />
<strong>Comentário:</strong> A questão traz diversas informações que o
aluno, por sua vez, precisa ser capaz de interpretá-las e
sintetizá-las. Uma vez entendido, o próximo passo será a leitura do
gráfico para chegar à resposta correta.<br />
<strong>Conteúdos envolvidos:</strong> Leitura e interpretação de gráficos.<br />
</div>
<br />
Pela observação dos dois exemplos de questões apresentadas, podemos
perceber que 3 fatores são fundamentais para que o candidato não cometa
erros em questões que trazem gráficos;<br />
<strong>1-</strong> Observar primeiramente quais informações/dados
estão presentes nos eixos vertical e horizontal, para então fazer a
leitura adequada do gráfico;<br />
<strong>2-</strong> Fazer a leitura isolada dos pontos – Observe que o
gráfico da primeira questão apresenta a participação percentual do
agronegócio no PIB brasileiro de forma linear, ou seja, a simples
observação do ponto onde a queda incia até o ponto onde termina, já
fornece a resposta correta;<br />
<strong>3-</strong> Leia com atenção o enunciado – atente que, no
segundo exemplo de questão, apenas a leitura correta do gráfico não era
suficiente, pois o candidato poderia se confundir na resposta, o que
seria um erro de interpretação. Para evitar este tipo de confusão, leia
com muita atenção o que pede o exercício.<br />
Ambas as resoluções e comentários das questões foram realizadas pelos
nossos professores Luís Gustavo e Ana Luísa e retiradas da nossas
Apostilas para o Enem 2013. Gostou do material? Então <strong><a href="http://www.infoenem.com.br/ultima-oportunidade-de-adquirir-as-apostilas-do-enem-2013/" target="_blank">acesse este link</a></strong> para saber como adquiri-lo!<br />
Essas foram as dicas de hoje. Não se esqueça que, somente a leitura
não vai deixá-lo apto a resolver qualquer tipo de questão dessa
natureza, lembre-se que é preciso praticar!<br />
<span style="color: lime; font-family: arial; font-size: medium;"><strong><a class="" href="http://www.infoenem.com.br/ultima-oportunidade-de-adquirir-as-apostilas-do-enem-2013/" target="_blank">Conheça as melhores apostilas para o Enem 2013!</a></strong></span>
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Artigo Original: <a href="http://www.infoenem.com.br/enem-2013-dicas-de-analise-e-interpretacao-de-graficos/" target="_blank">Enem 2013: Dicas de análise e interpretação de gráficos</a>
Baixe gratuitamente o e-Book: <a href="http://www.infoenem.com.br/ebook/Manual-Enem-2013.pdf" target="_blank">Manual para o Enem 2013</a>Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-24813062792807656502013-09-09T16:44:00.002-07:002013-09-09T16:44:47.260-07:00O Seva 8 está bombando!!!<div class="separator" style="clear: both; text-align: center;">
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O Seminário de Educação do Vale do Arinos está a todo vapor. Em sua 8ª edição, é uma rica oportunidade de conhecermos a Universidade do Estado de Mato Grosso e a educação desse nortão, que se expõe nas pesquisas acadêmicas, nos trabalhos monográficos e nos olhares atentos dos educadores dessa terra.<br />
<br />
As inscrições vão até 15 de outubro e tudo que você precisa saber está no link:<br />
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<span class="fbPhotosPhotoCaption" data-ft="{"type":45}" id="fbPhotoSnowliftCaption" tabindex="0"><span class="hasCaption"><a href="http://siec.unemat.br/" rel="nofollow nofollow" target="_blank">http://siec.unemat.br/</a></span></span></div>
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<span class="fbPhotosPhotoCaption" data-ft="{"type":45}" id="fbPhotoSnowliftCaption" tabindex="0"><span class="hasCaption">Não perca essa oportunidade, seja um escritor de sua história, de seu tempo, de sua gente, de sua terra...ou ao menos um conhecedor!!!</span></span></div>
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<br />Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-70897057564979074092013-09-02T10:06:00.000-07:002013-09-02T10:54:43.888-07:00Chegando a mil...vem ver!<div class="separator" style="clear: both; text-align: center;">
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Já temos 999 visitas no Bloguinho Ventos e Pensamentos, e pra comemorar indico um ícone para você escrever projetos de pesquisa...show de bola. É imperdível!!!<br />
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<a href="http://www.pedagogiaaopedaletra.com.br/posts/como-fazer-projeto-de-pesquisa/">http://www.pedagogiaaopedaletra.com.br/posts/como-fazer-projeto-de-pesquisa/</a></div>
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Clica lá e aproveita!!!</div>
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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-23502232461305613022013-08-14T13:06:00.004-07:002013-08-14T13:06:34.248-07:00De olho no Seva 8<br />
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De olho no Seva...esperando ansiosa pelas notícias da oitava edição...fiquemos sempre espiando o site da Unemat: <a href="http://www.novoportal.unemat.br/index.php?pg=noticias">http://www.novoportal.unemat.br/index.php?pg=noticias</a><br />
<img height="393" id="irc_mi" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTNnrGRgnSOiZeES4r8qQ2G--a4epwt6bMp9D1yDApoIxzSD8c0" style="margin-top: 0px;" width="524" />Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-53157543691788501832013-08-13T14:08:00.000-07:002013-08-13T14:08:19.154-07:00Conae 2014 - Não fique calado nessa hora, participe!!!!<br />
Revolucionários, a Educação está em avaliação, por favor, parem de compartilhar coisas tolas no facebook e participem das conferências intermunicipais...pronto, falei!!!<br />
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É tão difícil vermos tanta coragem na hora de julgar o culpado pelos problemas, que dá uma cegueira nas pessoas que tem nas mãos a oportunidade de transformar a realidade!!! É para poucos, por isso só atende a vontade de alguns...quando é que a gente vai perceber que a mudança que queremos começa em nós, com a nossa participAção!!!! O texto base que define metas para a educação nacional está disponível...eu te desafio a ler e a contribuir...mude seu país com sabedoria!</div>
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Link para acessar o texto base: <a href="http://conae2014.mec.gov.br/images/pdf/doc_referencia.pdf">http://conae2014.mec.gov.br/images/pdf/doc_referencia.pdf</a></div>
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E o site que esclarece o que é isso: <a href="http://conae2014.mec.gov.br/">http://conae2014.mec.gov.br/</a> </div>
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<span style="color: red;"><span style="font-size: large;"><b>Bora Fazer História!!!</b></span></span></div>
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<img class="rg_i" data-sz="f" name="5YiYgKGElN5JUM:" 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" 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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-90843773523573243782013-08-09T07:56:00.000-07:002013-09-09T16:51:18.577-07:00Aprendendo a aprender<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeiShFX_o9M6j0n1dADyrPABMzYVcu-g5ZjG6PxJAnLhRGKUIFhGO87RpJDaXNwy2w5s3-hbi9dBkaoyUexNHwFc52Jcig_DiL7XTKT9C3d-fQM1VjLPWBSRfhuIZ5jw7dcJB_3Ybg0Z4/s1600/floresta_verde.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeiShFX_o9M6j0n1dADyrPABMzYVcu-g5ZjG6PxJAnLhRGKUIFhGO87RpJDaXNwy2w5s3-hbi9dBkaoyUexNHwFc52Jcig_DiL7XTKT9C3d-fQM1VjLPWBSRfhuIZ5jw7dcJB_3Ybg0Z4/s320/floresta_verde.jpg" width="320" /></a></div>
Olá...um novo post dos meus estudos e planejamentos sobre a Aprendizagem Significativa!!!<br />
Fiz um resumo do Livro: "Aprendizagem Significativa - modalidades de aprendizagem e o papel do professor"...é um texto sucinto sobre os caminhos históricos da aprendizagem, como chegamos até aqui, ou em que época paramos e não avançamos insistindo que nossa prática é "inovadora"...<br />
Leia, critique, se encontre...<br />
<br />
<br />
<span style="color: black; font-family: Calibri; font-size: small;">Na
Antiguidade </span><br />
<span style="color: black; font-family: Calibri; font-size: small;">
</span><br />
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<span style="color: black; font-family: Calibri; font-size: small;">A
aprendizagem tinha um caráter moral e filosófico. Aprender relacionava-se ao
ato de refletir sobre as verdades transcedentais, sobre o sentido da vida, do
certo e do errado. </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Calibri; font-size: small;">Essa
dimensão é responsável pelo desenvolvimento atitudinal do homem diante da vida,
seu caráter e cidadania.</span><span style="color: black; font-family: Calibri; font-size: small;">
</span></div>
<span style="font-size: small;"><br /></span>
<span style="color: black; font-family: Calibri; font-size: small;">Na
Idade Moderna</span><br />
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</span><br />
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<span style="color: black; font-family: Calibri; font-size: small;">Essa é a época que o homem descobre que pode explicar os
fenômenos à sua volta e, com isso, a aprendizagem ganha um caráter científico,
que se junto ao caráter moral e filosófico. Entender processos, nomear
estruturas e descrever fenômenos passou a ser a ação típica de quem aprende,
bem como a sede de compreender o mundo.</span><span style="color: black; font-family: Calibri; font-size: small;">
</span></div>
<span style="color: black; font-family: Calibri; font-size: small;">Observação
importante:</span><br />
<span style="color: black; font-family: Calibri; font-size: small;">
</span><br />
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<span style="color: black; font-family: Calibri; font-size: small;">Até hoje luta-se para que o ato de aprender não se
restrinja ao contexto de uma sociedade guiada pelo mercado, e seguindo a
ideologia do estado e do capital, como se estes fossem o templo das verdades
científicas.</span><span style="color: black; font-family: Calibri; font-size: small;">
</span></div>
<span style="font-size: small;"><img alt="" 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" 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" 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" 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<br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Calibri; font-size: small;">Incorpora-se
a </span><span style="font-size: small;"><u><span style="color: black; font-family: Calibri; font-weight: bold;">dimensão psicológica</span></u><span style="color: black; font-family: Calibri;">, na tentativa de
explicar o processo de aprender. Na primeira tentiva, analisando o
comportamento, os behavioristas¹ dizem:</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: center; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="color: red; font-family: Calibri; font-size: small;">“aprendizagem é mudança de
comportamento”</span></div>
<span style="color: black; font-family: Calibri; font-size: small;">Então os professores
começam a especificar e quantificar o comportamentos a serem modificados,
descrevendo o comportamento desejado.</span><br />
<span style="color: black; font-family: Calibri; font-size: small;"><img alt="" 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" 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" 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<span style="color: black; font-family: Calibri; font-size: small;">A dimensão psicológica tem como consequência os </span><span style="color: #c00000; font-family: Calibri; font-size: small;">tipos de aprendizagem:</span></div>
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<span style="font-family: Arial; font-size: small;">•</span><span style="font-size: small;"><u><span style="color: black; font-family: Calibri;">aprendizagem cognitiva </span></u><span style="color: black; font-family: Calibri;">– que se processa no
cérebro</span></span></div>
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<span style="font-family: Arial; font-size: small;">•</span><span style="font-size: small;"><u><span style="color: black; font-family: Calibri;">Aprendizagem afetiva </span></u><span style="color: black; font-family: Calibri;">– que acontece no aparelho emocional</span></span></div>
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<span style="font-family: Arial; font-size: small;">•</span><span style="font-size: small;"><u><span style="color: black; font-family: Calibri;">Aprendizagem psicomotora </span></u><span style="color: black; font-family: Calibri;">– que é a
aprendizagem do corpo</span></span></div>
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<span style="color: black; font-family: Calibri; font-size: small;">Inicia-se então a
pensar em objetivos da aprendizagem descrevendo o comportamento a ser
adquirido.</span><span style="color: black; font-family: Calibri; font-size: small;">
</span></div>
<span style="font-size: small;"><img alt="" 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LjX64UTNJvNLpDTSWqCXl9fb21tzUyjVCq1tbV1fX0df7b7+/tKpSI/DVqOtFKp9JgLOOG6brPZzOVyCQPVMIzDw8PkI+2np6cz3046nTYMI0nhUkBlk6/0mJzGMnIcZ3K/1nX95OTkkSe8ubkJz4Dath3uT3ueF16Vvb+/n2RhueM4k6pYmUwmYW81KMFdq9V0Xbcsy7KsVCqVSqWCP2ez2VqtdnV1lXxle6/XOzw8nJwtm80GZwtGCKrV6pMktPwWggn1ScsnDQg63JVKZdrqtngPDw+tVsswjOBswdcg+LNpmpVK5fz8fIEpdkA15DSgOt/3HcdxHOfq6urq6ir482MSaDgcOo5ze3sbnG2B4mUL8DzPcZzBYHBxcRG8hacaiw7eTq/X63Q6wZlZ141VQk4DAKAuchoAAHWR0wAAqIucBgBAXeQ0AADqIqcBAFAXOQ0AgLrIaQAA1EVOAwCgLnIaAAB1kdMAAKiLnAYAQF3kNAAA6iKnAQBQFzkNAIC6yGkAANRFTgMAoC5yGgAAdZHTAACoi5wGAEBd5DQAAOoipwEAUBc5DQCAushpAADURU4DAKAuchoAAHWR0wAAqIucBgBAXeQ0AADqIqcBAFAXOQ0AgLrIaQAA1EVOAwCgLnIaAAB1kdMAAKiLnAYAQF3kNAAA6iKnAQBQFzkNAIC6yGkAANRFTgMAoC5yGgAAdZHTAACoi5wGAEBd5DQAAOoipwEAUBc5DQCAushpAADURU4DAKAuchoAAHWR0wAAqIucBgBAXeQ0AADqIqcBAFAXOQ0AgLrIaQAA1EVOAwCgrqk5DQAA1PEtp9Pp9Gu3BAAAiL7l9MXFxWu3BAAA/M+ff/75LacBAICa/gOxLaYhTzd+wgAAAABJRU5ErkJggg==" /></span></div>
<div class="O0" style="margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-indent: -0.38in;">
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Calibri; font-size: small;">Dimensão holística – um “rejunte” que afirma que o
processo de aprendizagem é ao mesmo tempo cognitivo, afetivo e psicomotor.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: Calibri; font-size: small;">Essa dimensão é uma reação ao tecnicismo, que tinha como
objetivo formar mão-de-obra especializada.</span></div>
<span style="font-size: small;"><img alt="" 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" 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" /><img alt="" 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" 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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAooAAACiCAIAAABJdnupAAATRElEQVR4nO3dP4gazePH8S3WeOreuucfnkMfjlgELI4Hi4dgmoDVQeAJHFikkofAFVeEHNzBA3mKLQ6S4iDCQTi4RkgjPI2kstzS0tLSckvLLf0WS8TfjO6t66rzM+9X9f3mOcfZGZ2Puzszq00BAIBitF1XAAAAiIhnAACUQzwDAKAc4hkAAOUQzwAAKId4BgBAOcQzAADKIZ4BAFAO8QwAgHKIZwAAlEM8AwCgHOIZAADlEM8AACiHeAYAQDnEMwAAyiGeAQBQDvEMAIByiGcAAJRDPAMAoBziGQAA5RDPAAAoh3gGAEA5xDMAAMohngEAUA7xDACAcohnAACUQzwDAKAc4hkAAOUQzwAAKId4BgBAOcQzAADKIZ4BAFAO8QwAgHKIZwAAlEM8AwCgHOIZAADlEM8AACiHeAYAQDnEMwAAyiGeAQBQDvEMAIByiGcAAJRDPAMAoBziGQAA5RDPAAAoh3gGAEA5xDMAAMohngEAUA7xDACAcohnAACUQzwDAKAc4hkAAOUQzwAAKId4BgBAOcQzAADKIZ4BAFAO8QwAgHKIZwAAlEM8AwCgHOIZALZkMBg4jjMYDHZdEfw/QDwDwMa5rlsul62fCoXCeDzedaWgNOIZW+L85HnerusCbFu32zVNU/vJMIxOp7PrSkFpxPOvYjgc2rZ9c3NTm3N5edlut0ej0Ubfejwel0ql2XlDPp/f9DsCqul0OoZhEM8Ij3jec67rtlqtQqGQzWa1RZLJpGmahULhn3/+mUwmm6jDmzdvhDdtNBqbeCNAWcQzVkU87y3P82zbzufzC1NZdnBwYFmWbdux16RQKAjvVSgUYn8XQGXEM1ZFPO8n13VfvHiRyWRCZvNMJpN5+fJlvLeHiWeAeMaqiOc9NB6PT05OVg3mmUQicX5+HmN95IvbtVotxvIB9RHPWBXxvG9Go9Hvv/++8LQ4nU5Xq9U3b97Ytn15eVmr1fzz2vlRYxNnt6PR6OjoaDY17Pj4mCUl+NUQz1gV8bxXPM978eKFfDacz+fv7u5c1134qk6nUyqV5ueOxX7xeTKZsLAKvzLiGasinvfKhw8fDg4O5rM5nU6fnZ0tC+Z5vV7v+PjYf3mpVNpCbYFfB/GMVRHP+2MwGFiWJWTz27dvw5fged6HDx90Xf/27dvm6gn8gohnrIp43h+NRkO4rJ3L5biSDKiAeMaqiOc94bpuOp2ez+ZsNvv4+BhX+b1er9Fo1Gq1Vqs1P7FrOBw2m81UKuW/aalUur29lX8T9Ho9+6derxfmHcfjsW3b/pvODqpSqbRarX6/H6H+rVarWq3ON5G/b5rjOKuWFvxGCxtqOp2ORiOhDrVa7ebmJtoeao7j2LZdq9UqlYp8UBGaaFXxNmmM3e267sPDQ6PRmG+ZWq3WbDa73e6qP1iHw6G/197sQ65pWiqV8o+01+uFLDByPO+8o7ErxPOeuLi40HV9/ttrmmZchQ8Gg/kl1JVKxf/3r1+/ypuRPXv27OLiIuDlhmEED9+TyeTi4kKeTz7jP1EgZAb0ej3TNJdtmuaXVqvVwtyef9KyhnJdt16vz2+5LPTU169fQ77FeDy+uroyTVO4kSEfVKPRiOWgZPE2aYzd7bruxcWFaZrCT9X5ps7lcnd3d2Eq5jhOpVIJOExN07LZbC6XCxO0q8azCh2N3SKe94Sw9Yeu6//++29chQsjiz+v+/3798sGDmFZ80oDk+M4lmUJPzUWyuVywUO253mvX78OHl5njo+P1z8RWdhQ379/f3LvNsuy3r1792T5nz9/Dtk4PtM0451GEHuTxtjdw+Hw5OQkTFGZTKZarQZsYet53tnZWXAuzjMMo1arBe+Ju9K3YOcdDRUQz/tgMpkkk8n5r2s6nY7xB7WcOp8+fQoYoyPH82QyKRaLIYckTdMuLy8D2uT09DSRSIQvzbKsT58+xdtQ3759Ozo6CvPuqVSqXq8HFH5/fx9hG7hcLvfff/+tc1AzsTdpjN3tOM7x8fFKLbNsb5zJZPLnn3+udJi+4MgP/y3YeUdDEcTzPuj1ekJYxnhleyqNLIlEIpfLBYwUkeP57OxMGBaz2WypVJo9Ysv/l9l/bTabC8vxPO/09FSo1eHhoWEY/l1D/zaefHpkGMb9/X1cDaXrutBQhmFYlmUYxsIfN9lsNuDG/PxN2Vlpfjn+Q038/yHnimVZ6z/sZBNNGld3u6678PpEMpn065PNZhdWTN4eZ+HOAbO6zTrXMAxhBaPv9PR02a3o8N+C3XY01EE874PLy0vhixrvI6GEkWV+YEokEsVisdVq2bbtPxornU5//vw54OXLBiZ5YVi1Wh0Oh8Kf+XOv/Et/7XZ7YYWvr6+Fe5n5fP7+/l4YjgeDwenp6fyUH3/gi3zhQY7n+aMuFAqdTmcwGIzH416vd3l5Kf/KqVarywqfn4SVTqdrtVqn0xHaZzQanZ+fC8VmMpmQd1sDxN6kMXa3nGemaTYajXa7PRgMptPpcDjs9/utVms+1RbGs7xzgKZp5XLZn9I4+/vxeHx7e1sqlYS/PDg4+PDhw8JKho/n3XY01EE87wN5U+ubm5sYyxdGlplUKnV2dib8YJcH4pADU7vdnr9En0wmA04FHMdZNlgPh0Ph3LRcLsvjvs/zvL/++mv+RETXdWFqW3jLGiqXy11fX8t//+PHD2GEzWazy6rqJ4dhGM1mM/gHhJwxa/5c20STxtXd8qWjXC4n/ECccV33/Pzcv92g67pwpjscDoWzcP/CwLKKjcdjYeK6tiT1p6vE8w47GkohnveBcPag6/qXL19iLH9h6oTf8yTkwNRsNufLn017XlWr1ZovJ/iK8XQ6dV1XmFMdeb34wobKZrMB03bq9brw9wF3WB8eHsJsV+55npD6kRvTt4kmjau7hYDMZDK3t7fBL/n+/btpmh8/fhT+XaiSpmnBswGm0+lkMhHWOy37ebfS1LBddTSUQjzvA2GAiH3Hg4Wpc3JyEu+KT2FblcPDwwgZKQdDmAFLWJYWcAobTG4oy7KCF03JJ39PRkIYQurruh65qA01aSzdPRqNhLpFvjchH2bIj8Hd3Z0wkyuVSsl/tqFtSWLsaKiGeN4HwqqqLcSzZVn+Xb0IL19WvX///VcY0ENuYDJPSDvTNLvd7oZeJROONJVKvX//PvglnucJ62dieR6JcCK4zkz+DTVpLN0tXCHXlk8fe9LDw4OwWjrk7yQ51xde395QPMfY0VAN8bwPthzPAfNfwrx8WfXk88h8Pv/9+/eVqirMkgt5AiTcW418dyDaECxc/Fh47rUq27afDIyQNtSksXS3MOvCsqzIi9eFnFvpJ5pcDXmJ9obiOcaOhmqI532w5XhetfyQL59MJuVyWfu/jo6OKpVK+IFSuBOp63q/33ee0u12hTOnaCdh0RpKnngc4a0FMY7aG2rSWLpbmDu9zmHKX6LwRcmtLfc78YxVEc/7YMtTwzYUz9Ofe0hpEtM0TdO8urp68sKdMMgeHh5a4QjXJ5ftWRHXkc6LFs+u63Y6Hdu26/V6rVYTDlwQY27F2KTrd7ewgkuejB2eXI3wr5Xv/ti2Hfw34b9EW+toqIZ43gfy7N+NLqzaXDxPp9OPHz8u20xR1/V0Ot1sNgOeIRF+H8RgKsez4zi1Wi2dTgfsUy1YZ9TeaJOu2d3CS9a5LyAUtdIMAPl3hnz1JcJnY8sdDdUQz/tAWPeixTT7d2ab8TydTvv9frFYDEiFgIWtIUexYJF3LN90PHue9/bt2/B7Qc/XJPKovW5rapoW2KSRu1t+SlvkWXXj8ViIwJV+n8kTyOWXr/TZ2ElHQzXE8z6QJ53GMr1oZsvxPP35FCPLshZunahpmmmaC1ddC3+WyWRCXomdvyT75OMNYjzSaeh49jzvjz/+WPYsJk3TdF2fP5C4Ru0tNGm07pa3mo+8l61cVKlUCv9yeQc0eXuQ8J+NXXU0VEM87wN5UyfTNKM9RXih7cezbzKZ3N7eFgqFhacRmUxGvsMn/9mTk5gE67TbRuP5/Pxc2GZZ13XDMPyHRtu2/eXLl9lR/P3333GN2ltr0gjdLdx7XtZ0Yci3scO/ttvtCmfP61zc3lVHQzXE854Qrg3qun51dRVX4buK55l+v1+r1eRRO5/PC4t8hIkzW14Gurl47vf7wuEfHR1dXV0tG4tjnNC7/SYN393yhjyRD1MoKniTUcGXL1+EL6C89VvIz8YOOxqqIZ73hLAHk7bGzpSyncezz3Ec+SEEwiQ4YZCNvP9XNJuLZ6F/DcNYuIn3TIyj9q6aNEx3C81iLVpwHJKwdnml609hNj0N+dnYYUdDNcTznpA3eVh4MTAaReJ5uugmnzAJTthDI/L+X9FsLp6Fa6dPntttbluSbTbpqt29ziObbm5u5osK/2QUeePrdXYN22FHQzXE8/4QvtiaplmWFeG72pGeXqdOPE+lwxQm68orULf5kIDNxbPwB08eVIyj9m6bNLi75U09I88Ok+dXhrz+JN94Xtg+IT8bO+xoqIZ43h/y1vyapj1//jz817Xf75dKJcMwhDFOqXgWLngKK1gWPtggwmbO0WwunoVbm0/OK5avkUYetXfbpJvobtd1G43Gu3fvhH8U4jnkdQLh4v+yM/iQn40ddjRUQzzvFXmg1zStWCw+eZW73+/7D71f+CXfTjw3m82Li4vgaUfyAhh5Do7wrCRN005OTkKOWa7rhn/Uh2xz8Rx+4pLneWdnZ0LSrDlqb6JJN9fd5XI54LZxv9/3H+r85EO0NE0rlUoBh+k39eHh4fxLlp1zh/xs7LajoRTiea+Mx+Nli1IKhcLl5WW/3/eHJM/z/I2RbdsulUrBqye3EM+9Xs8wDF3XTdNstVoLh1fXdV++fPns2bNZUQtPlUajkXAvUNO0YrEY8LiFyWTS7Xbr9Xo6nc5kM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/></span>
<br />
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<span style="color: black; font-family: Calibri; font-size: small;">As mudanças são sentidas principalmente pelos
professores que insistem em apenas </span><span style="font-size: small;"><u><span style="color: black; font-family: Calibri;">explicar
o mundo</span></u><span style="color: black; font-family: Calibri;">, e os alunos estão
cheios de questionamentos sobre a utilidade do que aprendem e sobre o papel
real da escola. Isso se intensifica pela crise de valores, incertezas por causa
da </span><span style="color: red; font-family: Calibri;">idéia fracassada </span><u><span style="color: black; font-family: Calibri;">de
que quanto mais mercado, mais produção e mais oportunidades para todos</span></u><span style="color: black; font-family: Calibri;">.</span></span></div>
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<span style="color: black; font-family: Calibri; font-size: small;"> </span><span style="font-size: small;"><img alt="" src="data:image/png;base64,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" /><span style="color: black; font-family: Calibri;"> </span></span></div>
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<span style="color: black; font-family: Calibri; font-size: small;"><img alt="" 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3qzKaalGfRCh+9adFMa6D0ArwR6/1r0K37QmXG/g949jJd7AvQegFcCvX8zaovOp614LqgfJ+rIsHEcsaYBgDcBvQcAAADeD/QeAAAAeD/QewAAAOD9QO8BAACA9wO9BwAAAN4P9B4AAAB4P9B7AAAA4P1A7wEAAID3A70HAAAA3g/0HgAAAHg/0HsAAADg/UDvAQAAgPcDvQcAAADeD/QeAPB/8MFAAF4M9B4AcJ7n2XWd+ux93/eftgUAkB/oPQDgPA2977ru07YAAPIDvQcAnCf0HoC3A70HAJwn9B6AtwO9fwp1XatoO8/zp21x8HDzQDrQe0BAr38Z0PunUP3HNE2ftsXBw80D6UDvAQG9/mVA75/Cw7vWw80D6UDvAQG9/mVA75/Cw7vWw80D6UDvAQG9/mW8U++P49j+Y993+Y3bX1JsCDUgumvlMpgni3n3nOViZnccR7nEb7jxTk8O0vuilXymeXWKbRH5xplaqALzJvvBoJR4u9OS9NS+nbfp/bIsbdtWf6nrmvfXfd+HYahc9H3Pe0nf9+pKHY6nadLrXBRN0yzL4szXmSm515nvtm06QJt0XWcbrI2s69onG/u+a7OVtSnmpVRpBMdxjOPYNI3TwvS3k6DaJobpyieVwOv3/Z58qfclKlnSfS5LnW5bRDPF3VLCS/Mme1tQ0hAf2PedlCXoSVeX4s748y28Su+drqbxSd04jpf+PY7jZabqDcyO0ZphGMi927ZdZl1VjjbyubIvLzMjXzTXluvOHG1eYpWGMk3TZXZt20anH1rbmmVZiHRdVp3is57s9JBClSzvPkziibZFNFPELYUqMHuytwUlDfEBu2JD5fnm+PNFvEfvSaToum6apmEYzL/bB4USH23bdhxHdSN5xrx01nmetafWdd11Xdd1JJF1Xc17j+Pgo0bl6qumzer5fV3XZVnIMz5xaPNdxB5smOdZ/6p7V7p5cVUaxHEcZpqq3RXk9Suuh8fV9vm39uq6HsdxXdd1Xadp0j7pzPHjnmzrfblKZrrPOI52VdgpJNoW0Uxxt5SowBLJ3hmUFNoHfE9RQXp/c/z5Ll6i9+ZDrh0Kt21T/ZDEi3VdTR+1vWpdV9P/iFor7FcxMoBmPmz6xsFO8VTZsiy8v5ruTkpkBinz72YP9/UBoXlZqjQIFfJ8Q77m6wIptYSU2tbt7sx32zbnMfVP8GSf3peo5Mvus22babn9qJpoW0QzRdxSqAKLOv95S1A6DR/Q1urHguM4grb+3x9/vouX6L1uP2bkahxH4jqSzmCObjkTJwHLOU9vXuNbRCPsWvoRlVlUpa8hfc98iTd/Mmf3fWkKzctSpaE469z8lYk1PCm1rRs96I3tCZ7sLGyhSpZ0n0vLU2yLaKa4li1UgeWc/7wlKJ2WD6SstvlI/Pki3qD3pozJn9fMnsD3GXNkzJ43NZ3Vl4751OmzUOLups3MGhZdIbbTm9aq/m/axtRDqHkpVZoXc8wz6F0hsbZ1Vcvj10M8OWI/XnQlS7rP+XeOI69tEc0UcUuikZ9KNrTXpwellG8zPjP+PIo36L05HCS/y2xy/kpTEZl4wUfJy54j6Vp6WIyZFzj/PsASbzYX36pnW8mzudC8XFWaHYnxNom1rR2Dv93kKzzZR1wlCzN1ri/JYltKM8lvSTTyU8lK7k0PSnFub/PY+PMc3qD3egwnKE4JdU6hnYMZjLpB7/VbDv8UbHYtOziaM8S6Euq65nfrSszLVaXZiQt5ibVtvm04pxJtvsKTL1MuofdmJefVrYhmirgl0chPJSu5Nz0o5Tro6bHx5zm8Qe/jHFrfJZmE0xfbnnSn3ptRpvNjDn46g5G9Vfey6oLMS6zSFLZtm+dZLVEehkFVSKKHRNc2mZhsmoZ/mfgKTz6zVrIwU3Ncmk8/wrbQZoq7JdHIjyQruTdjN0kMBbk6wouB3ovu0s76EL2X49R7ssVWMiwZZF5ilUZwHMfl9l+hYZoste20ahgG52hKop2lPblEJctjPZ9+om1BzRR9S4kKLJfseVdQyq7398efbwF6/5V6zz9Ka3xDVZN1RsflopUg827ub85tu23b6npI9JDE2lYbtIh5dV3bS4qe7MmFKjmL3mexTd5McbcUqsBCySok9+proruJ3AfSrdVA77+VOIfWd33jeH7KnJPzPI2UaGtfc+d4mrkCUW1Etl+wEj0k17lA0zSRmRTyovNYTy5XycLuw4zn57VN0kwRtxSqwHLtIr9XXxPdTbLrPcbzfbxK74NaLuguxu/v1Pu49Vw+g5umMc8CSp9azlWlQUg+DRCXV5batjHrnKT8WE8uV8nC7mPOQBFHLWQb00wRtxQysly7yO9N7ybZ9f7O+PNdvEHv7YPfJWgnu9wEwu+ev1Pv5Tb7sM/fMJfop9gfZJ7kQAIhOh3m9SKub6fXtg9zttX8+2M9+YZK5ruPKaW+QZHstvmaKeKWQkaWK7v83vRukkvvPxJ/vos36D0TC4R38YczmHNgzK836H3iLuTTeBjXm2dM12d21EjMy1WlQUgMiwt56bXtw6xz8++P9eRylWyaxBSZeSotZ5uvmSJuKWRkubLL703vJrn0/iPx57t4Q2mF5yMOw2DqmTkjyLxOXR4NnUvvJcNips0RJ0Gao3/mPJ8k5oaal1Kl0zR1XXf5xVgFn9T595UrKOQl1jazTttcL2n+/bGeXK6STd/zDUr7zoHOYltEM0XcUqgCy7WL4oagdObT+1wd4cW8Qe/PqxMZt21T7we+STXlqXY3NgON70SaXHpvFsGMeiRTMkfoCz3LsvR9bz7kMieWSPqJ0Lz0KpV8utdEj4E71YIsnw4NeYm17dydZa6XtH31mZ5crpLN8irI9LwZnSvX5ydSbItopriWLVSBRZ3/LB+USC7pC2WydIQX8xK9t7+a3HXdOI5935vrZm1/su/Sp1Xwn7LV5NJ74oh932sbyJXkI6F9308GXdfpQpl56eI4Fd18L3FaKDcvsUpD9d7UA/PjpOM4mh/P4CufIa62zVKYtwzDYNaPPZryTE8uV8nmnKvOommaYRjs7+E6U06xLaKZ4lq2UAWWdv7SQUmRUe/PHB3hxbxE709XoCQ0TWM/Au/7TjzVpq5rxjNy6f1p9RmN/EqCfpSWTAybncE5rCo0L7FKSTz11ZUJf9iI6u3635IEhQUnmC8uko+I+6YYn+nJhSrZzJR8q5TADL1G2xbRTNEtW6gCP+X88isvKyev3qd3hBfzHr0//edMNU3D+/pkbZ/VbnHZSfQIEi9OOkbw297s4U1fssuy+NxavR6Zun6Z2vl3qZEvtsrNi65SZucVwzzPdnZd16lK0CEv+tsYQbWtUN7o1IbLpQnP9OQSlUxi/XEcto81TXMZnaNti2im6JYt5KWlnb9QUNIIQ2gQKR3hxbxK7zXbti3LMk3Ttm3yGZrjOPQB1Nu2feo7icoMxaXx6mJV2GVZ8i4jz2VeUJVqnYvY3rPv+7qu0zSt61piZi6utrVVEQ30QE/OW8nOd7vjOHQWQcan2BbRTHEtW8hLizr/w4MSb8nHQ/pzeKfegy/FXDn4mwNuv0besVwAAAP0HjwI/XKfcWQPPBnoPQC3Ab0HT0G/3Gc/zw48Fug9ALcBvQdPQb/cYyT/d4DeA3Ab0HvwFNSC51878erHgd4DcBvQewDAx4DeA3Ab0HsAwMdY11Wd2oZJHABKA70HAAAA3g/0HgAAAHg/0HsAAADg/UDvAQAAgPcDvQcAAADeD/QeAAAAeD/QewAAAOD9QO8BAACA9wO9BwAAAN4P9B4AAAB4P9B7AAAA4P1A7wEAAID3A70HAAAA3g/0/m1s27ZtW6GUSyQLwNehetm+7582BIAAoPevQn9NvO/7vClX/zHPc96UebZtm6ZpmqZ5no/juDNrAGz2fa8M2ra1r4HTgmcCvX8VWu+7rsubsg5w0zTlTZlhWRYzttZ1fVvWADjZtq36C7kATgseC/T+VbxM73VxNJhTAJ/lUu/htOCxQO9fBfT+To7jwDzuc7inOaD34HuB3r+Kl+n9MAwkdD5HWed5Ng3LvmACBHFbc1zq/ZOdFvw40PtX8TK93/e9bVuVb13X4zjelvUl0zSZMT17hYMgbmuOS71/stOCHwd6/ypepvdPBnr/KJ6j9wA8Fjjrq4De3wb0/lFA7wG45OXOuhmk3JuyiTbFhtDb0/Xel12o3ieWWqMXYfnS2ffd2Ubruk7T1Pf9OI7TNAnnUNVdwzB0Xaf2T9s3quzING3btkyRnUau6zqO4zAM5EgDfTFfdfoaZ9H4atGlczr2vu8RVadYlkVVYN/3vgoMMvXSjIjm0BzHoQwex7HrOpXRsixMf5foPe+05q8+fAZEGHwGut8l23+nC3RdNwyDsJXBE3iJ3vd9r/qedrtpmuq6NrtlXdeXWnUcxziOTdNUFk3T8LfnskGxbZu90FcJORO/UvSet1ao93Fm+yBnm9hbmUnwVTW/rquzBfk1XHbxzabXbUp2V/swZ22dRmpvIdeTdWe+diSVTEJ2ULWYDbrvu7P5JMvf7HVqZil8rZ/YghHNoetZz7I7GYbBKaKXen/ptBKDq6oiuecymHc/HqaPVFXVtu26rpJ0wKd4id7rIKVed5iO4TwPS0GGBENvz2KDggmdimEYeBuC9F5irf4vo/fRZvu4jK3kgm3bxnFkDPDVPB9JK6M+JU5S/a1/20hbU33pC/WeNIqdI980Ktzz2sk47b7vjAxolmW5bOLQFoxojuM4nA8TNnVd2woa6pPkAvtXH/oJKa/BvPsxTSy0IbSPgzt5m97P86xDT13XasiLRHOncx/HQa6Z/kP4LJxug8IMzWpQYV3XZVnIwIPTjDi9t21To4X6L+YFPr1PMdtHaGy9lG2n/bzAkPpM13unkUX1XlItkkpwNr1Q7BX2W35iC0Y0h/AW+8Y4n6yS9T6vwbz7OTmOQ97EVWAfB3fyNr3X2BHQdFn7VUPpvW+83QxqvgMy0204/75jOZ+UTVm1o2eE3pvRpG1b8/3gOI7LQmUx20dEbL3kcnxVTxVv27Ysi6oBXZ/p4/lO9Eh1Cb3PRdM0tiVEP5qmUdPJaqaZvBTaKSS2YERzmDVc17VaZ6AYx9EWNjIznaj353kKtVP3xOwG2/DzNfYjQl3XaubeN/sZMXkHbuCden85cugcnHTeZf7Ke3MWG3TnYQRbX2Mra4Te63jhjOanNUrv1PtEs33E6X1d13o+mzxj2c1HUnDav22bOTGpVj/JF4j5Am7XdWoIpO97nX45va/rWvskWSXgTMpZdURLJGfFk0TIFG96C4Y2x7qu1X/PJba1ZPa9ulobUYXrvRNSRrPdsxuss7Ddz8Z+orIfDuzZIhw/9UxeqPeMbJsPqqFZmAP+zhWt6TaYXYtZ76qDtR1eQ/XezJGx2ezPtt6nm+0jIrbWdU1sUOHSxGw+koI8Tsk3gDkDru+hp5De29XinNEnPmDHeqKdZKrL6UKkRKTg6S0YVG86U+bX0Lq1E+cvsCHVaE/D5zXYbgUGe/xGYoOk1OB+XtIqQp0zX2siRpx8PSqXDToE+zqVwuzAJDKG6r0Z9PkrmbKnmy25xWmkfYEzZfLyZBbBTkG4PSlF75mnikJ679xVKCk4uYZkRH6VrA8nJUpvwaB6k0CSKq330R4YbXDQy7fQNvuZDEP6D+S39N50/YhzY/h7023Qj9J8hzRTIJ0qVO/19ZdbBpiyp5stuUUReoGCV8fKommay5ibovfpySa+g57WAlVfo5DXO/5RaXNhzx1EVA5fXnm9SbhZ78n892VPzG4wg/BpTEGuxMFcD+S39N6McZf7yOd5Voti1OkrZsRJ0XvGBv33pmk6P2YITtR7/dp0eT1T9nSzfdyj98zSdN+e5vP79f60ArRkVYqZkXCtnE2EqSX0/jiOeZ77vrfHopm88uq97XuMoBYymIF/ViPwZoAn8Ft6f169ox/HcbmJ3Hdvug2X+dok6r1O53ILDeMdvlkAACAASURBVFP2dLN93KP3pzWBSnBWDvQ+aJ+Yz5iP6L1z44mPcnpvX+nTyKIGM9hNzFzMDAWBhwC9/8eyLPZK4LZt9Rsq78oZ9Z5/Udakr8/XOWbR+2izfdym9+d5mqcm2Ng2Q+/j9J5M+tyv90EHBth5ZdT7y82K9xjMAL1/Gb+l98xYurmtRe3CtwdyeVdOt0H/PfqMqmi9T3lOSjfbx516r1iWxXfkC5FD6L0tBs75e0Jc5WTUe7t91Y72dV2VhfwG1Fw+6ay9jxjMEKT35Ero/QP5Lb03XZ8syNIjuvZ2IA3vyuk2yGfTfYTqvQ4lKXqfbraP+/Vese+7PcJPXkzv0Xvh9qeP6H2KkIQmkkvv7ezsPYQ3rNezN837BthuMJjBXnXvi4328k+cpf9AfkvvzdUxJLrpvzMvqb4elcsGnYJ8h3qcDfb1l1GAKXu62T4+pfcKIvmkSu/Re+fFl/O+9+i9cIU/z816L7nsBr0Xbmq/x2CGy8N8NPbizZRvioJCvE3vKzbo6Akz5lBVRgz4a9JtSDwe4AzXezNSMM/jpvLZZU8328dn9Z4kzuu9L2u5kb6L7ePS7Nncj+j9ac1AR5yqVkjvfelI5JM852XXe/lI/j0G85Am9j3Tp+8qBDfwQr33DcibsmS/xDM/Kfgz5rLYYL4wxXWYUL03n999OV6ep5tuto8b9F4t0nQ2KAmjRMzsoU7doGpiNdRIhf3SrAw+jkN9lt7+1W6U2/TetsfXffZ9H8fRfiDIpffC5iAG2+plb8/Jq/f2t2fI0b9kocMNBvPYTWx/ZcNeYcCfTQ4+xQv1XkHeishwkz3WpF3WKdX8E3QuG86/o/1d1/nGxNSp13anCtV7YjYJ1s6e7Cx7otk+btB7Hc70J0C2bZumyW5NYrZTmDWmsIUGXOGHR30lkudIronQ+9P19Rddk4qu68xryO259F7YHPYAddu2y7Js2+ZbqplX7+WbGlRnvMHgS5y7A9TGJacBeLl/LG/Te9M1m6YZhsH+Fq1TsUwxrut6HMd1Xdd1Nb9Apf/B6320DQpypfk5LBI9mal0ud6TgKIMJoLXtq22ymd5itk+7tR7HmcIYz7eatZ/aMCVnGOTZUk2uSZO70NP3SG3Z5yRETaH/STH8ym91zaXNviSoCa2D/8Hz+Ftet913bquQRupNfxJO0q3nD0qow0KyVfAK9egWYTen1f9WVmrU5Y/qcjN9nGD3tsp2PjeV5h7U97vzytXVONGvhLJcyTXxOn96Tm4wok9HJ1R74XNcfk193Eczew+rvelDZYgbGIy1A+exgv1/vQcR9U0zeUWkXme7dHUrutUKNR9lf8+XqINCmYjuHoFd0ZnPe8QunJq33feWp0yf7B8nNmMVSSahF6gIPJJHji2bfO9QjVNw49GbNtmO0xd1+T7uRIjCdM02RG26zo92WT+SpxKmKOZgu+1jMxk+bxXHUzJSELbtuM42llkaUGNpDmcCSqaplH+aZaaOHyiT9rrDHwQxytnsBC+iX2f6wWP4p16rziOY13XaZrWdRV+kE2x77u+Uf64mtcGfbuaqJumSU3ahaYQkZ3KK8Jaks5tZudClV0RVAP7vqvCzvOcfYeCsmee5694c9JVoc2+v/XlzaH6proyxeFv4wkG666tCAqS4LO8We9/0AYAAADACfT+VTYAAAAATqD3r7IBAAAAcAK9f5UNAAAAgBPo/atsAAAAAJxA719lAwAAAODkJXq/rmvf98MwfPAjjE+wAQAAAHDyEr0HAAAAAAP0HgAAAHg/0HsAAADg/UDvAQAAgPcDvQcAAADeD/QeAAAAeD/QewAAAOD9QO8BAACA9wO9BwAAAN4P9B4AAAB4P9B7AAAA4P1A7wEAAID3A70HAAAA3g/0HgAAAHg/0PsibNu27/tnbViWZfqP4zhCb39CEQC4h23b4PDg9bxE77dtU8I2z3OEtmWk7/vKYF1XcsE9pnZdZ5oxDIP83ssiAPAa9n03vb1t209bBEAp3qD3y7KYPbau6w8aQ4R2mibz13tMXdc1JYTxRQDgTWzbVv3l0xYBUIo3ODfRp6qqtm17iDFELO8xta7rlEcK6D34HaD34Hd4g3ND703GcTTFPmJKEnoPfgfoPfgd3uDcwzCQHvvBdTe8WJY2lQSvZVkiEoHeg98Beg9+hzc4977vbdvqN9pxHD9oDC+WpU01l9pF6zT0HvwO0HvwO8C5M/NZsTyOQ+0sSln5D70HvwP0HvwOcO7MvEAsX1AEAIRA78Hv8BLn1u+1vuVv+747X3zXdZ2mqe/7cRynaZLPpqvTbNSN8zzrv1+KJWPqZhBX3st6yFIEXZl8LvoaSa3qYwm6rhuGQZ1PELe44bKtVfrCxI/jUBU1jmPXdcpPlmXhR1CcNqzrOo7jMAxmbSdmJMT0c3Lwg/YZZ4WUaGtVzGEY+r5PaegsiUfofUb78/qqIrErqayHYei6TnhvxC1FvR34eIPekxMz7B1opEsrX1zXtWmayqLvez67aZrMDW86U6WLl/P3PlOnaTJ/aprGZwApjt5eT/7O7MRLKcI8z+avXdc5syCJOBWOMcYsXdCBP6QSVPjYts3Z1l3XMfFlnme92MLJMAzO253+Rk4xMpduRGckYZ5nZ/XqZjX/SJope1vb61XNxBP3qsQlHqT3ee3P6KuKxK7E3N40jVPCI24p6u2A5w16f9ljyQXbtpmb1pwdw5cX0+Grqur7nrgyEUvGVHIUT+Vfuk9s0FFYGLkSi0CeS4Qa4JwU2PfdGdps5OcDhrZ1Xdd2cDmOQ2iY83bbBnsfpqq3xIwuuWzr86/eF21rRoo0cTtKUhIX9poS9mfxVW1eYlfiNbhytX7oLaW9HVzyi3p/6aaVJ2aR8CdBrvfHcZCffKv3SdzRr1OSyJVehFwacByHJIBqhHsZItrafrwLqiW7BiQ2qLsSM+Ihb+dO7nm2E4qlIvQtOTFxSa8pZH8WXz1zdCX+OUNBWj/ilqLeDiT8ot5LsAfDfZ2qbVums8n1/rSel519m8wIVP8NA0rqIUsRcmmAHd3qulbTjeM4Ot8DJJE0oq0r67XMLGNd12qaVjGOo11XZCRGYoN6t07MiOexbd00jZqpVZO4pK2ZmSwniYlL9L6Q/Vl81TavCu9K5Fe9YmDbtmVZVPuS1o+4pai3Awm/q/d1XZtvxra3kS5hP5y2bWtqLT9LKjHVfiGzB7XIY7X5THBZD1mKkEUD7MkLe9mEPRZ9ubTCWQlVVdV1raPkcRx2fCQpqw8QqLBuZ2E/cpEZa18c77puXddlWfq+VzOpiRkxPLatnctKiDHyFRvpiV/2mnL2Z/HV9K5EzHC28rZtZqEibjlLejsQ8qN6bx80S74xY3sbeUx2dnu7cwbpvT2kb3s8ycK84LIeshQhiwbYL0ySROwS2Uja2q4KO2V+LIEvnTOO++ZNUzJiIDX8wbYmCxWdsZ5kJF+ukZ74Za8pZ38WX03vSsSMiKdqyS36RuZX7AQuzY/qvXOkiDykE28jKQgXJQXp/Xk1pG8/EJgDAJeJZylCFg0glvge5O2HsMshfbsSnLfYQylB08akEi5bWR4QgzJieGxbS3Y0yOdu0xMP7TUZ7c/iq+SniK5km3H5Yh1xi4RobwdCflTvnekwYUvYM/lEJJbYfZv5lTwN8InnKkK6BggfvxTkyssQIGxr+7KgldWhei9POSgjH09u680F7/ZBxQxNPKLXlLNfeJn21VxdqbJomoaX8IhbLoHelwZ6/w8mbNlPxz5jEvXefoM3dYjf6MwnnqsI6RoQFBzJlbn0XpjycRzzPPd9bw+HMvdG6H1cRj6e09b27LIQSTGzJM43VlH70301V1diFtv7dsNH3KLJ6+1ADvT+H0zYslc/+YxJ1PvTGtI3h4LJvaRT8YnnKkK6BsgtsWvjNr0/joMPRsy9QXqfkpGPJ7e1kLhiRiQe2msy2p/uqxm7ElmmQHDuho24pYS3AznQ+388RO99z+zkVcPerQe9v6wEE3KZmXLQfmvbKrkNiRn5eHJbSxAud8iSeAm9F9r/KL0//UcxKpyLEINuKeTtQA70/h9Bw5I+Y9L13h7SV9tayNO0PVUWOjIZV4Sb9Z5ceY/eOzdBTdO0rquaryUbnKL1PjEjH09ua+f8N0FSxlyJh+p9Rvtv1ntfIoRlWXwn//iKJrylkLcDOdD7fzxhvZ6CdAz1mEwejS+PcSWJ5yoCCTHC/T/8YgjfIiPfow+DsIaDlivbS/myrNdLz0heCZ9qa7mkRZAl8dBek8n2gMQZXy3XlfZ9t4fr+XEL/pZy3g7kQO//wYQt4WG3dkZxSkCG9Ou6Jh3befQen3iuIkheKfhE5Adr2O+pl6dqS8LK6TqBRKcseanNovfpGfmw29p54w1tbVsif/2NKGZE4qG9JqP96b5atCud1piiZJ+h75Zy3g7kQO//wb/rkNdr+wAT5+xUnBLYUYY5ZkeeeKEi2NsELhORnPxjX8Z8x4gxr65rEqPtKGm+uUoCEwlq5fSez4jhsW0dfRSBk/TELxurnP3pvmqbl7Er2RZK9N53S1FvB0Kg9//g9d5+ym7bVo+e+db1ZJzZNZEc+mEnnqUI9rOIuuY4jn3fhYnYl5mnvZ6ek0QlW+TtSiAGrOvKSxSxzQ6gdjVm0fuIjBie3Na+4+f2fR/HMUhQ0xO/bKxy9qf7qtO80K60LIv+FjaBCLAuWsQtRb0dCIHe/4PXe2fsuyRa75mPm/mezS8Tz1KE03XAZ0Qivq+5dF3nfNaJeyORQEKP/UbVtu2yLNu2+dYlxbVyekYMduISbmtr/UEXRdd15jXCMmZJXNJYhexP91WfeVVIV9JKrAu1bZsqFLlRPyVE3FLU24EQ6P0/Lk9vlnwCMtfKbUabfVN0ksTTi3DKDiHJkohG/j3siBhq16d8i7AiupUTM+KRtDV/nu75ibauAvU+MXFJYxWyP4uvhppndyXfOA3BfEqIuOUs7O1AAvT+H5KvNfAuq1bAMYkELff1Den7lC+umKFFUNiDbyYqKl0mokYFmXQUZHySx7kGikncOTZ7+UHxcRzNakx5qkvJ6BJ+Vkh/t5RP/862rvwz0AwpiQsbq4T9WXw1yDxnV5I8dlwe3X15y1ne28Elb9B7MlJk+9nlBQoS13yzxdM02V7bNI1eaGP+Sja9CC1ROGfvmNlBeeIpReAT6bpOTxJLEjmOYxgGXxTwfTqTwRm+t22zx6WbpuG3JDl1TteSOU9J3rqCWjklIwnOVzHdTMIvkt3Q1qqixnGUP9tlSVzeWNntz+irl+bxXWnbNt9rQNM0vs0dobcoino74HmD3n8ENV81TdM8z8w3Kp5MliKYicRFap3Osix6QnRd17jUmNc1tcQstLzrut7T0EUz0okvy2JWbNAXSHO19b7vZlvP85xxk1vRxPNmkd1XdbLRXUk3sXIVSdYRt5w3ditgAr0Hr6LoASnvA18c/yDwVXAz8DDwKhBDg4DefxD4KrgZeBh4FYihQUDvPwh8FdwMPAy8CsTQIKD3HwS+Cm4GHgZeBWJoEND7DwJfBTcDDwOvAjE0COj9B4GvgpuBh4G3Mc+zuRnp0+Y8GnMzFcT+fuCr4E6g9wAAAMD7gd4DAAAA7wd6DwAAALwf6D0AAADwfqD3AAAAwPuB3gMAAADvB3oPAAAAvB/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wAAAMD7gd4DEdu27fv+aSsA+A62bUOXAU8Deg8u6Pve/EQ3vtoJAMO+72Z/adv20xYB8H+g9+CCruvM+IWvpAPAsG1b9ZdPWwTA/4Evggug9wDIgd6DxwJfBBdA78/zPI4DM7JAAvQePBb4IrgAej/Ps1kDfd9/2iLwXKD34LHAF8EF0Ptpmswa6Lru0xaB5wK9B48FvggugN5D74Ec6D14LPBFcAH0HnoP5EDvwWN5my8ex7EsyzRN4zh2XTeO4zRNy7Icx8Hcte+7Wo1FLlvXdZqmvu+HYZimiV+r5UxkXddxHIdhmOeZuVfZPAxD3/fTNM3zfLku7NJmVXb5+jJlg7rRtDZU73OVRVh1hDgH8KGsGobBrIG2bTcD5vbszdp1nUrHWZx93+VNn8XnCdu2TdOk7FS3S4osJ6I+JWT3GZ/eR/fNM7ZuI3pW3toAj+I9ej/Pc9u2lZ9hGJwuS/qnumbbtqZp7ES6rpMkovohOalmHEf7RqIlJC+fnDizW9fVafPl+rJpmuq6JnfVda2kXa73GcsiqTpCtAP4WJaFSY237YZmNRti33fSTApf02fxeROnC2natk08pimuPi/J7jOnR+99dStZ+xldt6E9q0RtgEfxBr0/jsPZl2zqurb9lfSKbdvGcUxPxI6/ZBx433emG2uWZbGLHGozc8gXE0mrqur7noQAp97nLctl1RESHcAHGcb3UbRZ+dZRwZp/LnE2fRaf1+UVVv4wDMKaz1WfDIV85nTpPe9ITN9MrFt5zypXG+BRvEHvhXHZ9G8T0iv4J1x9TUQiZtbCKKawX18ibHbqdFDV+dK5oSy83ic6QGKyn21WXqcVdpNl8fnzPI/jkJe3ko3TmCTWJ0Mhnzlden+Js2+m1628Z5WrDfAo3qb3dV2ruT3FOI52nyGTXhH9s7LeJySJmGN3pO81TaNmyNTkGXnWbpqGFDnC5rquSSK+gNK2LRNo7Nh0Q1n4Yc9EB/ARMZ5/f7NKyJWR/Q5tS0hd12p2eRxH5ytjkCon1idDIZ85M/VNu+wRdSvvWeVqAzyKN+j9uq7Vf7HA/pV8vqKqKrJKxdkr6rrWqR3HYfc9okC+rtV13bquy7L0fa+n2YiQOHs76WNkis5nsy7atm12LyXhwH6ob9tWD9Y5U6gsvS9UFl/VOUl0AAa13Em4Xq9cs+pykZN/nO3ibDjJM26oz9vPQ/ZjmT0fIT+tKL0+Gcr5TJa+maVu5T2rXG2AR/EGvT/Pk39p4Fec2b2irmv7AdZ+oOYTqfwTlmTJjLOPETEmSUlsVn2Y6aWkRMKXDFJ7JcrCVJ2PFAe4RLgf755mdc7ok7xstbh884vwefvl21kt9pyx8zKb9PrkKeQzWfpmlroN6llFexB4CC/Rex4SFC713un69quVeZmdCPMeQ66ULPgnGmNn5xxhI68RpOAkBeFCPD6RLGXJfmAt7wCht/v0/p5mta9xvmzxjZvF5yVmnC5tEw7pp9dnCtE+U6JvxtVtxp6V2IPAQ4DeS8/HsC8zXziEiTiv3FzYoTbCZuapXBjxIxIpVJYUbtD726riOA5Jw/G7KtJ9XqhqCnKlpP6z1GcKGfXeeVlQt4qr24w9C3r/Dl6l98dxzPPc971zL7LPWeW9IkvXEq4Cs4mwmYkp9puBz2AmkTvLIiHOAS6R6P2dVUGucep96ByWr+y+qgsSWl8iDFnqU0J2n0nvm7nqNqJnFepB4CG8RO+P4+AdlHHWm/U+YgucnWB6TLHN8BkclEi5svCkOMAlEr2/syrINR/Re7n/nFeDDU6y1CdPIZ+5s2+ebN0G9ayiPQg8hDfofdAmXdtZv0LvL1feOvN6pt7HlYUh0QEuKaf3cVVBroHea+Tz0+V85hv1vnQPAg/hDXrv3Dg0TdO6rmqSjyxpfpreOycmCSSR9Jhij5f6DA4KTOXKwpDoAJfE6X25qrAzsq95lN77EmHIUp8M5XwmvW/mqlt5K5fuQeAhfL3e2z5t79vJsl4vdCms3OAspXZedv96vXJlkd8e6gCXxK3XC8oiKBFJw2XRe8bn7Z98a8rsBYaSXfJZ6lOeeEafSe+buepWaMkNPQg8hK/X+4h3r8vY59zpa+97NjcIycOTcH01T3pMsc1wnnVqZ8QnUq4sPtIdIEsWd1aFJKNQvQ/1efkZLPZIkuQA9iz16aOoz6T3zVx1K7QkV20cxxE6ygJu5if0nhzccRn76romXmv3QHICRpBokWNMIjbFpseU09oBbJ+345zVI4ncVhYf6Q4QmoXPwtuqglyTRe8jfF5yXpN9GfN5GP7GjKcyFPWZLH0zS91m1PvL2jAfDZ1nN4En8Da9tzuG/Y5yGfvIZeu6XspekGjZ+uE79Grf93Ec7UiXJabYNdO2re6ovgVTJJHbyuIj3QEuscdXdRnVBKfTknJVQa7JovfkMonP2+U1z2M+PYfyyj9kl16fwpTz+kyWvpmlbuP0PqI27EfD7EdmgSx8vd7brta27bIs27Yty+L8JJQw9jHYXSJUtJzfm1cfw1B0XWdeE5cdH1PsIVMJduC7pyw+0h3gEr6izNB2T1WQazLqPYPk+HpF27Zd1zlrXv5yn6U+fRT1mSx901n20LoVWlIihOIbes/k6/X+dB0izZMe++zptFDRCj1OJC67y5gi+Zrq5dLce8rCkOgAEpgvxpqh7Z6qINfco/fOKeSg8kZ8Oj2xPhnK+Uyuvplet/KelT2EQu+fyRv0/vJD0eM4mg4tWbvEpOYcVIwQrWVZhHteo4cTJF+54Lu6WsR3mcgNZWFIdAAJjEDaX40rXRXkmlzr9RhTme/QCMtLhqPlpNQnQzmfydg3E+s2aBFx3hCK8fxn8ga9Vzi/G9Y0jYqG5nqTy+/hqj/aHwdrmsa3lYiMiQnHLY/jGIaB6Wlt247jaHdmYXakTnxTp9M02Tboqjv/Di36aqB0WS6JdgAhTpeo69qukNJVYabse2kmC6wuP7zrKyDj88Ly+r6yKie6Pi8p4TN5+2ZK3Yb2rJTaMJ8G7LWf4CG8R+8V67qqib15noVrRJmn4H3fQ1OLY9/3ZVn0rOQ8z/d3mG3bshT2s2WJcIAgdOkk5XpCszop5PNqxleXd13XuHd6H4Xqs7TPZKF03Wqia2Pfd+zHezhv0/sIip7sAcADgc8D8IOgnyP2gZ8DPg/AD4J+jtgHfg74PAA/CPo5Yh/4OeDzAPwg6OeIfeDngM8D8IOgnyP2gZ8DPg/AD4J+fp7nOc+zudHl0+YAUBz4PAC/BvQeAAAAeD/QewAAAOD9QO8BAACA9wO9BwAAAN4P9B4AAAB4P9B7AAAA4P1A7wEAAID3A70HAAAA3g/0HgAAAHg/0HsAAADg/UDvAQAAgPcDvQcAAADeD/QeAAAAeD/QewDAT7Bt27Zt+75/2hAAPgP0HgDwcvZ9rwzati2Ry7Zt6vvC8zwfx1EiCwBSeI/eb/+B53cAgMm2bdVfsmexLIuZfl3X2bMAIJGX6H1d12Znm+f50xYBAJ7CDXrfdR3JYtu27LkAkMJL9J70tGmaPm3RP47jwMDDc0Bz/CDP0Xu4H/gg0PuyzPNsGtb3/act+mnQHL/JDXo/DAPJwlZ0uB/4LND7skzTZBrWdd2nLfpp0By/yQ16v+9727Yq8bqux3G0r4H7gc8CvS8LevijQHP8JjfovQS4H/gs0PuyoIc/CjTHbwK9B+D8Hb3f910tkyH7Ytd1naap7/txHKdpEi6iUXcNw9B1ndpua9+osiOzem3bbgYSI9d1HcdxGAay6UBfzC8D5rcp8tWiS+fcTLzve0TVKZZlURXY972vAoNMvTQjojnsFNTu6q7rhmEQmk3s5H1GwnEcqvY0wnXgcfZ/ykMSa9tOLVTvI1xUr8WzWyQlGmTv4L6Qokuhyj6OY9d1qu2WZcGJAi/gJ/Se9HbVMdZ1bZqmsuAX0UzTRPb+aZqm0V2ObMb1YU7yOY3s+955PVn443tRIGuGSfcOqhazSvd9t1cjV7L1R/ayJrMUvtCW2IIRzWHCNHpVVW3bruvKFFnoM5ccx+GrvaZpmD2o0fZ/xEMSa1tSkIrV+zgXJUf6mPvvI9yvXAf3hRSVqV6C4GQYBqj+V/OLer9t2ziOjFv7jt/iO0NldEsycHd5vdNIO2L60heGg8tqYSJd9V9o4IMXc3LZvu9MHNcsy2Lfm9iCEc2hbXZqm80wDIk+w7Msy2Xt2ZKfaP/9HpJY2z6Eep/RRc0sItyvUAf3hZTjOIQ1X9c1JP97+UW9vwzBdgrnefICY3aeM4feO40sqveSapFUgnPxhDCSKpzDoaGmmmbE6f1xHHKbK9fwQJDPMJB3x9vsv9ND0q1lkOh9Xhetnqf3TEgRWsgbA57PL+q9BPs4TDsLNT62bduyLKrj6Z6QPp7vRA+HlggHuWiaxraExJqmadSMoJosJO8WdgqJLRg3nm/Hx7qu1VzyOI7O9yEiA+RX3mcY7Lzquu66rus600iSVLr9H/SQCGsZJHqf3UX1TxHud1sHVyHFzK6ua7VkQTGOo/0YhMOCvpTf1fu6rvX457Zttk+b0YSk4Ox+27aZM4tqpYx8hY6vc3Zdt67rsix93+v0y4WDuq71cCWZRHQm5aw6Eg4kR4uTRMgcbXoLhjaHHaPtuWd7cNu8JsJnnNiWkNHs4zhUQ5u5p9vPVHtpD4mzluFS70u4qPlrqPsV1Xs7pKzrWv33iGPnYg8v4cDyL+VH9b6uaxJxlMf7fJqkIA808h04zs7pm6csFA7sanHO15KgYAdrErzIEiFnTCElIgVPb8Ggejtdb3vOy+wJUZ/N0YepCS1ZlsWskHT77SI4qz2Lh2SxluFS70u46GUKjPuV03tfSOEHS/iMwLfwo3rvHI8iz+9mInYKwifcFL1nFKJQOHDuKpQUnK9/8qtzvQ//NpzegkH1Ztvsa277IUPHzWif4S1xSlEJ+51FuMdD4qxluBRj8msWF7VT+LjeRz90Enug91/Kj+q9MxG+81QW/CYoRYrepycbGg7sFI7jINc4Iyx5P+MflTYX9shwROVcvoUI6034eKEgV5qZVhYSn+EtkayOzmX/pzwkztqgCuF/LeSiH9d7SV1J7IHefynQ+3/wnYdZeMxsS/12vT+tunVGcyYj4WIlmwhTc+k9H9n5+jEzjfOZaEuy23+Ph+SyloEvyG0u+ny9Uq36JQAAIABJREFUP45jnue+753HJ/gyAt8C9P4fl2pBJvkIiV/IeKveB2318Rlzs97bNjsvUzBvrmeUz0Rbkt3+T3lInLUMfEFuc9En671e9SkBev+lQO//IVmTMs8zs0nXXgsDvY8LppcLxSPKK6+3vAoU6jPRlmS3H3rPEOGij9X7oLMH7IzAtwC9/4d8DeqyLL6zR+L21ciNDEr2mXrvnBwlxFXOR/SeXOlzG7nPRFuS3f4H6r2wtgmhel/IRR+r97Znqi3467qqwpJdGND7LwV6/4/QPSf7vtujteSp/x69F+5f+ojeZ1k0dLPe2+vAfSvI7NVq/H56ic/EWVLC/ns8pFxtCwtym4tG633RDm5fZu8BwXq9dwC9/0fcHlMSvkkfvkfvnRfbCX5E74Xrt3lu1nv5ASP2Ui/JKjzeZ3hLJG6Zy/57PKR0bV8W5DYXjdZ7Z2q5OrjEKuj9O4De/yNO70nivN77spYb6bvY/jSWPSH3Eb0/reNgIzYBF9J7ppKJzc4D1+zLmI/BMMXhj9Ql7eizpOs6s2Kz2P8pD8lb25KC3OOiKdGgXAeX6D15QrV7lvk9J/MERvAooPf/4DeV1XXtfAIgPYFECnusUq/PUnNjoUYq7DcSZfBxHOqj4/av0dVCromI5rY9vkVq+76P42hH21x6L28O2+a2bc23yeM47FlPM8xF+wzBPsCOfBNWrwc0I3W6/edHPSTCWobLgtzjonL3u7ODk9Tshy3bA22vJu0r+SoEuB/o/T8kS4r0Nzy2bZumyd7BQmKQs99qmOPWfUZqhN+vTK8Wck1END+tl9TKqElF13XmNeT2XHovbw6nzVVVtW1LvlJj/mTeHu0zQTabkCCbaL+82sk1uTwk1FoGSUFucNEg97utg9vzKW3bLsuybZtvkSn0/kuB3v8jfVOZMwYxXxE1e0Wo3ksOCeFX1d4ZzUOPNCG3Z5yRETZHqM32d8FTfIbAfJamnP3yaifX3OAhoV9hlxTkHhfN635ZOvjp+jABD/T+S4He/yNokbmNL3Az96a835+eT5Vo1IRferWQa+Ki+fl3ho/HHlHMqPfC5giymQw+X2Zk3ugsiI3k6cEeJ0ixX17t5JrSHuKzlkFYkBtcNMj97ung53kex8EXfBxHswUv9Z4/VQJ8ipfoPRn7Irt0yICVL8iS3mXPZfqegpum4Rf3bdvm/IQ5+X6uxEjCNE12R+26Tu9oMn+NqxYzBd97FZmQ9u2SOo5jGAYmsrRtO46jnUWWFtRImkNos+8TojqjaJ8JSm0YBmYPW7T9T/MQ3loGeecq7aJnoPvd0ME1zseLpmnUA5zZgvYGCj4Cg4fwEr2/EzULqyAfIeXZ931Zlmma5nmO2PAjMWme59BXn4+gq0KbnbdCgmwQ5q6mM7XN67rKqzraZ2yO4zCbW15vKfbfz8etLe2iQe53Zwdf11XnJXRUsg4xaGkFuBPoPQAAgHjIsFPK4ywoCvQeAABAJGTWIHSWCtwJ9B4AAEAk5qw/luU/HOg9AACAGMwTBUI3SYL7gd4DAACIwTwZAmfoPh/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wAAAMD7gd4DAAAA7wd6DwAAALwf6D0AAADwfqD3AAAAwPuB3gMAAADvB3oPAAAAvB/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heu9mWZbpP47j8F22bdu2bfu+32mbkCfbFo2wXcDv8IKuCsA9QO8ddF1XGQzDYF+z77t5Tdu299vp48m2pSBpF/BT5Oqq27apJ4Z5nvEcCd4K9J6yrqtELLdtq/5ys50MT7YtGmG7gN8hV1ddlsX8ta7r8rYD8AHeoAR5qeta0vOfrKlPti0aYbuA3yFXVyWDBFVVbdtW2HYAPsAblCAj4ziaEYSZ7Xuypj7Ztjjk7ZLCcRyY5f0WMnZV6D34Eb5eCTJC4sKyLPKLH6WpT7YtgqB2iWaeZzOXvu9L5AKykLerDsNALsADH3gl360Eeen7Xnf4aZr4i5+sqU+2LYKgdolmmiazxrquK5QRSCdvV933vW1b9VNd1+M4FjMcgE/y3UqQFz2cK1mg+2RNfbJtEQS1SzTQ+y/iNV0VgDuB60fy5CDyZNseC/T+raA7AKB4oesfx2EewTFN0+XqG33LOI5d143jOE3Tsiz88R1BQURu1b7v238wCepr7LnGiACn9x93XTcMg9qIXHQWc13XaZqGYei6js9Ov8xd1hhpL5VF3/eqQX3pq3vJJG7btpsBUxDVrMMw9H0fWm/ySsiYaTQR3eRMbp10GyTd4dLHiNnf0mQAmLxK74/jsJfeKJqmmefZvmWeZz1152QYBmcokWtqkFVk1ZjvLZOsKCaJBOn9NE3mviZC27brujK3R8Dk2DQNCYKkLPa2K3KBun1d16Zp7PTtVXhk77UP55yur1mrquq6jleOoErIlWk0ubpJaOuUsKFyzd+bv/q29n1XkwFg8x69X5aF0S2FqYvHcTiDjk1d13YcEWpqqFXCUWWi92TJktC2fd+FNZDxJDs+ZNtFviwLuWDbNnOnlg05lYVUuNCqfd8vm7XyrxsPrYQsmcaRt5uEtk4JG6orF7IvOL+qyQDw8RK9J0/okj4pDPS+ziyJEelWldP74zgkkUiTZdEyH+udRQ4N1pdxufpbXRF6LwziCvvtLaIS0jONJm83CW2dEjZU4Xr/XU0GgI+X6L39+F/Xddd1XdeZIcanrHVdq0k1xTiOdkflx5ntGJFulTOIKNL13o68dV2rmftxHJ2vU+khiSSoZ223bVuWRRUqUe8lmAO2EeP5pOqaplHzx2pqmVRd0zTplZCeaTTZu8kl9nB66a56eQH59eFNBoCPN+i9HbLJ+PNxHKpPmhOE6vBt1QntNO1X89A58jir7tF72zZ76tSedEw8goZY5Szatm1kuUCc3td1rdtr2zZbEsxnF7WgTLheT3LWOsnOLFFcJSRmmkL2bhLaOiVsICnwF3xdkwHg4w16bz9HOy9blsV+8GeSTdTUOKvu0XuhbfY5o87LhBCrhE8PEcHaPl2VfFilsiThFNe8edJL5Zl5JUmZz3lxlZCYaSJ5u0lc6xTtqkF6/xVNBoCTN+g96au5Fr+Q3hgaROKsukfvya/OnQunKxCnDOnbVvnyDSqLfYFzpTR5l7qcJPbVPMlLsiDcTCquEhIzLUpoN4lrnbw2kNuD9P4FTQZ+lq/Xe7s35jqFLSWIRFt1g94LQ7CCXJl4nG1l4dsnKSyL5AIFX2OnrObtvDYXZFMlMSm0ErJkWo5ErVVctk5RG0Kfj7+9ycDP8vUelt5njuOY57nve3v4OjqIRFt1g94H2cZXQijMOufozdN36r1wcZ9NSiVkyTSdEt1EI9T7QjZcXvClTQYA4es9zN6rI79Xr5iTEBREoq26Qe+DbCMz/Yl6f1rzmgR719+j9D5oYxhjUlAl5Mo0mnLdRHPZOkVtkBj5XU0GgJOv97BoZQ3aHVtB710ZxTHPM1PzZNXSC/TeucJLXgkZM42gaDfR8K1T2gahkd/SZAD4+F29tzegq32967qq2TWyQes39Z5cmUXvFcuy+E5fMVcFPlzvnfOyhMRKyJ5pEEW7iYZvndI2CI1UPL/JAPDx9XpvryGXfIXC7uH2+vmURUBxVtmZCnfKFbLtOA5yZfYtwvu+2yOl5ovOo/Q+SBjk8JVQKFMJpbuJhmmdG2yIqOHHNhkADF/viPZpG5J30IiXuaAgEmeVnakzUthZJ9rmW2lsLzsq9AV6Ejr5DWzk3jv13n4Ayvha5quEopnylO4mGqZ1brAhWp4f2GQAMHy93p/W5l3f5626rtMP4JIgQjpzaBCJsMqZrH1YmD2JGGobOcvTZxu5jHzLxPwUUF3XKcceEIOfoPe+dEidZJxzZSohS6YR7XVDN1Ek6n2iDdF6/8AmA4DhDXpvn/xKvuKqF9roDkmCiC14dpqhQSTCqtP1ZqCyPo5j33ffOqBQ2+x02rY1392P47AnKUm4ITH68rQQFbyc4xwkXn9kPN+e5tArsNQ8sa/qfMei7fs+jiMJ9HGVkJipswYkp7vc0E2ctjF6X8IG/oLvajIAGN6g906NdKI7jD2m3bbtsizbtvnW44QGkQirFMJPf6bYdlrDD4q2bcm3fMyfSAqhwUhHQP1hnm3bpmmy91mZDxa36T3fXmY4tqtOl0jRdZ15TXolJGYa117nLd3ksnVusIG/4LuaDACGN+j96TpDxonZYeTbeRURgSzCqlN2WEf6ouigI0GcnxWP1nse8mBxm96f7DfOzdKFnqaSXgmJmTprQCgeN3STy9YpbYNQ73me02QA+HiJ3p+ybmk+gF9+AH4cR7O/xQWyUKsU9hCliZrRN/8SZ5s5O8hAhvo1JBhdfu3DtsqZ1+VdoRc4rXXqPWOhc1j+sjiVNf4cVwmJmTprQPh1lnu6Cd86pW3gL/i6JgPAx3v0/jzPbdt8rwLDMDh3nTmVtWkaNV9rzs+RdXNkmNHX4eOsOs9zmiY7UnRdp683fyXb5OS2HccxDIMvJPm+QKog8w6SrXpMVTRN49Tgy7IIC0sa2leubdvs+ZS6ru3S8VWnLBnH0X5UiqiE9EzPqPby1Z62Nlc3kbROORsuL/jGJgPA5lV6rziOQ02wTdM0z7NkJ8y6rvp64Ub5G6w6z9O8pdBeOJ3Rsix6ZnFdVz47srqNeaTwZafzsr9T/HH2fVe1IWkpfXF040ZUQmimie2lEyndTR5uw9c1GQAmL9R7cAPkdedpgg0IaK+vA00GsgO9B8GQ8U9+PBN8HLTX14EmAyWA3oNgzJlUrBl+PmivrwNNBkoAvQdhmPvUnfv0wKNAe30daDJQCOg9CMM8VAAHfD4ftNfXgSYDhYDeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wAAAMD7gd4DAAAA7wd6DwAAALwf6D0AAADwfqD3AAAAwPuB3gMAAADvB3oPAAAAvB/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wA8nW3btm3b9/3ThgAAvhjoPSjLPM9d19V13bbtMAzHceifjuNo27aqqr7vP2jhk9n3vTJo2/bTFv0E27ZN0zRN0zzPpscC8NVA70FBhmGoLOZ5Vr+u66r/+Fk7H8u2baT2Pm3R+1mWxazwuq4/bREAeUD4AKUgcdOk67ppmuq6Vv9tmubTxj4U6P39dF1H6nzbtk8bBUAGED5AKfq+NweifdpfVdUwDJ829qFA7+9HqPfHcWBdBfguED5AKXTcHMdR/cV8AtDUdY0pUh/Q+/uxJ6FsRZ/n2bwAC1DAV4DwAUqh9X5dV/3HZVmaptGBsus6vB4xQO/vZ993PRxV17V+WjWZpslslK7r7rcTgFAQPkBB1ICn/Xc1ForX+kug988Eeg++EYQPAJ4L9P6ZQO/BN/LO8LEsyzRNwzD0fa820TKDxpuB75p9333X6J/I2+q6rtM09X0/DMM0TfyotTORdV3HcRyGQW9gSy8sQRk5DINaMC+5N+KW4ziUkeM4dl03juM0TcuyBL3f6y3RXdepKg0qafaUI5osoh6y632KtxRNPMKvTqNKNb5eHNReei2enZr6I5njb9tWEkaydAQAonmb3js3fOtncLsrmnPJlWevLXmWN9fmkHCs+u22bSRZbYCzY5NEVJgjS9uck4ihhSWF0tvhCE3TOENtxC3zPF+uzL8Mdky+VVW1bWuuDwgiOuXQJouuh4x6n+ItRROP8KvzPI/j8GXaNA3R76D2ImccmTGB2WLqTEqTpSMAkMh79H7fdyZ2a5ZlMe8iWl5V1TRNJGWSrBmASBzZtm0cRyZ351p0OxF7RxAZMIwrrIYPPXZ2Ebccx+F86LFh1ufv+y5MJHRHX2LK8iZLrIcsep/oLUUTj3DF8zyXZbnM1JT8oC7G1LkdLi5tztIRAMjCS/ReGHQU5G2Df8Un7xAk+pPQcBm8KteRqJJEzAiSUtjzPPknEju7uFuEkdF5r+I4DnkxK88QiJP0lOVNllgP6Xqf6C1FE4/wq9N6/5bcGNTF8up9ekcAIBcv0XvSgZumUbNiasKMKDo5zc0eo9Ov+MdxkJ/IA7gdGiSQdx1JIuYkQkphz/O0C6tGLLZtW5ZFvfeQuBNxixnm6rpWE7qKcRxtkbCHbe2gXNe1ml8fx9H5ziSUq/SU5U2WWA/pep/oLUUTJ0WT+NVpPaCriu26rus60x5G753oLsbUecR4fnpHACAXb9B7yXnXpF+ReVlbAJSuk5d7e6jfGUfqutaKrj8JY0JO5/AFo67r1nVdlqXve21wYmFJXs73iW3bEm85/zsbXwmAfb39ikYmXO3Aah9pYk/fSo49yZKyvMkS6yFR79O7RrnE4/zKbj4y5HYch3pQYNbZMO3lvNhMX637k6/XS3QAADLyBr0n626c/YqMqvHD8tV/y2fMvzjDmX1jXdf2E7r9RsInYluYq7AkL4lARtyib2R+JROo5FnKfnGUJFIJ5DBLykFNllIPiXqf3jXKJR7nV8LmW5aFWWdz2V6XdR60Hy/FAQDIyBv0nnROyTpnu3/a8Z1EFmc/tEODs2+T0zfJZXYiTOxLLKyd1+X7RMQtEkjEJNUrzNH8wh5T/9lTDmoyHr4eEvWe3BvXNQolHudX5BbhGsOg9squ9zy8AwCQka/Xe6fi2tiKS9Kxp+pNfK8RwnBsX2bGKXlMz1JYZ+n4UBtxyyVMmLOLyUxqkiv5cJkr5SzL5hXl9D5X1yiXeGXB+5WdqXBBe1A1Qu/BW/l6vReuoLGxk2L2EPteI+RxhFwWJx5ZCsssivZtAo64RXMcxzzPfd/bIygmZoUEKRCTjk2ulCNkOKIe4jLSZOwahRIP9au4R5PzGXof5wAAZOTr9T5ouwvfh32v+M6Ze8XNep+rsM7v1GmcG9sibtErpySYFWIX01chpzWhy4fLXCkH6Ud0PYRmdFlYIXcmHuRXQc1n8lm9T3EAADLyo3rvnL1jXll8s8JfoffOws7zzOycdi5lCrolaGd29V69T6mHoIwkhZUgXIjwEVf8Rr1PdAAAMvJCvXfOIxKcSTHdMnH+/iym99GFVSzL4jsjyHej8BbnLsRpmtZ1VVYxex2DwjpTsZIKjEtZ3mQp9RCUkaSwid5SNHGJX32j3ic6AAAZ+Xq9TwmIJqQD29rvnMIX5h662Lt0YQn7vtvDqvx7Hn+Lbadde8wyJbu6mEPUyZX89vFcKQsbIrEe5BkJc5ff+6nEeb+SN1+KtRn1Pt0BAMjI1+u9HZfl7yhMIuu6EskX7r93PhbYKwHNtUjyYJSlsD5InJUsQfLdIomGTJiTH0JiT8HwiwdzpSxsssR6kGfkpKi3fMQV7eYTquOn9D7dAQDIyNfr/WmdZhOxE5roseqW9mJgyfl6dV2TwGcHKTI7EBSM0gvrg5gh0XvfLZIwR2I6qVvJdwvty+xvE1zeEpdyRr3n6yHxNbqctxRNnHFFyVP4eZ5d1/Hn68lzd14snFlId4Dz78eBzLM7AQjlDXpv9z3fyVn7vo/jeHk2qhbsS22w7yWd1h4nsLt0UDBKLKyKHc53CBJ39I0Rt9iTI+RGe8CDpG8Xs21b8w3beVCxJBRmSTlO7yPqIVHvE72laOIRfnW6aox8tliv/uPP9mHKJbnYnlnQZVcT884qinCA0zoKDN/UAdG8Qe9P11I7/QUURdd15jXmvaQ7mTHr8rBun94zSB4ayhVWByB9y7Zt6haSpla4iFvsIY22bZdl2bbNtyzLDnPO5ZNt25LPopg/XXhJvpSFTZZeD+nT5CneUjTxCL86r87FMimq97wZ+gElS0eA3oNcvETvQ0//YG4kE8D20ff8PO4l9oRxaEyPLuwp3kZlKlzELafrfGIe5zCm/Pagb4enpyxvssR6SNf7FG8pmnicX52uiTYnRfX+dC28d2ad3hGg9yAXL9H78+8sF4/5hk3k3B6QtCMaH0f4COgc8IyI6XGFdeZlczlXfXnLKfjG/DiOZiBzjusKi0kG5CUkphy0xDKlHrIsg4/2lqKJx/mVQvKsEHdktfxixn5zAiK9IzADkAAE8R69P8/zOI5hGJje1bbtOI46gpPRNt87InmQN8OWMzRs22aPCjRN49sqRswQjkuHFta02ffO0TSNU3cjblE4jyhumkZNcJrTtL518nwxfZ8ZTa9APuXQJouuhzjfCC1s5feWoolH+xV/7zAMZJ9eUDXKL3b29Lqu7Z6e0hFIFvIPFgNAeJXea/Z9X5ZFTyLO85xxs5AJ8yqw77vOXbhLOI7owqrpUgX5fmjGW87zXNc1vSrUlKfOfV3XOHG6M2VClnpIpGjXuNMVFcdx6HvLdXMeXepLAyIcgCwMjH7gA+B8q97fRtEjTQAAPw4Zw/jUYyJ4B9CnJKD3AIBCkJkFfoIDgEugT0lA7wEAhTBn/bEsH6QDfUoCeg8AKIG5xT9ouykAPqBPSUDvAQAlMI8ZwBm6IAvQpySg9wAAAL4C6FMq8zybW7k+bQ4AAADgAHoPAAAAvB/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wAAAMD7gd4DAAAA7wd6DwAAALwf6D0AAADwfqD3AAAAwPuB3gMAAADvB3oPAAAAvB/oPQAAAPB+oPcAAADA+4Hegxcyz3PXdXVdt207DMNxHPqn4zjatq2qqu/7D1oIAAA3A70Hb2MYhspinmf167qu+o+ftRMAAO4EIQ+8imVZbLFXdF03TVNd1+q/TdN82lgAALgP6D14FX3fa4FX4/Y+hmH4tLEv4TiObdu2bdv3/dO2AAC8QO/Bq+i6Tsn5OI7qL+YTgKaua3NSH0Qzz7NZsVgVAcBjgd6DV6H1fl1X/cdlWZqmMQf28Saai2mayKTJpy0CALiB3oO3ocaW7b+rYWe81ucFeg/AtwC9BwDEA70H4Ft4od4fx7Esy2TgfNuz2bZNXd913TAM0zTN83w58Lvvu3qhJC+O67qqpFQ6ztfKfd+naer7fhzHaZr4vPiM+r5XNgtHqnUtjePYdZ0yYFkW/vXXacO6ruM4DsOg97ylZ+RM4Z4GJaish2Ho+z40BdU0wzBoN3j4PEJQYZUnkN2PbdtuBr57o9s0lCf0GpJpkD9E3JKxa58F4piE9KDBEN0rI0JBRMAsyqv0/jgO597rqqqapmEq19ymZdO2rTkZbLJtm3mlav51Xc3ZYs00TfrGfd/1TLOJb7kTyUh5z7Ztzoy6rmM6xjzPlwvXnbc7C0tWw+lVcikZae5vUBNf1lVVdV3H6xNjQNM0D1T90MIy+x5NTH9QRLdpBE/oNYoIf4i4JW/XLhHHLkkPGgzRvTIuFIQGzBt4j94vy8KEeIUdTfZ9d/q008/sTEmL2q87BNW6fKxs21aS0TiOTCLO9efHcQgL67zdtsHu6mo4NzGjDzaoTuQy66qqlmVx3s4HrOphg95xhSXD+MKSxrVpNE/oNWeUP4Tekr1rF4pjDFmCBkNcr0wJBfKAeRsv0ft93yWOYncSSVtq7Gcx0qKXLqUSubzGfIKOzsjub8IYrbAdUWKDuisxow826Cnu4Qr70V7Svs/R++jCRuh9XJum8IReE+EPEbfc0LUJcXGMIT1oMMT1ysRQIA+Yt/ESvbcfDOu67rqu6zqzlknl2g1Q17WazxvH0fmwSRqVtGgu7KPf4jJi3snqulazUIpxHG3PJgNcEhvUOF5iRh9sUDuRpmnUxKGaUySJ2C1F0tfTmdu2LcuiHvCfo/fRhY0Yz49r0xSe0GvIrxJ/iLjlhq4dQdARlulBg4HcK+yViaFAHjBv4w16b4ceMlR7HIdqUbNy7bvsqrcHtcg1zhat61qHDHIaiYl++N22La5Dmhnpz8Aw1qqj45XX2tVov36RkVWf+3Zdt67rsix936t58cSMPtigJJG6rm37SWOZSwFIFTmla9s2yeqBG0gsrFqLJFyvF9emiXy810T4Q5wLlejaJeIYQ2IRGOKqNLF32PmaBpCAeRtv0Hv7Kcx52bIspvMJ77JnXMxf7Rat65q4uHMmjPi0HQ0vBxLsjE7XKxS5gF9lRgpLhuOc7uubBU/J6IMNSlbTOEMPGXg0a4BU0cMPm0ssrPMC39t5XJsm8vFeE+EP0S6Ut2sXimPlisAnG1Gl6b0jKGDewxv0nndB4V2+p0Xzc2q2B9stakcT+xpnXuSayw7p7Bv2Y3hQfyPue2lDtJ7xGZFc7mxQ8pNkMbOpcMK2fgiJhVUI9T6uTRP5eK+J8IdCLhTatQvFsXJFYIirUnJLRO/IGDBz8fV6b9epZOmmxL81jAfb6di3H8dBrnFGE/ICdNkhheUKCqyhQUGesjyjDzaoUx5sbHlgEq8KbDPLQpbCnjK9j2vTEmUUXpax10T4QwkXSu/aWeJYuSLwhFZplt6RMWDm4vMWJHIZj9LvIleG6r2dgrOfhA64RVirOY5jnue+7517Z9NtSMnogw0qXINmYybOrARO2TqcnSyFPWV6H9em6Tyh10T4Q4oLFe3a5JqIOCYhrgg8oVWapXdA7/Nj7+LIfhfzxPp1eq9XRUlI0fvojD7YoEE7gpi8nF/k09x8woaPXIWV6H1cm6bzhF5zRvlDxC03dG1yTXa9T6xnnqAqzdI7oPf5gd7zeZnpBG0nTbEhJaOv03vnnNw8z0wNfHbNjiJXYV+v94m9RhHhD0G33NO1yTV59T5LPfPIqzRL74De5+cGeWD87Lv03rn1aJqmdV3VdBRZghttQ0pGH2xQOxHnpB2ByWhZFt/RJfyNN5CrsK/X+8ReYxLhD8Jb7unaEpuj9T5jPfNIqjRL75C732183oJE7OXWkv088rvsVSrMZllfi/q8yiSL3jOLz+0U7EVJWdbrJWb0wQYt1D/3fbfHEj/N8dmyAAAgAElEQVS+UjdXYSV6H9em6Tyh19hE+AN/y21d21dLJnF6X6KeeUKrNCIL6H1+7HMYJH4gP73BXrhhLu74oN47lxDbe2S1tRHvYXFBITGjDzaocAVyHCS4CE+RO46DH0WIviBXYSXNHdem6Tyh1/iI8AffLbd1bXJNRr0vV888virN0jug90UgUzLOg5DO8+y6znyIJods+O4il5HjtT+o93Vdk3TsqGqeaiLpUcT7y+k9n9EHG5T8Wu6sN0l8N3XIeVBM4gVZCiscq49r0/PvJ3bME98kPKHXCG2T+IPvltu6NrnmZr2Pq2cephXSewf0vgj24zn54KlepmE2px2n2rY1392dZ22ScPNBvSeXretqL0Vh5sXtgGtXYxa9j8jogw1qJ+JbW7fv+ziOTnFyRiISrS7Dh61D5Jb0CxILq7AHw3UiauZV/TuuTU+rXwSdrv/xXhPhDxG33Na1yTXl9D6iCAxxvTK9d0Dvi2CPvfggwcK5VrNtW/IBD/MnkvXH9Z6B9Bk7+rdtuyzLtm2+BSxxQSE9ow82qDMR/dEdRdd15jXmvTpG6Fu2bVO3kDQv31Pt2r48vSv0gsTCShpLB8HoNi2h9wx5e02EP0TcclvXJtdk1Pv0IjBE98rE3gG9LwXzOQcTEiyCDlWQfDfa16Lkmnv03p7Alu9tFdrga47EjD7YoKGJVB6955F8GvwevU8prIb5fKqZY1yb3qz3eXtNhD/EudA9XZtck1Hv04vAEN0rE3sH9L4gkka1X6rM2UHeFSTnJ/talFyTa70eY7Bz6Ony8/DjOJpmROt9YkaKjzRoUCKV9TooERiJ2DuTutzdG3pBYmElpb6cQbAhbUr6RdDRBR/vNRH+EOdC93Rtck1evc8SNJyk9MqU3gG9L8u2bb6HxGEYmA1awzD4GtX3fUYFGYbyOY2ZuO+1kswkXX5aUf3R/rRX0zT8Nxad37lqmkb1XtMM8q4jLGx6RmapfadiMQeLpjSoMBFV/HEcnUM+PidsmiZokZGZjr3QLMsFiYU1S+38vL3tiqGdlCQb9P3QJ/SaCH+IdqHSXTs9jl2SHjScpPTK6N4RGjBv4FV6r1AbkNT8yjzP8n0Uaq5Iz82s6/qc086ZR8V933Vhg742HXFXBOkZkalf+QrtLA2677uZiNyjtBNO0xT9mVf1jXkmx/QLyMVxhSW3X94o7KRkMWBoxHxUr4nwhzgXuq1rl6NcEVJ6ZWLveAIv1PtX8sChoTsxn+uDXpHBV0PeySIk9pd7DQAEdIDv4Mcjl/me55tFBi+DDIdGPOf9eK8BgIAO8B38eOQi47pfOkoJgjCncoOW5Wt+vNcAQEAH+A5+MHLZB7lA738Hc9GGb2nYJT/YawBgQAf4Dn4wcvn2bpnHnYK3Ym7WDzpD1+QHew0ADOgA38EPRi7n8SzOU+IBcPKDvQYABnSAr2GeZ3Nr2afNuQO1aUqdszEMQ9COWwDOn+w1APiA3gMAAADvB3oPAAAAvB/oPQAAAPB+oPcAAADA+4HeAwAAAO8Heg8AAAC8H+g9AAAA8H6g9wAAAMD7gd4DAAAA7wd6DwAAALwf6D0AAADwfqD3AAAAwPuB3gMAAADvB3oPAPgCtm3Dp5ABSAF6fyvbtqlPc87zfBzHa/ICoBx935vfsMdnbQGIA3p/H8uymGGrrut35AVAUbquM515mqZPWwTAVwK9vw8Stqqq2rbtBXkBUBToPQBZgN7fB/T+6ziOY9u2L5o5/jqDJUDvAcgC9P4+hmEgGlwuKN+Z11uZ59mswL7vP23RBV9nsBDoPQBZgN7fx77vbduqmFXX9TiO78jrrUzTZMpM13WftuiCrzNYCPQegCxA7wFw83Xy+XUGC4HeA5AF6D0Abr5OPr/OYCHQewCy8BK93/ddLVMiG83XdZ2mqes6Zhv6vu/TNPV9P47jNE3Cee7jOJZlmaZpHMeu69S9y7LwO931cqrL1XPK8mEYtPGhE/CXed1WaXxGfd8PwyCveYU+XaDrOnW7pIqclqzrOo7jMAzzPOvEt20jayDatt0MfFnEOcZlFfH1nGLweZ7K4GEY+r4PdbZ0RyVmqMLqtjjD9T7ON+SYjUI6CL9eUrcy3xz6GonNKW3HEOfG4OG8Qe+3bTPDgXL3dV2bpqkszGCx77u9jr26Wug0z7OeGncyDINPI83LfHvip2mq69qZctM0ws58mddtlUYyUjWzbZszo67rLgMKUz9VVbVt6zuPxVlkcpbLOI7k6AIf9pKIaMcIagu7nqMNPl3rOjVd1/GylMVRmaTqulaOJ9f7aN8QMs+zM31tkvlH85HltFZT+kZfSGFJIiYpbceXMc6NwfN5od7bLzoEFfj4KNm2rZ3RcRzOEGxT17XdJYidVeWofL6nVeJB2su8bqs0O6NxHJlEnFWn2PddWP/DMEgssR9c1EuqJAuzIfI6xmUVkXqOMFhVJiONmmVZnG2Ry1FPVreqqur7nuTl1PtE38hi5/lX74mdwtkWycNNYtv5SHRj8HxeqPeXkaiqKj6eKuyeJgysCrs/X2qwxKpCel+u0iIy8j1sSWKcaW2EJXF6n9cxJFVk1nOEwULBUNhvihkdNajqFLaPpfvGJeTt3An/XJJL7xPbjiHRjcHzeaHe56JpGpKR2R/qulYTZopxHO1OSIY0LzWY/Krna7dtW5ZFBYJCep8Lu9LiMrJfTWwVrOtazc6O4+h8LyHBTmJJ3/cRw+PZHeMSc4ImwmBSmU3TqKlZNWtLKtNuU5JytKP6dLptW0bSbAlM941L0u3MpfeJbceQ6Mbg+bxW7+u61prBPJvr7rRt26VDr+uqO5htBpkyr6y5N16Dya/OcLBtm3ACMk7vS1TaZUbHcdjxmsxS25JmT2Pbw63kGp+sdl23ruuyLH3fq+pV66rky9+yO4aqInP9oF3Ppg1BBku+rUCyM70uo6PaL5Rt2+qBYmepK0sCs/jGDXZm0fvEtuNJdGPwfN6p93VdE9Vxzr0Rt7YDh/0SwL8W8H01SO8TD0eL0PtClSbJ6DxP+yXM/NV+p3GW2p6P5y2p2NncoO1teR3DriIVi03saCs0mCxRdAZ3kpRZSxkdlTS6U73sZ0FSe1l8g4dkEWdnFr1PbLtLUtwYPJ936r0tJ/Y1zodTvsdeQnpait77LBQSofeFKs1OxBlT7OEE8zJhzdiiaCZiW8JrVcbt7KGO4RwpJe9tl+tLfAaTvCRbBsykMjoqSUe4No1cJjSG940b7Myi94ltlwjvxuD5vFPv7WuO45D0dslKYIYUvT+tzlxVVdM0ccE0Qu/tRLJUmiQj52X63UUohwpypWmM0BLNB/Xemcjl25XEYOfjl439+GUmUllEOKrwQZAveC7fKG3nmUPvs7RdCtD7b+dX9P60eruz0woHrI7jmOe573vnTnTf7Zd2MsueQ/e8ZtH7M0elyVXWV3tB8cuXSJAligi9L+QYiix6L1zcZ2MmksVR7Rdu35VMwXP5Rmk7zxx6n6XtJMS5MXg+0Ps/XIbU4zj4PsDcLrGTzM8R5PuI3qT39moppuDMYENRvS/tGGcmvY/Y/+Y0Kd1R5c3KFDyXb5S2004nQu9ztR1DihuD5wO9/wPfY4N2vtq3C+30neGlEK6+gd7bxpTT+3sc44N671zokOio0Pv0wkqQL6hMdGPwfKD3f+B7rHPb2DRN67qqmTOyoD1a+c7zXJbFd+6KZJ3Rz+q9L5EgS5z5Mnp/j2MU0nvnHDCBqaVoR7VHp31X5tJ7cqVQrrLYaZuaRe8T246Q6Mbg+UDv/xC0WMbeDJNlWZbJvu/2wKnkgf3r9J5ZPm3/5FuTZS8wZDaOX9a/MEDf5hiF1uvxlSAkwlFtS3zixBQ8l2+UtvO0Wke4bzDlgTWIdDcGzwd6/wf5w7Xk5Sld7xUkkkoWjj1Z752bhu29/nrZl/ygD/tVzFw7Vkjvb3OMLHov3HMRR5Cj2pY4Z/3tyjELnss3gux06hxv5ykbiuATKdp26W4Mng/0/g+Jek/iXS69Jzd+u97XdU3SsaM2efuRHMxiX0bO4U/Ue9/1tzlGqN770iG1lHiyE1OQS0cls8V2szpnlEnBs/jGDXbarWwfsxha2Ixtl+7G4PlA7/8g13u7z9tvqEFhfVkW/QFQAulm3z6eTy5b1/UyzNlKZh5oenoO5SUDCaF6b48V6zVoakbTaVt2xxDWc7TBlX9t3b7v4zjaZxvnclS7Ztq21QPyvuVpJXzjBjvtt3N1zXEc+75HFzao7RjS3Rg8H+j9H5iQar+Dtm27LMu2bb4lS0FhXfc3/amPbdumabK3x0hC1fP1nkFyKriibduu65yVb7/Aheq9M0BrdCQt7RjCepYb7KxM7XWKruvMa8xcMjoqb7APu+DpvsFjN3GcncKvzYYWVt52QWUMdWPwfKD3f+BDqnxnqvN2od7zCEPVV+u9cwo26LARyWfmfUU2YT5Naw54FnUMYT0HGRx6couZRV5HlXxa93JZeLpvZLHz8sBjiZ15C1uFrOlLdGPwfKD3f+BD6uVntsdxNFMICusSXZS/lzxZ7/mAxezbViPJklqSnCvuKzJ/i8Z8XS7qGMJ6DjJYXpmVNdyS11HtchHUIr7Lgif6hgTmWaqqKv0hYN5O5zeoNOpJN1dhK/9qBieJbgyezxv0noxE+WKN6cq+Z3wyAencsePssU3TKC00UyDvqZd2btvmi31N0wT1rsu8bqs0p5ht22aPbTZNc7lF6jiOYRh8Ucn3Kc+gIhOcptZ1bZtazjGc6ftKKjeYr0xlyTiOzpGSXI6qmKbJNkNX3fnXD31OkuIbcjvtlLuuU3P5wtO4nYXViWQpLNN2l0S78f/au2NzSVUADMNToXVYhC1YgQVYgLGxKakhoaEVeAOe62EBEUFHZb432z2OIDD+o6Li+XLI+1uM46iulg3D4HlFRxx1QVQRQpy+/m/yHLyqaUpxbaguK66tNI5j9HFbiGmaVHHDMPhvgrp0YIQLr7C+8FrzwBu9zh2o69oSm+7qsbF2sRBCX/Oh18XqG5tSvei+83vIMMa5yHtc69KHhADPwevh8XDsfHEt8h4/grzHw7HzxbXIe/wI8h4Px84X1yLv8SPIezwcO19ci7zHjyDv8XDsfHEt8h4/grzHw7HzxeWGYdBvjrq7OsAl9LsTCXs8EHkPAED+yHsAAPJH3gMAkD/yHgCA/JH3AADkj7wHACB/5D0AAPkj7wEAyB95DwBA/sh7AADyR94DAJA/8h4AgPyR9wAA5I+8z4eUUko5TdPdFQEyxxcNb/S7eb++vHIYhnme765Okmma9BdvV1V1d43wOI8a8MMw1HVdFEVVVW3b6vWZ57mqqs/n0zTNjTXc0jSN/l3j/c54kR/NeyGE/qUtiuLuGiWRUn7+dXeN8CyPGvBt234swzCov47j+ORhXNe1Xm3ec48XeeI36guML+3n85FS3l2peOQ9/J4z4I1fHrq6rvu+L4pC/bMsy1tq6Efe471+NBies/s7xevyfp5nZht803MGvH4+XJ2339K27S019CPv8V5PD4aL2GcUXx0878r7YRj0qj7zMm1mnjPg17zsuk79j3FFXCmK4vZJBk7kPd7r0cFwnWma1mOLoijWXc9LvSvv+77Xq1rX9d01yt9zBvyal/pMNyFEWZb6kHjs72/yHu/16GBAIPIeL6Iu5dj/r67yPPOwfkXe470eHQwIRN4D30He470eHQwRxnHs+75tWzXXdxiGrROD65SxrYlL0zSpvxoHHKqIdf3Ow5Fpmvq+b5qm67q+7/0nJ/0FNU3Ttq1/JRF5L4RQDdU0jb+hbOGNbNdTSmlcS66qSmqMjzgbZxzHruvatl1v4tLN86y2ruu6uq5VFwgh/AeOu70Q0pXGp0Ka6GvDbHfAR1Q+5SNx3WRYHypQ17X6mhwayR6qbqpt9WEWnvenbCBwonzyXr+Tx1CWpbELMB5QY9+ObCSo+vg4jvpVRud3fpomey70Z3tWmlGQ2hdIKZ0F1XXt3Fkcynvn3c/r+v1hcKiRDZ4bsXT6pWVnLxjTu/Tlh2HYnfId0oD+7vZPMDzURF8bZrsDPqLy0R+J7qbAcj+fT1VV0U/Cca65KArV/iF5f8oGAqfLJO/9366PddJ4NyCNBeyjUoNKHX+kOR97ZxfUdZ1nJc55y4F5P02TZxe5EkKc0sgG4zR+yErsxrFDTi0/z7MzI20hDbjbC1tPMEwch18bZh/XCIno36MfSewmZZqmwJVE3NHnb/+maYxNNvL+lA0ELpJD3vt3zUpi3u/u1z6fT0g17KOBiILsHXrI3jww7BX7KD+ikQ3pee9sHLV84Mq36hnRC3ZXpo/Drw2zjzVCIiof8ZHEblqWZZ7n8GH8+ff0z65D1VOMpk7fQOA6OeS9/Q1UZxGllEIIdUSYmPdnsR8ZFleQcQgecfRWlqW6lKiuMhoHJXY9jfWHNLIh/Xy+kzqDre9ni6JQkxKUruvshPCfVw9hnxI3Fogbh6cIGWbplY/4SGI3La4zCkVRqCv3Xdc5j60Dnyy09UuiqirPLwxP3sdtIHCd1+e9sSNzRo6U0riYF5f3RVGsQWs8NMa5C5BSxiWNXtD6+hCdcZl2d3NCHp9uVFVvsbhGtqm5aeHz9bbisK7rcRyFEE3TqELVQ9fVjxhnucYajIl+W72wLubsSr22Z43Dz7eGmeevIZWP297EbrJ/MtrzFewT8oEPdLIPzauqWk+5Oxv5Y+V94gYCl8ot7wO/2xF5XxSFsQ91Xuozvuf2Hmo30uyClmWxD1wObY4xx825MzL2d/q1z7hG3hJ+P54zDrcuyvoP4/zTrEJ6QX+Pi6LvrM8ah18bZp6/hlQ+ekikdJN9jipkJZ+w21ONr5jzN7H9y9t56SR6A4FL5Zb3n7CfzBF5b2dwYNH+HYS9Euf+wj7O8xxc2ptj/DVkjrrnOnpgI29JyfvonxpGobu94DzRahzh6Ss5axx+bZhFFJH4kRD+bgos0f5lFnJK39+Aij0J5mhg+zcQuNTr836xvqifz6csS//eJyLv7ZXM8xyyW/FP6A2cWm8vph/hHd2bSxf7J0ViI29JyfuI4pyFxvWC/+AsoomeM8wiKh/xkV2ebgr8Teas226sBv7sXpIP0Ml73CiHvPfMEw683/oTlfeLtVtx7iOOnkne2kxjMf+uUP9g4EQ5W2Ijb7k07+d5HoahaRrn7emrK/L+inGoGMtcMcwiKp8yJCK6yf971N9iu7FqnxLYWjIw7+PGIXCpHPJ+2XjF1sq+J+en8j7iLiNnTY428paL8n6eZ/++VXdF3kc00aOGWUT/RnwkupvsYexsK8V/tsMWvvLdMZAyDoFLZZL3y7IMw+C5bcaY5EXe73JeKT/UyFuuyPtDTxf4XJb3R5voacMson8PfSSlm16R94njELhUPnmvCCG2HlpyaILb03bEdlkpee+8fm/YbuPQRt5yRd47b1ns+34cR7U5xiz36/L+UBM9cJiFVz7iIynddCjvjSV3Y9W+5rW15KE7CA5tIHC13PJemabJPtOoH7C+Lu/9U46PztfzNl6o3Ubecnre24vZNxx+Yb6eLX0cKsYyV+d9YOWPfiSxm+yvgOdVWMaSu0+GOGW+Xvo4BC6VZ94rxq7Hf4OZ8dkbd8TOm+Ptm7D1+VD+2gZO8I7jaeQtp+d9yApvyXslZRwqId13et7vVv7oRxK7KfxhNfbB+u58Uvs74px8YDej5wxExDgELpVz3htfzrfkfVEUxnrsPZ3xpJHd2hrPEkl8YI6n6Ii832pbe+VbS4bsZ40Q+mbep4xDxVjmm3kf0b9bH0nvppBH4tiLbb3cyGBcd7dX7rw2fzTv/RsIXOr1eS+EWF9VaTC+Wm85n28sNo6jfy8TUls7Yrfm1k3T1HWd8YMgrpG32Cdm18qoy5zh2+XcOntPbZ8dOT3vLxqHirHM6XkfUfmIj6R3kz2M9UfeLhsPn9563+Nu6VVVrZcMtia9evI+YgOBS70+79fv2PraDCll3/f2LTHhD6gJWUAxljkx7z3s/UhIbZ2v9FYtptR1rS+T3shb7HOnuog4tM9/VFUlhJBSbs0jOz3vLxqHirHM6XkfUfmIj6R30+Iaxmo9dV071xB4cL/sDcst/isOERsIXCefvPczvvavznv7smVIbY8+dSe9kT08L36NON1tN/Ku6/Le7+g4VIxlrsv78MrHbW9iNy0Hh/HRd8yHvOHXP8E+fQOB67w+70PyMuKF8ffO1/Nsi/M8fGBt1TlYf1spximEuEb28Kww4vh+CXgtetd1ekecnvcXjUPFWOb0vI+ofNz2JnaTEjiMjVP9gfyBrSbx6f9j1PCUDQQu8vq8X5ZFSrn1LS3L0vmNMs682Tum3QUU/bu9dTBhXM4MeTOvlNJ+IV5Zllu3FQXWdlmWeZ7btvXskqqq6rrO3pCIRvZzbmNRFPo2hm+X4nyVXFmWKiD1jjDOkQQWZKzfuHhxxThU0ofZbkERlY8eEtHdtPIP463X0Qbq+95e81q95d/ucH4l0zcQuEIOeb9SVxAVIYTndRrP4TnwmqZJbcswDKdvyzRNQoi1uYZhCLxJ79xGXqsRXoFd4zhe124h3jgOVxGVj9veU7pJXRpfSx/HMeKYfmvNidW7fRwChqzy/o0uehgOAAA60uVm5D0A4AtIl5uR9wCALyBdbkbeAwC+gHS5GXkPAPgC0uVm5D0A4AtIl/sNw6DfUHR3dQAAGSLvAQDIH3kPAED+yHsAAPJH3gMAkD/yHgCA/JH3AADkj7wHACB/5D0AAPkj7wEAyB95DwBA/sh7AADyR94DAJA/8h4AgPyR9/GklOM4DsMgpZzn+e7qAACwKZO8l1Kq98kOw/CF6O37vigK4731XdddXe4vG4ahruuiKKqqattW7+V5nquq+nw+TdPcWEMAeLIc8l4IoeduURSXFte27cfl6nJ/mbPNh2FQfx3Hcf3Pe+sJAI+Vw/6xrmsjCaSUF5Vl/LYwXFToj/O0eV3X+rmWsizvriwAPFQOEfXNvFfnjY3DevWfhM1FmqZZW9tuf13btndXFgAeKoe8t0/2TtN0UVmegLmu0B+3/p5bZ0jovwD0H17MmgSALTnk/TRN62FfURTXzZuTUhoZQ8B8wZr34ziu/ymEKMty7Yi6rvm9BQAeOeT919h5f3eNfoWU0nmNZp5nboYEgBAk1gHkPQDgpTJJLHWct3UUuCzLNE3qr8ax4DiOfd83TdN1Xd/3W+eE1ceHYTDyfi3Uc4i5Phugruu2bdVDAnZPPjsrPI5j13Vt2663ooVsnZrEvvVkgmmaQlrAMM+zEKLv+67r6rpWnxVChB9qr2tY7c6yTC90ie0OAHi7HPJ+miZj3paxgHFcrnbu4zjqF4BX9jNb9Nu7PeyKOR/Ls6qqSr8gvVthY5LaOk3h0Nb1fa+3m31rg7MFdMMw7E6S9wfwPM9bzzAoy9L4KXNWoSndAQAZyCHvd0+zGwtIKbuu84RHVVX6x/u+9yysr3b9yDRNzri1OW8hsytsB3Nd11sLb6Wpon4o+B8kYLSAMs9z4EZ5psoLITyhq+iRf0qhid0BABn4xbz3Hykq+nHw0byf53k30nT2DQUhFd7K+5Ct8//cUfQWONQORvV0xpmYkM+mF5reHQCQgV/M+xD6RYGQ8/n68s5n8qhLxV3XOQ80jUvXIRVez7pHbF0I+/FBevQWRdE0zXrpves6O1Pti+L2thdFUdd1Xdd6o23lfVyh6d0BABn43bwvimI9byyltJPDOD/vn6+3LmmfJ7cvh9vn241ltiK8rutxHIUQTdOsF5u3tk4IoRawq71aD+KdLWBkp/rdU5blumadfexuXIm3W8Y4eT7Ps7psobfG6YVGdAcAZOBH874oCmeYeZIjpKDFOprcesiufT3eX9Bn+9JyyNY5r+gbCWpHo32Y6z/wNTbKuCIQ2DJCCKPyXyjU3x0AkIEc9msRee+8/8o4wLUvYIfkvbGAc7b54vp5oaeaXZDniDNk6+xlnBUzlrFbwM+41m583Fi583g9wqFC47oDADLwo3nvXI//SDGuIM+N3caSenGHHuwTsvA8zyF5ZhwNn5j31z2K+FChcd0BABkg7/+k5719pdxTbU/AnJ73dnHOvN9tAWWe52EYmqZx3r7v/PihlrmlUM96ACAD5P2f9Ly3bx7zVNtzMP3YvF+n1IXw39Po2aJbCk08twEAD0fe/yHv/S0wTdOhG9lPyfuvFUreA8gbef/ny3nvCapn5r19I7u6G34cR3VTonEXwCl5/7VCjSXJewCZIe//pOe9Pc17a4KYPYFOf3j7A/PeLsWeYO+ZOhfeMv5Nu6hQf3cAQAbI+z/peb/7+JeVfbO7Pl/9gXlvxKrzybWe6LVbJuQA+vRC47pDWd/BuFttAHgg8v5Pet4v1iNj7Zf1ORcz3k/z0rw33uBnNKBxGX6rZeq6Xh82kF7oKd2x/PvAIvtxRgDwfOT9n1Py3r5mXFWVfrA4z7N9Tdo4Tf38vLeD036En9GA9gLGK2iHYVC/CdZcTy/0lO6wzxPwwF0Ar0Pe/zkl7xfrQHaNGeOtMPqf4go6tLCxzNG8tzOvqiohhJRSCOHcLqMB7WvkW9a8Ty/0ou5wnmkAgCcj7/+clff+V8sbnG9tf2De23/dZTeg5809Oj1N0wu9ojvIewCvQ97/OSvvl2URQoTcNW6cW44oKHxhY5mIvN99kXzXdfoanDPyQt5nr59OP6XQ07uD8/kAXieHvDfO+trnY3cXUIyLwfatX4HrUeZ5btt2K2a2XvAaUVDgwnpNnEexizX3zXlPmvNVe2VZqh8Q+hq2JsNLKY2CVm3bOiuWXmhKdyz//hIqioJZ+gBeJ4e8fzh1sbn/3ziOZ70q5kbjOKrNGYYhbrK6cTk/5HV56YUuCd0xTRP34xYn9BkAAADOSURBVAF4L/Iet9GPy3meHQBcirzHbfTn323dGQ8AOAV5j9sYz7vlITYAcB3yHl9lP9OevAeALyDv8VVb9+OVZXl31QAgZ+Q9vsr5yB2eSA8AVyPv8W3TNPV9r56T07bt1h3zAIATkfcAAOSPvAcAIH/kPQAA+SPvAQDIH3kPAED+yHsAAPJH3gMAkD/yHgCA/JH3AADkj7wHACB/5D0AAPkj7wEAyB95DwBA/sh7AADyR94DAJA/8h4AgPyR9wAA5I+8BwAgf+Q9AAD5+w/LvD6N4eVfSwAAAABJRU5ErkJggg==" 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" 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" 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" 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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-83359849254298338432013-07-22T14:05:00.002-07:002013-07-22T14:05:35.502-07:00Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com1tag:blogger.com,1999:blog-2847407759723606888.post-19464354693320253152013-07-22T13:57:00.001-07:002013-07-22T13:57:59.420-07:00Canção ObviaComo tudo nesta vida, o que parece óbvio, às vezes é mais difícil de ser percebido!!!<br />
Enquanto algumas coisas não mudam me identifico com essa espera versada por Paulo Freire e penso - logo existo...rsrs... então insisto, é preciso, lentamente, dia após dia ir em frente, na espera, espera confiante, espera colaborativa, espera solidária, espera trabalhada, passo após passo, tijolo após tijolo, dia após dia, construir a cidadania que desejamos, o educando que sonhamos, o professor que impressiona, o homem do amanhã...<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglRoiSycm73Gkz9ag8aX9RL5kxjlL5O-tJA6WSH7xQThSx5wh7JEuo2O6xlcPRz2RcCQ6zmNFrd_Nn51uI-bxrUoaro6sD1zwxE-7LfGrBffaST_ry_KBnfl3UOXAt_x-FGCL-yTuNnHc/s1600/arvore.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglRoiSycm73Gkz9ag8aX9RL5kxjlL5O-tJA6WSH7xQThSx5wh7JEuo2O6xlcPRz2RcCQ6zmNFrd_Nn51uI-bxrUoaro6sD1zwxE-7LfGrBffaST_ry_KBnfl3UOXAt_x-FGCL-yTuNnHc/s1600/arvore.jpg" /></a></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Canção Óbvia </span></b></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Escolhi a sombra desta árvore para<br clear="all" />
repousar do muito que farei, </span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">enquanto esperarei por ti. </span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Quem espera na pura espera</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">vive um tempo de espera vã.</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Por isto, enquanto te espero</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">trabalharei os campos e</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">conversarei com os homens</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Suarei meu corpo, que o sol queimará;</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">minhas mãos ficarão calejadas;</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">meus pés aprenderão o mistério dos caminhos;</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">meus ouvidos ouvirão mais,</span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">meus olhos verão o que antes não viam,<br clear="all" />
enquanto esperarei por ti.<br clear="all" />
Não te esperarei na pura espera<br clear="all" />
porque o meu tempo de espera é um<br clear="all" />
tempo de quefazer.<br clear="all" />
Desconfiarei daqueles que virão dizer-me,:<br clear="all" />
em voz baixa e precavidos:<br clear="all" />
É perigoso agir<br clear="all" />
É perigoso falar<br clear="all" />
É perigoso andar<br clear="all" />
É perigoso, esperar, na forma em que esperas,<br clear="all" />
porquê esses recusam a alegria de tua chegada.<br clear="all" />
Desconfiarei também daqueles que virão dizer-me,<br clear="all" />
com palavras fáceis, que já chegaste,<br clear="all" />
porque esses, ao anunciar-te ingenuamente ,<br clear="all" />
antes te denunciam.<br clear="all" />
Estarei preparando a tua chegada<br clear="all" />
como o jardineiro prepara o jardim<br clear="all" />
para a rosa que se abrirá na primavera.<br clear="all" style="mso-special-character: line-break;" />
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div align="right" class="MsoNormal" style="line-height: 15.6pt; margin-bottom: 9.0pt; text-align: right;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Paulo
Freire - Pedagogia da Indignação<span style="color: red;"> </span>- 2000.</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-71574376840853186882013-07-17T05:33:00.000-07:002013-07-17T06:32:45.047-07:00Coisas de escola<div class="separator" style="clear: both; text-align: center;">
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Em busca de uma identidade para este blog, e quem sabe para mim mesma, sempre que encontro "coisas" de escola, me encarrego de fazer um post, indicar endereços eletrônicos, dicas de leituras e de aparatos pedagógicos, não porque isso é inovador, mas é tão bom entrar em blogs que são verdadeiros labirintos de importantes ferramentas de ensino aprendizagem. Nessa pequena caminhada de 15 anos na educação, encontrei alguns momentos tensos em que o planejamento do orçamento esbarrava nas longínquas terras do noroeste de Mato Grosso, onde algumas tecnologias demoraram um pouco mais pra chegar, mas enfim chegaram...o que dificultava o acesso a materiais didáticos e paradidáticos para complementar os subsídios pedagógicos a partir das verbas federais e estaduais.<br />
Daí,<br />
encontrei hoje um blog de uma loja que vende livros e equipamentos para a escola, é em Cuiabá. Não é a única eu sei, pode até parecer tendencioso, mas percebi que a partir dessa loja virtual, podemos encontrar outros caminhos para o planejamento de ações na escola, para nossas planilhas de gastos, com bons materiais e equipamentos...mas fica a dica: entre no site, visite a página e busque mais na internet!!!<br />
<div style="text-align: center;">
<a href="http://ddamazio.zip.net/"><span style="font-size: large;">http://ddamazio.zip.net/</span></a></div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-81562573015661716132013-07-12T10:34:00.001-07:002013-07-12T10:38:43.979-07:00Paulo Freire...<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTff60dJf8IbF57nbkbwtpsvOSpwcYHrHUdCBy5YSrN1AkswOcU" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="278" id="irc_mi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTff60dJf8IbF57nbkbwtpsvOSpwcYHrHUdCBy5YSrN1AkswOcU" style="margin-top: 58px;" width="295" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;">Liberdade...tão difícil falar disso pra quem não sente as correntes que o prendem, porque sentem-se superiores reproduzindo a escravidão e a massacrante maneira de ensina-aprender, porque a tortura lhes foi boa, então será boa a todos...mas temos algo a fazer, nos informar, formar melhor, saber mais a respeito de inconformados, e por isso compartilho esse endereço para você acessar muitos materiais e publicações de Paulo Freire. Quando clicar no link abaixo, verifique as palavras "<span style="color: blue;">vídeos das aulas</span>", "<span style="color: blue;">artigos</span>" e "<span style="color: blue;">livros</span>". Cada um desses títulos te encaminha para um arsenal bélico contra as correntes!!!</span></div>
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<div style="text-align: center;">
<span style="font-size: large;"><a href="http://www.pragmatismopolitico.com.br/2013/04/obra-completa-de-paulo-freire-gratis-para-download.html">http://www.pragmatismopolitico.com.br/2013/04/obra-completa-de-paulo-freire-gratis-para-download.html</a></span></div>
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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-38921115835184924812013-07-02T07:25:00.001-07:002013-07-02T07:25:49.573-07:00Sala de recurso multifuncional...olha o que você está perdendo se ainda não tem!!!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQAsmQJzT_u-VwWEGP2QjNh32EdSDZfqQsoTtMdJJHTHvQmOMkwFAjENdKeDIUr2-EglaUME6Sb9K0-IGf2R26yTvbV9ouZeXqgAI2i6LOewGwQcslYkFPdaKMcihim_iaGHly7QuPJM/s960/1594_473646106056191_1217702927_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQAsmQJzT_u-VwWEGP2QjNh32EdSDZfqQsoTtMdJJHTHvQmOMkwFAjENdKeDIUr2-EglaUME6Sb9K0-IGf2R26yTvbV9ouZeXqgAI2i6LOewGwQcslYkFPdaKMcihim_iaGHly7QuPJM/s320/1594_473646106056191_1217702927_n.jpg" width="308" /></a></div>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"> </span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent">As
salas multifuncionais são importantes para eliminar barreiras que
dificultam o aprendizado dos alunos com deficiência, ao complementar o
processo de ensino da sala de aula regular. Há dois tipos de salas
multifuncionais: “O tipo 1 tem uma estrutura básica capaz de atender a
qualquer deficiência e a sala do tipo 2 é mais voltada para os alunos
cegos”. A sala do tipo 2 traz recursos como impressora braille, globo
terrestre com continentes e países em braille e calculadora sonora.<br /> <br /> Programa de Implantação de Salas de Recursos Multifuncionais <br /> Sala de recursos Tipo I<br /> <br /><span class="text_exposed_show"> Nº de Ordem Especificação<br /> 01 02 Microcomputadores com gravador de CD, leitor de<br /> DVD<br /> 02 02 Estabilizadores<br /> 03 Lupa Eletrônica<br /> 04 Scanner<br /> 05 Impressora laser<br /> 06 Teclado com colméia<br /> 07 Mouse com entrada para acionador<br /> 08 Acionador de pressão<br /> 09 Bandinha Rítmica<br /> 10 Dominó<br /> 11 Material Dourado<br /> 12 Esquema Corporal<br /> 13 Memória de Numerais<br /> 14 Tapete quebra-cabeça<br /> 15 Software para comunicação alternativa<br /> 16 Sacolão Criativo<br /> 17 Quebra cabeças sobrepostos (seqüência lógica)<br /> 18 Dominó de animais em Língua de Sinais<br /> 19 Memória de antônimos em Língua de Sinais<br /> 20 Lupa manual, Lupa Conta - Fio Dobrável e Lupa de Régua<br /> 21 Dominó com Textura<br /> 22 Plano Inclinado – Estante para Leitura<br /> 23 Mesa redonda<br /> 24 Cadeiras para computador<br /> 25 Cadeiras para mesa redonda<br /> 26 Armário de aço<br /> 27 Mesa para computador<br /> 28 Mesa para impressora<br /> 29 Quadro melanínico<br /> Salas de Recursos Tipo II<br /> Obs: são compostas pelos mesmos materiais que a tipo I e os materiais que seguem<br /> abaixo. <br /> Nº de Ordem Especificação<br /> 01 Impressora Braille<br /> 02 Máquina Braille<br /> 03 Reglete de Mesa<br /> 04 PunçãoNº de Ordem Especificação<br /> 05 Soroban<br /> 06 Guia de Assinatura<br /> 07 Globo Terrestre Adaptado<br /> 08 Kit de Desenho Geométrico Adaptado<br /> 09 Calculadora Sonora<br /> 10 Software para Produção de Desenhos Gráficos e Táteis.<br /> <br />
Para fazer a indicação da escola que receberá a sala, o gestor estadual
ou municipal deve se cadastrar no Sistema de Gestão de Tecnologia e
prestar as informações solicitadas. A entrega dos equipamentos,
mobiliários e materiais pedagógicos, que compõem as salas de recursos
multifuncionais</span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show"> </span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show">Não podemos perder nenhuma oportunidade de trazer aos nossos alunos o melhor que eles tem o direito de ter!</span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show"> </span></span></span></h5>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-2564303140546608062013-06-29T12:28:00.001-07:002013-06-29T12:57:05.475-07:00Lugares internéticos show de bola! o//<!--[if !mso]>
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<i><span style="font-family: Times,"Times New Roman",serif;"><span style="color: magenta;"><span style="font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">..</span></span></span><span style="color: magenta;"><span style="font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">Coisas legais demais pra guardar só pra mim.</span></span></span></span></i></div>
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<br /><br /><br /><br /><br /><span style="font-family: Arial,Helvetica,sans-serif;"><br /> SUGESTÕES DE ATIVIDADES PARA EDUCAÇÃO INFANTIL E PARA O ENSINO FUNDAMENTAL</span>.<div class="MsoNormal">
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<a href="http://premioprofessoresdobrasil.mec.gov.br/">http://premioprofessoresdobrasil.mec.gov.br/</a></div>
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<a href="http://livrosvivos.webnode.com/">http://livrosvivos.webnode.com/</a></div>
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PARA O ENSINO FUNDAMENTAL E MÉDIO</span></a></div>
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- </div>
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<a href="http://abowman.com/google-modules/">http://abowman.com/google-modules/</a>
Gadgets para blogs (uma graça)</div>
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Idéia – Para além da Avaliação</div>
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Jogo do cubo mágico on line <a href="http://www.aulavaga.com.br/jogos/puzzle/cubo/">http://www.aulavaga.com.br/jogos/puzzle/cubo/</a></div>
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Sugestões pedagógicas cristãs –</div>
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<span style="mso-spacerun: yes;"> </span><a href="http://sementinhakids.wordpress.com/recursos-2/maternal/maternal-desenhos-e-atividades/deus-criou-os-animais4/">http://sementinhakids.wordpress.com/recursos-2/maternal/maternal-desenhos-e-atividades/deus-criou-os-animais4/</a></div>
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<br /></div>
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Atividades de matemática no hotmail - <a href="https://skydrive.live.com/?cid=db1986e6fcc64dbc&id=DB1986E6FCC64DBC!438#!/?cid=db1986e6fcc64dbc&id=DB1986E6FCC64DBC!393">https://skydrive.live.com/?cid=db1986e6fcc64dbc&id=DB1986E6FCC64DBC!438#!/?cid=db1986e6fcc64dbc&id=DB1986E6FCC64DBC!393</a></div>
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<br /></div>
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Blog de atividades pedagógicas: <a href="http://criatividadepedagogica.blogspot.com/2010/05/atividades-com-fracoes.html">http://criatividadepedagogica.blogspot.com/2010/05/atividades-com-fracoes.html</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
Referenciais Utilizados e
sugeridos</div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<a href="http://www.revistaeducacao.uol.com.br/">WWW.revistaeducacao.uol.com.br/</a><cite><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></cite></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<a href="http://portal.mec.gov.br/seb/arquivos/pdf/book_volume_03_internet.pdf">http://portal.mec.gov.br/seb/arquivos/pdf/book_volume_03_internet.pdf</a><cite><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></cite></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<a href="http://anabeatrizgomes.pro.br/moodle/file.php/1/AULA12TEMASEMGEOGMEDIO.pdf">http://anabeatrizgomes.pro.br/moodle/file.php/1/AULA12TEMASEMGEOGMEDIO.pdf</a><cite><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"></span></cite></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt; text-justify: inter-ideograph;">
<a href="http://www.wdl.org/pt/">http://www.wdl.org/pt/#</a><span style="font-family: Algerian; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt; text-justify: inter-ideograph;">
<br /></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">GIFS</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt; text-justify: inter-ideograph;">
<a href="http://blogcuteplace.blogspot.com/2008/12/flores.html"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">http://blogcuteplace.blogspot.com/2008/12/flores.html</span></a></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: 6.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Atividades Educativas</a>
<span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Brinque Book</a> <span style="mso-no-proof: yes;">
</span></div>
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Cidade dos Direitos</a> <span style="mso-no-proof: yes;">
</span></div>
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Club Penguin</a> <span style="mso-no-proof: yes;">
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Clube do Chamequinho</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Clubinho Sabesp</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Cocoricó</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Discovery Kids Brasil</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta"><span lang="EN-US" style="mso-ansi-language: EN-US;">Earth Cam for Kids</span></a><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span><span style="mso-no-proof: yes;">
</span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta"><span lang="EN-US" style="mso-ansi-language: EN-US;">EcoKids</span></a><span lang="EN-US" style="mso-ansi-language: EN-US;"> </span><span style="mso-no-proof: yes;">
</span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Educação Infantil</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Eletrobras Furnas</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Escola Games</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Guardiões da Biosfera</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Guia do Estudante</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Guia dos Curiosos</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Instituto da Água</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Jogos Educativos</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Jogos para Crianças</a> <span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Livro Clip</a> <span style="mso-no-proof: yes;">
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Máquina de Quadrinhos da Turma da
Mônica</a> <span style="mso-no-proof: yes;">
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Saúde Animal</a> <span style="mso-no-proof: yes;">
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Unicef Kids</a> <span style="mso-no-proof: yes;">
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<div class="MsoNormal">
<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">UOL Crianças</a> <span style="mso-no-proof: yes;">
</span></div>
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<a href="http://educarparacrescer.abril.com.br/comportamento/sites-educativos-504552.shtml" title="Clique aqui para ler a resposta">Zoológico de São Paulo</a> <span style="mso-no-proof: yes;">
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Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-20795368560659820962013-06-29T07:49:00.000-07:002013-06-29T07:49:20.187-07:00Eu quero ler tudoooooo...Fuçando nesse labirinto que é a Web...achei preciosidades como este texto...só resumido COLLARES E MOYSÉS (1996), mas confesso já vou colocar:<br />
<br />
<b><span style="font-size: medium;">Preconceitos no cotidiano escolar — Ensino e medicalização<a href="http://www.scielo.br/scielo.php?pid=S0101-73301997000200012&script=sci_arttext#back">*</a> </span></b><br />
<span style="font-size: medium;"><i>Regina Leite Garcia<a href="http://www.scielo.br/scielo.php?pid=S0101-73301997000200012&script=sci_arttext#back">**</a></i></span> <br />
<br />
<br />
Cecília e Maria Aparecida abrem seu <i><span style="color: blue;">Preconceitos no cotidiano escolar – Ensino e medicalização</span> </i>já
impactando o leitor. A história de Reginaldo, terrível, é
paradigmática. Quem já andou pelas escolas brasileiras sabe quantos
Reginaldos encontrou. Crianças normais, até que alguém, com a autoridade
do lugar social que ocupa, a encaminha para o Serviço de Saúde,
solicitando um eletroencefalograma a partir de seu pré-diagnóstico.
Pouco a pouco a dúvida vai se instalando na família. Aquela mãe que, ao
ser entrevistada, afirmara "...eu não entendo, porque acho que quando
uma pessoa é ruim da cabeça, não tem raciocínio para nada", e aquele pai
que antes lutava para defender a normalidade de seu filho começam,
ambos, a desacreditar de sua capacidade de avaliar ..."quem sabe a
professora está certa e meu filho não aprende porque é mesmo doente e
nós é que não víamos?", devem perguntar-se ambos. <br />
Assim vai
se fechando o cerco e a própria criança, no caso o Reginaldo, como
tantos Reginaldos, ao não conseguir fazer o dever, admite, desesperada:
"Eu sei, eu sei que sou doido, vou passar no médico e precisar ficar
internado uns dez anos." Seus colegas de classe, seus irmão, quando
querem atacá-lo, afirmam com desdém: "Bem que a professora fala que tem
problema." <br />
Talvez as sessões de tortura não produzam
efeitos tão devastadores quanto a exposição dos alunos àquilo que
acontece em algumas escolas, quando as professoras, já no início da
escolaridade, fazem os seus "diagnósticos", separando as crianças que
irão aprender e as que não conseguirão fazê-lo, e, sem se dar conta,
anunciam, como um anjo perverso, o futuro fracasso escolar. <br />
Valendo-se
de uma metodologia etnográfica, as autoras vão penetrando no universo
da escola na busca de compreensão do problema da repetência e da
exclusão de crianças e jovens, sempre das classes populares, em geral
negros ou mestiços. E vão encontrando respostas para as suas perguntas
iniciais: <br />
<blockquote>
• Como a criança e a família reagem ao fracasso escolar e ao estigma? <br />
</blockquote>
<blockquote>
• Como a escola e as professoras a percebem? <br />
</blockquote>
<blockquote>
• Qual a dimensão da patologização do desempenho escolar? <br />
</blockquote>
<blockquote>
• Que mecanismos a informam e mantêm? <br />
</blockquote>
A
pesquisa rompe com o consenso, ousa outras explicações, desvela o que
acontece dentro da escola e da sala de aula e, apesar de tudo o que
descobre, ao final, leva as duas pesquisadoras a afirmar que transformar
é possível. Sua palavra final é: "Se, porém, pretendemos ser agentes
efetivos de transformação social, sujeitos da história, fica o desafio
de sermos capazes de nos infiltrar na vida cotidiana, quebrar seus
sistemas de preconceitos e retomar a cotidianidade em outra direção." <br />
Para
quem pretender tomar outra direção à do fracasso escolar, é
indispensável a leitura deste livro, que vai nos apresentando evidências
empíricas de que José de Souza Martins e Victor Valla estão certos ao
afirmar que "a crise da compreensão é nossa". <br />
Como poderia ver diferente a professora que foi ensinada a ver as crianças com as lentes deformadas da patologização? <br />
Felizes
aqueles que pensam que este é um tema já estudado e superado. Deles
será o reino dos céus... se ingênuos forem... Quanto a mim, entendo que
este livro deveria constar da bibliografia de todos os que trabalham na
formação de professores, seja a inicial seja a continuada. Com os
subsídios deste livro acredito que poderemos desconstruir a falsa idéia
de que as crianças e os jovens não aprendem por terem "problemas de
saúde", e apresentar às professoras as conseqüências deste diagnóstico
infundado de doença na formação do autoconceito e da auto-estima. E eu
pergunto: Será que alguém pode aprender quando se considera incapaz de
aprender, ou, melhor dizendo, será que alguém consegue fazer qualquer
coisa se descrê de si mesmo? <br />
Depoimentos de professoras e
diretoras vão sendo apresentados e as crianças vão recebendo os rótulos:
"dificuldade de aprendizagem", "dislexia", "distúrbios", "disfunções
neurológicas", "desnutrição", "disfunção cerebral". Os rótulos variam,
mas a conseqüência é a mesma – a imputação à vítima da responsabilidade
do fracasso escolar. <br />
Mas as autoras não vão pelo caminho
mais fácil de deslocar a culpa das crianças para as professoras. Elas
sabem que o que acontece na escola vem de longe e faz parte da luta que
se trava em todos os espaços da sociedade. E denunciam, perguntando: <br />
<blockquote>
•
Como se origina e se dissemina, tornando-se consensual, uma forma de
pensar a escola e as pessoas que permite conviver, aparentemente de
forma pacífica, com este fracasso, que é de cada um e é de todos? <br />
</blockquote>
<blockquote>
•
Como pode se manter este processo de culpabilização de pessoas, seja a
criança, a mãe ou a professora, quando todos são vítimas e sofrem? <br />
</blockquote>
<blockquote>
•
O que faz a professora, que também é vítima, assumir o papel de agente
acusador, quando se percebe em sua fala sua própria angústia e
ambigüidade? <br />
</blockquote>
<blockquote>
• Como se naturaliza uma violência social contra quase todos? <br />
</blockquote>
É
disto que trata o livro, leitura obrigatória para quem quer ver a
escola sem os véus que a encobrem e não se conforma com o fracasso
escolar. <br />
<br />
<br />
<a href="http://www.blogger.com/null" name="back"></a><a href="http://www.scielo.br/scielo.php?pid=S0101-73301997000200012&script=sci_arttext#top">*</a> Resenha do livro de Collares, Cecília A.L. e Moysés, M. Aparecida A. <i>Preconceitos no cotidiano escolar: Ensino e medicalização.</i> São Paulo, Cortez, 1996. <br /> <a href="http://www.scielo.br/scielo.php?pid=S0101-73301997000200012&script=sci_arttext#top">**</a> Doutora em Educação pela UFRJ e professora titular de Educação na Universidade Federal Fluminense.<br />
<br />
Gente, é disso que eu falo sempre, o que estamos fazendo com nossas crianças? Onde vai parar nossa falta de fé e autoritarismo??? <br />
Gaiolas...sempre gaiolas...professores engaiolados, alunos engaiolados!!!Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-11130503025236310512013-06-28T11:05:00.002-07:002013-06-28T11:05:51.872-07:00Expectativas de Aprendizagem - uma questão de planejamento!!!Todo dia tenho vontade de dar aulas outra vez nas escolas, para as crianças! Sinto um desespero quando os professores que eu acompanho nas formações continuadas dizendo que não tem jeito, que já tentaram de tudo e não tem jeito.<br />
<div style="text-align: center;">
<img height="300" id="il_fi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgumiK_zw1Izee1E3dq3okcqhwjhUuj0NqOJlEul3ue28fJ8cfq3b12BaDJXekj-d-kXxGnAW_BM8q9S0B1fo4OIqZcMSjscBBuSO24rKKgxqGusrBWhNM7P_zM1ez6T243CMhbyNiLaIU/s400/crian%C3%A7as" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /></div>
<br />
Uma situação que funcionava durante os 10 anos que lecionei para crianças e adolescentes de 10 a 17 anos era o planejamento. Não estou dizendo que eu fazia isso sempre não, longe disso...Era tanto improviso que nem sei como conseguia chegar ao final da aula, às vezes (confesso, foi assim por muitos dias, aulas, anos...) <b>mas sempre que havia planejamento, havia satisfação</b>: minha e dos alunos. Era diferente a expectativa, a participação, a interação e a aprendizagem.<br />
<div style="text-align: center;">
<img height="300" id="il_fi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghBl1zXxT5yjo2JFy7MJ01SZ9Yv8jCtAhKumzMeAdpeQYlqLlZJ0POS5v31sZaWLZdYoo-gY32zVrfHU0ziZxHyP5q-EiGUQIuaADRUDzpPkJb9lAojfpPUVci0XUWFN-d84IoB7Cvc-4/s400/P7160335.JPG" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /> </div>
Infelizmente iniciamos nossa vida professoresca com pouca ou nenhuma orientação, nos deixam ir para a sala sem ver o que planejamos, se sabemos o que estamos fazendo, não são mostradas sugestões de sucesso sobre planejar e que técnica didática é mais eficaz...sinto dizer que as faculdades também não proporcionam isso...<br />
<div style="text-align: center;">
<img height="300" id="il_fi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4MqL07ThDjQ9g1Raslfj-r8jj1ri9EtoK61quPV_BB-jtJdjYI36UUJAddO57vrObz8u2Ms1vFvnBAK2YrkzdCM2UpHtydfUyO_ks1mG5cUJRqqvOXDt57u68cHXTUBgnXvo41ezWpqQ/s400/OgAAABAxMj7ai5nT9bAKBqnizr71Iy8U7zcu-4SMN5TXJgjTn9eod3ANco1dDTJEv15zOG-cKE5wCsGRJziSAh4NV8cAm1T1UGTnRifcizx-8EOYCC4SRiwswJWU.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /></div>
<br />
Mas enfim esse post é sobre o que esperar dos alunos depois de uma aula, depois de um tema, depois de um trabalho pedagógico, uma sequência didática???<br />
Encontrei no site da revista <a href="http://revistaescola.abril.com.br/planejamento-e-avaliacao/planejamento/definicao-curriculo-427818.shtml" target="_blank">Nova Escola</a> (se clicar nesse ítem verá a reportagem completa), algumas expectativas de aprendizagem do 1º ao 5º ano...é um bom começo. Precisamos utilizar melhor nossas formações para "<span style="color: orange;"><b>criarmos coletivamente"</b></span> as expectativas das outras séries/fases e demais disciplinas...É uma boa maneira de pensar a aprendizagem com pontos bem definidos para serem avaliados durante o ano letivo, em tempo de rever a metodologia para retomar o que não está dando certo!!!<br />
Olha que gostoso ensinar assim:<br />
<br />
<div id="box-solida">
<div class="titulo-entrevista">
<span class="intertitulo-red">EXPECTATIVAS DE APRENDIZAGEM </span><span class="intertitulo">LÍNGUA PORTUGUESA</span></div>
<strong>1º ano</strong><br />
<ul>
<li>Fazer intercâmbio oral, ouvindo com atenção e formulando perguntas.</li>
<li>Ouvir com atenção textos lidos.</li>
<li>Ler textos conhecidos, como parlendas, adivinhas e canções.</li>
<li>Conhecer e recontar repertório variado de textos literários.</li>
<li>Escrever texto de memória de acordo com sua hipótese de escrita.</li>
<li>Escrever o próprio nome e utilizá-lo como referência para a escrita.</li>
<li>Conhecer as representações das letras maiúsculas do alfabeto de imprensa.</li>
<li>Localizar palavras em textos.</li>
<li>Escrever usando a hipótese silábica, com ou sem valor sonoro convencional.</li>
<li>Re-escrever ditando textos conhecidos.</li>
<li>Revisar textos coletivamente, apoiado em leitura em voz alta feita pelo professor. </li>
</ul>
<strong>2º ano</strong><br />
<ul>
<li>Participar de intercâmbio oral, ouvindo, perguntando e planejando a fala para diferentes interlocutores.</li>
<li>Recontar histórias conhecidas, recuperando características da linguagem do texto original.</li>
<li>Apreciar textos literários.</li>
<li>Ler, com ajuda, diferentes gêneros.</li>
<li>Ler, por si mesmo, textos conhecidos.</li>
<li>Entender o sistema alfabético, mesmo escrevendo com erros ortográficos.</li>
<li>Escrever alfabeticamente textos que conhece de memória.</li>
<li>Re-escrever histórias conhecidas, ditando-as ou de próprio punho. Produzir textos simples de autoria.</li>
</ul>
<strong>3º ano</strong><br />
<ul>
<li>Participar de situações de intercâmbio oral, ouvindo com
atenção, formulando e respondendo a perguntas, explicar e compreender
explicações, manifestar opiniões sobre o assunto tratado.</li>
<li>Apreciar e ler textos literários.</li>
<li>Ler, com ajuda, textos para estudar (textos de sites, revistas etc.).</li>
<li>Re-escrever de próprio punho histórias conhecidas, considerando as características da linguagem escrita.</li>
<li>Produzir textos de autoria utilizando os recursos da linguagem escrita.</li>
<li>Revisar textos coletivamente com a ajuda do professor ou em parceria com colegas.</li>
</ul>
<strong>4º ano</strong><br />
<ul>
<li>Participar de situações de intercâmbio oral que requeiram ouvir
com atenção, intervir sem sair do assunto tratado, formular e responder
perguntas justificando respostas, explicar e compreender explicações,
manifestar e acolher opiniões, fazer colocações considerando as
anteriores.</li>
<li>Apreciar textos literários.</li>
<li>Selecionar, em parceria, textos em diferentes fontes para a busca de informações.</li>
<li>Localizar, em parceria, informações nos textos, apoiando-se em
títulos e subtítulos, imagens e negritos, e selecionar as que são
relevantes.</li>
<li>Ajustar a leitura ao propósito e ao gênero.</li>
<li>Re-escrever e/ou produzir textos de autoria com apoio do professor.</li>
<li>Revisar textos coletivamente com a ajuda do professor, prestando atenção nos aspectos de coerência, coesão e ortografia.</li>
</ul>
<strong>5º ano</strong><br />
<ul>
<li>Participar de situações de intercâmbio oral que requeiram ouvir
com atenção, intervir sem sair do assunto, formular e responder a
perguntas justificando respostas, explicar e compreender explicações,
manifestar e acolher opiniões, argumentar e contra-argumentar.</li>
<li>Participar de situações de uso da linguagem oral utilizando procedimentos da escrita para organizar a exposição.</li>
<li>Apreciar textos literários.</li>
<li>Selecionar textos de acordo com os propósitos de leitura,
antecipando a natureza do conteúdo e utilizando a modalidade de leitura
mais adequada.</li>
<li>Utilizar recursos para compreender ou superar dificuldades de compreensão durante a leitura.</li>
<li>Re-escrever e produzir textos utilizando procedimentos de escritor.</li>
<li>Revisar textos, próprios e dos outros, em parceria com colegas,
com intenção de evitar repetições, ambiguidades e erros ortográficos e
gramaticais.</li>
</ul>
</div>
<br />
<div class="titulo-entrevista">
<span class="intertitulo-red">EXPECTATIVAS DE APRENDIZAGEM </span><span class="intertitulo">MATEMÁTICA</span></div>
<br />
<strong>1º ano</strong><br />
<ul>
<li>Ampliar o conhecimento dos números e contar oral e mentalmente objetos.</li>
<li>Usar estratégias pessoais para resolver problemas com as quatro operações. </li>
<li>Indicar o número certo quando houver poucos objetos.</li>
<li>Ler mapas e plantas baixas simples.</li>
<li>Identificar e representar semelhanças e diferenças entre formas geométricas.</li>
<li>Montar e desmontar embalagens tridimensionais.</li>
<li>Usar o calendário.</li>
<li>Comparar, identificar e estimar grandezas (comprimento, massa,
temperatura e capacidade) e iniciar o uso de instrumentos de medidas.</li>
<li>Começar a usar e a fazer tabelas simples.</li>
</ul>
<strong>2º ano</strong><br />
<ul>
<li>Realizar contagem oral.</li>
<li>Saber regras do sistema numérico.</li>
<li>Ler e produzir escritas numéricas.</li>
<li>Ampliar o uso de estratégias pessoais nas quatro operações.</li>
<li>Saber resultados de memória.</li>
<li>Usar diversas estratégias de cálculo.</li>
<li>Localizar-se em espaços menos conhecidos e mais amplos.</li>
<li>Identificar e representar diferentes formas geométricas.</li>
<li>Realizar organização temporal com uso do calendário.</li>
<li>Utilizar sistemas de medidas convencionais.</li>
<li>Ampliar o conhecimento de grandezas e o uso de instrumentos de medidas.</li>
<li>Fazer tabelas e gráficos de colunas.</li>
</ul>
<strong>3º ano</strong><br />
<ul>
<li>Utilizar o sistema numérico em sua forma convencional.</li>
<li>Articular melhor os números em estratégias de cálculo mental.</li>
<li>Usar técnicas convencionais de adição e subtração.</li>
<li>Começar a sistematizar algoritmos (conta armada).</li>
<li>Ampliação do uso das operações de adição, subtração, multiplicação e divisão.</li>
<li>Interpretar representações do espaço.</li>
<li>Aprimorar o uso da linguagem específica para figuras e formas.</li>
<li>Saber ver as horas.</li>
<li>Utilizar o sistema métrico (convencional ou não) com mais precisão.</li>
<li>Aprimorar o uso de tabelas simples e usar gráficos com colunas e barras.</li>
</ul>
<strong>4º ano</strong><br />
<ul>
<li>Realizar contagens crescentes e decrescentes com números naturais.</li>
<li>Realizar cálculos aproximados.</li>
<li>Reconhecer, usar, comparar e ordenar números racionais.</li>
<li>Explorar os significados das frações.</li>
<li>Saber resultados de contas de multiplicação de memória.</li>
<li>Fazer operações de números naturais com estratégias pessoais e operações convencionais.</li>
<li>Identificar posição e movimentação em malha quadriculada.</li>
<li>Reconhecer semelhanças e diferenças entre figuras geométricas.</li>
<li>Reconhecer planificações e identificar formas planas de figura tridimensional.</li>
<li>Compreender e calcular o perímetro.</li>
<li>Reconhecer e usar unidades de medida.</li>
<li>Utilizar o sistema monetário brasileiro.</li>
<li>Interpretar dados de tabelas simples e de dupla entrada e de gráficos de colunas, barras e linhas.</li>
</ul>
<strong>5º ano</strong><br />
<ul>
<li>Compreender e usar as regras do sistema de numeração decimal para leitura, escrita, comparação e ordenação de números naturais.</li>
<li>Explorar diferentes significados das frações.</li>
<li>Escrever, ler, comparar e ordenar números racionais.</li>
<li>Resolver problemas nas quatro operações, usando estratégias pessoais, convencionais e cálculo mental.</li>
<li>Usar porcentagens.</li>
<li>Explorar a idéia de probabilidade.</li>
<li>Descrever, interpretar e representar a localização e a movimentação de uma pessoa ou um objeto.</li>
<li>Reconhecer poliedros e identificar relações entre faces, vértices e arestas.</li>
<li>Utilizar unidades comuns de medida em situações problema.</li>
<li>Calcular perímetros e áreas.</li>
<li>Usar unidades de medidas de área.</li>
<li>Interpretar e construir tabelas simples, de dupla entrada, gráficos de colunas, barras, linhas e de setor.</li>
</ul>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-85355900820379729492013-06-27T18:22:00.003-07:002013-06-27T18:22:50.016-07:00Tá frio ai? Bebidinhas quentinhas pra toda horaaa!!!Passeando por um desses sites que eu sigo no facebook <a href="http://familia.com.br/dicas-de-receitas-de-bebidas-sem-alcool-para-festas-juninas" target="_blank">"Eu amo meu marido" </a>encontrei umas receitinhas deliciosas de bebidinhas quentinhas. Nesses dias de festa junina pra todo lado, curti muito as opções sem álcool. Podemos fazer na escola, pra ver um filminho com a família, ou os amigos...e mesmo se não estiver frio, vale a pena conferir!!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1DZwRHnPILNzKfbRtfUmEihIxXiscgeBzHo6vyxKIwCslr7Dtg9P_ND95r4YGr4Dg0MhNju64Ew86FurG2IvUS9pzkGWNJbN0NeIb7XbrkuftAO-GLdBnLyFlG7DcECmSd-tF8fRWmYI/s300/1+bebendo-leite-quente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1DZwRHnPILNzKfbRtfUmEihIxXiscgeBzHo6vyxKIwCslr7Dtg9P_ND95r4YGr4Dg0MhNju64Ew86FurG2IvUS9pzkGWNJbN0NeIb7XbrkuftAO-GLdBnLyFlG7DcECmSd-tF8fRWmYI/s300/1+bebendo-leite-quente.jpg" /></a></div>
<strong style="line-height: 1.3em;">Chocolate quente cremoso:</strong><br />
<ul>
<li><span style="line-height: 1.3em;">2 xícaras (chá) de leite;</span></li>
<li><span style="line-height: 1.3em;">1 caixinha de creme de leite;</span></li>
<li><span style="line-height: 1.3em;">3 colheres (sopa) de chocolate em pó (não achocolatado);</span></li>
<li><span style="line-height: 1.3em;">3 colheres (sopa) de açúcar;</span></li>
<li><span style="line-height: 1.3em;">1 colher (café) de canela em pó;</span></li>
<li><span style="line-height: 1.3em;">1 pitada de gengibre em pó;</span></li>
<li><span style="line-height: 1.3em;">1 pitada de cravo em pó.</span></li>
</ul>
<em>Modo de preparo:</em> misture todos os ingredientes e leve ao fogo. Mexa sempre, até ferver. Sirva quente.<br /><br /><strong>Quentão sem álcool:</strong><br />
<ul>
<li><span style="line-height: 1.3em;">200g de gengibre picado em pedaços finos;</span></li>
<li><span style="line-height: 1.3em;">5 pedaços de canela em pau;</span></li>
<li><span style="line-height: 1.3em;">1 colher (chá) de cravo;</span></li>
<li><span style="line-height: 1.3em;">1 L de água;</span></li>
<li><span style="line-height: 1.3em;">2 xícaras de açúcar;</span></li>
<li><span style="line-height: 1.3em;">2 limões.</span></li>
</ul>
<em>Modo de preparo:</em> coloque o gengibre e o açúcar em uma
panela, leve ao fogo, mexendo sempre, até virar uma pasta marrom (não
deixe queimar muito, para não ficar amargo). <a href="http://familia.com.br/dicas-de-receitas-de-bebidas-sem-alcool-para-festas-juninas#" id="_GPLITA_0" title="Click to Continue > by Text-Enhance">Junte</a>
a água, a canela e o cravo. Deixe ferver por uns 20 minutos em fogo
baixo. Esprema os dois limões e junte somente na hora de servir.<br /><br /><strong>Vinho quente sem álcool:</strong><br />
<ul>
<li><span style="line-height: 1.3em;">2 L de suco de uva integral;</span></li>
<li><span style="line-height: 1.3em;">1 kg de açúcar;</span></li>
<li><span style="line-height: 1.3em;">100g de gengibre picado em pedaços finos;</span></li>
<li><span style="line-height: 1.3em;">5 pedaços de canela em pau;</span></li>
<li><span style="line-height: 1.3em;">1 colher (chá) de cravo;</span></li>
<li><span style="line-height: 1.3em;">3 maçãs sem casca (cortadas em cubinhos);</span></li>
<li><span style="line-height: 1.3em;">1 lata de pêssego em calda escorrida (cortados em cubinhos).</span></li>
</ul>
<em>Modo de preparo: </em>coloque o gengibre e o açúcar em uma
panela, leve ao fogo, mexendo sempre, até virar uma pasta marrom (não
deixe queimar muito, para não ficar amargo). Acrescente o suco de uva.
Quando ferver adicione o pêssego e a maçã e deixe as frutas cozinharem
um pouco. Sirva bem quente.Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-61416723540135375592013-06-26T07:28:00.002-07:002013-06-29T12:36:53.236-07:00A Física dos meus sonhos...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoyUdkETvwTQU7u8vq6gS9m8XglFwJVcaVITHA55sajdgf_XeFC45rW7Xz38GISVirogPpTWetwLjrURCEpfcSV-HrjbRbuhmIWacfEN2aeQpZ9jVkkaiOwmjoKrX_HTQ-BrEbogLJ1wc/s1600/142531_Papel-de-Parede-Estrelas-e-Sonhos_1280x800.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoyUdkETvwTQU7u8vq6gS9m8XglFwJVcaVITHA55sajdgf_XeFC45rW7Xz38GISVirogPpTWetwLjrURCEpfcSV-HrjbRbuhmIWacfEN2aeQpZ9jVkkaiOwmjoKrX_HTQ-BrEbogLJ1wc/s400/142531_Papel-de-Parede-Estrelas-e-Sonhos_1280x800.jpg" width="400" /></a></div>
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As vezes terror, as vezes incrível, as vezes não sei que língua é aquela que o professor está falando, as vezes faz tanto sentido...essa é a Física. Só conhecemos essa disciplina, com esse nome no ensino médio, mas na verdade desde sempre ela faz parte de nossas vidas de um jeito indiscutivelmente importante, no entanto nossa dificuldade em cativar o telespectador de nossas aulas, para que ele se sinta parte do conhecimento sendo desvelado, que pode ser reinventado em cada aula, é tanta, que preferimos continuar no modelo tradicional de aula com "conceito, exemplo, exercício" numa sequência infindável de atividades que não significam mais que punição por eu não ter prestado atenção na aula...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOkyyTP8Ek8xg4bm3MBKhrtSHy6u0Btp06FTIBtoYcGLiOI0rUzF4ETaclXwEknAVATQ2F-K8V73Znasuhj420euEcIKjoZUH3FS7mCYy3L2jPdqfPzwqSRWECGErpSW11IEJ-kc1WX8/s1600/4b2f16da8aeab93e7eed81ddf4ce5b0d.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOkyyTP8Ek8xg4bm3MBKhrtSHy6u0Btp06FTIBtoYcGLiOI0rUzF4ETaclXwEknAVATQ2F-K8V73Znasuhj420euEcIKjoZUH3FS7mCYy3L2jPdqfPzwqSRWECGErpSW11IEJ-kc1WX8/s320/4b2f16da8aeab93e7eed81ddf4ce5b0d.jpg" width="304" /></a></div>
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Mas falo de uma paixão particular...a <span style="color: blue;"><b>FÍSICA</b></span> é fascinante, inacreditável, e muitas vezes, <span style="color: lime;">SIMPLES.</span></div>
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Encontrei maravilhas em uma bibliografia sugerida para um teste de ingresso no mestrado, não ajuda muito se você for só o aluno, mas principalmente se você quer ser o professor dos sonhos. Tem textos científicos, na forma de artigos, e algumas críticas que podem nos ajudar a avaliar nossa prática pedagógica!</div>
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Vale a pena conferir, se você gosta de FÍSICA, é claro. Mas principalmente, se você é um investigador nato das coisas que tornam nossas aulas verdadeiros ímãs para qualquer aluno!!! Se você não faz parte desse grupo, pegue essa onda, navegue nessas águas viscosas, seja atraído por essa força gravitacional numa velocidade acima da média, e deixa essa luz refletir em suas aulas...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizVa6daE__oShbYohRYEKMr9g5WLLKbk3hBm9wb_AjZhw4CvG256DvEkMXMKZ3nK4tVcagBCh6rxDR9eJD5TP9UJb_AoRmKGBa6woc-nsDLWbJowrfS7foorhHCVamQEFNiTz7WD8QAXg/s1600/1ilusao-de-otica.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizVa6daE__oShbYohRYEKMr9g5WLLKbk3hBm9wb_AjZhw4CvG256DvEkMXMKZ3nK4tVcagBCh6rxDR9eJD5TP9UJb_AoRmKGBa6woc-nsDLWbJowrfS7foorhHCVamQEFNiTz7WD8QAXg/s1600/1ilusao-de-otica.png" /></a></div>
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aproveite a leitura, saboreie cada palavra e deixe a velocidade da luz encher você de uma motivação particular!!! Sinta o campo elétrico nessa atmosfera...movimente-se com a força de um vulcão em erupção, que emana calor em todas as direções!!!</div>
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<span style="color: lime;"><a href="https://sites.google.com/site/ventosepensamentos/fisica---leiturinhas" target="_blank">Clique aqui e aprecie as LEITURINHAS!!!</a>.</span> </div>
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-->Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com1tag:blogger.com,1999:blog-2847407759723606888.post-28198888246724034142013-06-25T05:47:00.000-07:002013-06-25T10:34:23.082-07:00Indisciplina...e agora, quem poderá me defender???Nem Chapolin Colorado, nem Superman...indisciplina é vilão combatido por <span style="color: red;"><b>Superprofessor</b></span>...rsrs!!!<br />
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<a href="http://www.rioeduca.net/blog.php?bid=20&tag=indisciplina" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyh_cC9FnWb4S8atTuW_G2jnQlnCuAbG15PYSv0GXLv6NyYhB8_WeGBFI7U4FbIPYv5zli39sQhk6WCgXV4MPMl65Z2TmLU02u9Zkqai0DYzs8NIadcWbv21RrTf-SJNqhUnS3GTDtpms/s1600/indisciplina.jpg" /></a></div>
Comecei esse post antes mesmo de terminar de ler o texto: <a href="http://www.crmariocovas.sp.gov.br/pdf/ideias_28_p227-252_c.pdf" target="_blank">Os desafios da indisciplina em sala de aula e na escola</a>, de Celso dos S. Vasconcellos, porque sinto essa angústia, e o que sinto é que infelizmente isso não é problema da atualidade, nem da cultura brasileira...mas que marcas das desigualdades podem ser claramente percebidas nessa situação, ahh isso é inegável.<br />
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Como gostaria de ter a resposta para este problema, eu ia colocar no Face, linkaria (rsrs...é assim que se escreve?) em todas as postagens e ainda levaria para todas as formações que eu pudesse. Mas como o autor Vasconcellos, compreendo essa questão como o desencadeamento de vários fatores, e ainda observo que estão acumulados em um espaço de vigilância e punição (no modelo de Focault) e reprodução cega de ideologias de escravização e controle.<br />
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Não dá pra não ser crítico nessa hora...eu me recuso a me moldar a este mundo<a href="http://www.google.com.br/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=UEwOTWOnVIRoIM&tbnid=f2c13FN9PromfM:&ved=0CAUQjRw&url=http%3A%2F%2Ftiaurea.blogspot.com%2F2010%2F03%2Fmenina-rafaela-e-vila-na-novela-da.html&ei=E5HJUc6HL4Ke9QTQrYHYCw&bvm=bv.48293060,d.dmg&psig=AFQjCNEUaIo99m2cfo6zyODC4AQrcoH6AA&ust=1372250229802920" target="_blank">(Romanos 12:2)</a>, a aceitar que reproduzir o que foi feito na minha escolarização é melhor...por que não tentar outras maneiras de ensinar, por que não dar mais oportunidades, por que não estudar mais a fundo a maneira de aprender do ser humano, por quê?<br />
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Era só pra indicar o texto que eu comecei, mas eu devo ser de outro mundo mesmo, porque não consigo me adequar, me enquadrar...mas aprendo quando é preciso, quando tenho curiosidade, quando sou provocada a aprender, não consigo aprender só escutando, tenho que investigar, tenho que experimentar, tenho que medir, calcular...mas por favor, não me diga que se eu não souber isso não posso saber aquilo, porque ai me comparo a uma máquina, que só pode imprimir depois de eu dar o comando...pensamentos diferentes sim, mas criativos, autênticos...chega de tanta flor vermelha de caule verde...afffsss...desabafei...<br />
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Mas o texto é excelente...digno de ser estudado na formação continuada, ou por profes curiosos e audaciosos que se adiantam às regras...como está acontecendo lá em Aripuanã-MT( de onde tive a sugestão do texto)...mas o processo ainda está lento, muuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuito lento!!!!!
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-28744891876262343092013-06-24T13:30:00.000-07:002013-06-24T13:30:11.595-07:00Fru fru pra blogueir@s!!!<br />
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<span style="font-size: large;">Olá gente que curte educação e compartilha muita coisa boa por esse mundão de meu Deus...</span></div>
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<span style="font-size: large;">Eu encontrei no Blog de uns colegas de Cefapro, <a href="http://alfabetizacaocefaproponteselacerda.blogspot.com.br/" target="_blank">o Blog de Pontes e Lacerda</a>...mas ainda não visitei tudo não, porque logo no início minha atenção se desviou do blog para o ícone de coisinhas de enfeitar blog...mas na verdade são ferramentas virtuais que incrementam e destacam o visual de um blog. Como minha motivação inicial é educação, então está aqui o link, clica e visita...muito 10! Eu escolhi as bolinhas de sabão...mas há diferentes efeitos, vale a pena conferir!</span></div>
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<span style="font-size: x-large;"><a href="http://tonygifsjavas.com.br/efeitos_para_blogs/pagina_efeitos_caindo.htm" target="_blank">Clica aqui </a></span></div>
Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0tag:blogger.com,1999:blog-2847407759723606888.post-8129346083775269882013-06-19T13:05:00.001-07:002013-06-19T13:05:25.696-07:00Aprendizagem Significativa<div style="text-align: center;">
Chegou recentemente no Cefapro de Juína um livro show de bola:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ9IarkAfgXHVwMjrlTgpPqOr_JLNH9w3r4X2pX14y3rsJdKMOrRVDCUgH5vGkA0_8o7PbYblivwcs_2OizkSKvUiNMPJQfiADqTToWGOT_RDvdhGwPmXPPLXbd87-wK-qlfwwKYz144Q/s1600/livro+ap+sig.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ9IarkAfgXHVwMjrlTgpPqOr_JLNH9w3r4X2pX14y3rsJdKMOrRVDCUgH5vGkA0_8o7PbYblivwcs_2OizkSKvUiNMPJQfiADqTToWGOT_RDvdhGwPmXPPLXbd87-wK-qlfwwKYz144Q/s320/livro+ap+sig.jpg" width="226" /></a></div>
Este livro apresenta conceitos importantes para qualquer educador compreender um pouco mais sobre seu trabalho: o aluno! No entanto são falas sintetizadas que requerem de nós professores curiosos e ávidos de transformações na sala de aula irmos além...pesquisarmos cada termo, bem como a bibliografia consultada pelo livro.<br />
Como não consegui me restringir ao livro somente, já achei um artigo na internet tão bom quanto, do autor Dr. Júlio César: <a href="http://www.famema.br/ensino/capacdoc/docs/papelprofessorpromocaoaprendizagemsignificativa.pdf" target="_blank">O papel do professor na promoção da aprendizagem significativa.</a> A leitura é cativante, acessível e sugestiva...apreciem sem moderação!<br />
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Obs.: Lembrei de duas amigas de trabalho que me induziram, em algum momento, a aprender mais: Sibeli e Rosália, esse Post dedico a vocês!Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com2tag:blogger.com,1999:blog-2847407759723606888.post-49964622622287153732013-06-06T13:41:00.001-07:002013-06-06T13:41:14.047-07:00Experiências com o Complexo Temático em Mato Grosso<div style="text-align: center;">
<span style="color: red;"><span style="font-size: large;"><a href="https://sites.google.com/site/ventosepensamentos/complexo-tematico" target="_blank"></a></span></span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp5rH_0biEaTQtF_EEllROYBZJ4-QGprMmZh8nRuiyQRUyhn_DcHiTMaZy68qeIEOfmHRp2KmHRclKYhDZn83XU-VeJeUzRKXkj3htvNAsIYu-9R0e7EW8GnaPU-RkPwmIZlDNqehQSAA/s1600/correr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp5rH_0biEaTQtF_EEllROYBZJ4-QGprMmZh8nRuiyQRUyhn_DcHiTMaZy68qeIEOfmHRp2KmHRclKYhDZn83XU-VeJeUzRKXkj3htvNAsIYu-9R0e7EW8GnaPU-RkPwmIZlDNqehQSAA/s1600/correr.jpg" /></a></span></div>
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<span style="font-size: large;">Olá,</span></div>
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<span style="font-size: large;">esta
é uma postagem que interessa se você trabalha em uma escola estadual de
Mato Grosso que tem em suas Orientações Curriculares a sugestão de
organização do currículo por Complexos Temáticos.</span></div>
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<span style="font-size: large;">Coloquei alguns materiais a disposição dos curiosos, profissionais da educação e amigos do Cefapro.</span></div>
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<span style="font-size: large;">Aproveitem
o que é bom...tem experiências de Juara e de Juína, além de textos do
Pistrak e de Silvio Rocha (nosso consultor estadual para coisas
complexas...rsrs)</span></div>
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<span style="color: red;"><span style="font-size: large;">Acesse aqui.</span></span><span style="color: red;"><span style="font-size: large;"><a href="https://sites.google.com/site/ventosepensamentos/complexo-tematico" target="_blank"> Complexo Temático em MT</a></span></span>Ana Paula Pereirahttp://www.blogger.com/profile/12259860550878275007noreply@blogger.com0