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Sejam Bem Vindos!!!Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.comBlogger225125tag:blogger.com,1999:blog-8200619331035097792.post-74744545399865456712019-12-02T15:14:00.000-03:002019-12-02T15:14:12.909-03:00A POLUIÇÃO DA ÁGUA - DOENÇAS CAUSADAS PELA ÁGUA CONTAMINADA<div style="text-align: justify;">
<span style="background-color: white; color: #444444; font-family: Arial, Helvetica, Tahoma, Verdana, sans-serif; font-size: 16px;"> </span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white;"> A </span><span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="background-color: white; font-weight: bold;">poluição da água</span><span style="background-color: white;"> é a contaminação dos corpos d'água por elementos físicos, químicos e biológicos que podem ser nocivos ou prejudiciais aos organismos, plantas e à atividade humana. É uma questão muito séria, já que a </span><a href="https://www.ecycle.com.br/component/content/article/43-drops-agua/2110-como-surgiu-a-agua.html" mce_href="/component/content/article/43-drops-agua/2110-como-surgiu-a-agua.html" style="background-color: white; overflow-wrap: break-word; transition: color 0.2s ease-in-out 0s, background-color 0.2s ease-in-out 0s;" target="_blank">água</a><span style="background-color: white;"> é essencial para a vida humana. Ela representa cerca de 70% da massa do corpo humano e seu consumo é fundamental para a nossa sobrevivência. Podemos sobreviver se ficarmos períodos de até 50 dias sem nos alimentar, porém, não é possível ficar mais de quatro dias sem o </span><span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="background-color: white; font-weight: bold;">consumo de água</span><span style="background-color: white;">.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; text-align: start;"> Um fator preocupante dessa </span><span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="background-color: white; font-weight: bold; text-align: start;">poluição</span><span style="background-color: white; text-align: start;"> é que os lençóis freáticos, os lagos, os rios, os mares e os oceanos são o destino final de todo e qualquer poluente solúvel em </span><span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="background-color: white; font-weight: bold; text-align: start;">água</span><span style="background-color: white; text-align: start;"> que tenha sido lançado no ar ou no solo. Desta forma, além dos poluentes que são lançados diretamente nos corpos d'água, as redes hídricas ainda recebem a </span><span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="background-color: white; font-weight: bold; text-align: start;">poluição</span><span style="background-color: white; text-align: start;"> vinda da atmosfera e da litosfera (o solo).</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Causas da poluição da água</span></h2>
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<span style="font-family: Arial, Helvetica, sans-serif;"> As fontes de <span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="font-weight: bold;">poluição da água</span> são separadas em duas categorias, dependendo da origem do poluente. São <span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="font-weight: bold;">causas</span> humanas, como o descarte incorreto de produtos e o lançamento de esgoto e produtos químicos na <span class="Apple-style-span" mce_fixed="1" mce_name="strong" mce_style="font-weight: bold;" style="font-weight: bold;">água</span>.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">DOENÇAS CAUSADAS PELA ÁGUA CONTAMINADA</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Febre Tifoide, Cólera e Hepatite A são algumas das doenças que podem ser causadas pela água de esgoto não tratada, um problema sério que afeta a saúde pública.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Estas doenças surgem quando a água não passa por tratamentos de limpeza e de purificação que eliminem microrganismos que contaminam a água, especialmente os responsáveis por causar doenças.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> A contaminação pode acontecer pelo contato direto com esgoto, enchentes, devido à ingestão acidental de água contaminada ou através do consumo de alimentos cozinhados ou lavados com águas poluídas.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Principais doenças causadas pela água não tratada</span></span></h2>
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<span style="font-family: Arial, Helvetica, sans-serif;">Apesar de serem diversas, algumas das principais doenças que podem ser causadas por águas paradas ou água de esgoto não tratado incluem:</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Hepatite A</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A Hepatite A é uma doença do fígado altamente contagiosa e, apesar de geralmente ser leve, em alguns casos pode evoluir de forma grave e ser fatal quando não tratada. A Hepatite A é transmitida através do contato com fezes contaminadas, podendo ocorrer através do contato com água que contém os microrganismos de origem entérica.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> urina escura, fezes claras, amarelamento da pele e mucosas, febre, calafrios, sensação de fraqueza, náusea, perda de apetite e fadiga.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> não é específico, e o médico poderá indicar um tratamento de suporte e controle dos sintomas. Geralmente, recorre-se ao uso de medicamentos para controlar a febre e a dor, além de repouso e hidratação. Saiba o que fazer para se recuperar mais rápido da hepatite A.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Giardíase</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A Giardíase é uma infecção do aparelho digestivo causada pelo parasita Giardia intestinalis. A sua transmissão é feita através do consumo de alimentos ou água contaminadas por fezes contendo cistos do parasita, sendo uma doença infecciosa que pode ser transmitida entre pessoas.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> dor abdominal, diarreia, febre, náusea, fraqueza ou perda de peso.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> o tratamento é feito com medicamentos que combatem o parasita, como Metronidazol ou Tinidazol, indicados pelo médico. Também é recomendado o consumo de líquidos ao longo do dia, e em caso de desidratação grave devido à diarreia, pode ser necessária hidratação na veia.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Amebíase ou Disenteria Amebiana</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A Amebíase ou disenteria amebiana é uma infecção causada pelo protozoário Entamoeba histolytica, que se instala no intestino e que impede a absorção de nutrientes importantes para o organismo. A sua transmissão é feita através do consumo de alimentos ou água contaminadas por fezes contendo cistos amebianos maduros. Saiba mais sobre esta doença em o que é a Amebíase.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> dor abdominal, diarreia, febre e calafrios. Em alguns casos, as fezes podem conter sangue, muco ou pus. Em casos mais graves, a doença pode desenvolver a forma invasiva, em que são infectados outros órgãos como fígado, trato respiratório e, até, cérebro, por exemplo.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> em geral, são usados remédios antiparasitários como Secnidazol, Metronidazol ou Tinidazol, entretanto, a duração e a dose é orientada pelo médico de acordo com a gravidade da infecção.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Febre Tifoide</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A Febre Tifoide é uma doença infeciosa causada pela bactéria Salmonella typhi, e a sua transmissão é feita através do consumo de água e alimentos contaminados com o parasita.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> febre alta, vômito, dor de barriga, prisão de ventre, diarreia, dor de cabeça, perda de apetite, perda de peso ou manchas vermelhas na pele. Entenda o que é febre tifóide e como identificar os sintomas.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> é feito recorrendo ao uso de antibióticos, conforme orientação médica, sendo muito importante o descanso e a hidratação durante a fase de recuperação. Esta é uma doença que pode ser prevenida com a vacina contra a febre tifoide.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Cólera</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A Cólera é uma infecção que ocorre no intestino, causada por uma bactéria que pode estar presente em água contaminada ou em alimentos, capaz de produzir toxinas que desencadeiam os sintomas da doença.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> diarreia intensa e vômitos, que podem levar à uma grave desidratação.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> é realizado recorrendo ao uso de antibióticos indicados pelo médico, e solução para hidratação oral e intravenosa, como o soro.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Ascaridíase ou lombriga</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">É uma verminose causada pelo parasita Ascaris Lumbricoide, também conhecido como lombriga, que habita, se desenvolve e se multiplica no intestino. Esta doença, é transmitida através da ingestão água ou alimentos contaminados com ovos do parasita.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> dor abdominal, enjoo ou dificuldade em evacuar;</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> é feito com o uso de remédios antiparasitários indicados pelo médico, como Albendazol.</span></div>
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<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Leptospirose</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">A leptospirose é uma doença causada por uma bactéria presente em urina dos ratos de esgotos, ou de outros animais infectados como cães e gatos, que penetra no corpo através do contato dos excrementos destes animais ou da água contaminada com a pele ferida ou mucosas, como olhos, nariz.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Principais Sintomas:</span> febre alta, dor de cabeça, dor no corpo, perda de apetite, vômito, diarreia ou calafrios.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Como é o Tratamento:</span> o médico deverá orientar o uso de remédios antibióticos para combater a bactéria, além de analgésicos para a dor e febre. Saiba mais sobre o que é e como prevenir a leptospirose.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">A ausência de tratamento adequado da água do esgoto, apesar de afetar toda a população, afeta especialmente crianças entre 1 ano e os 6 anos de idade, gestantes e idosos, sendo considerado um grave problema de saúde pública.</span></div>
<h2 style="-webkit-font-smoothing: antialiased; background-color: #f6f6f6; border: 0px; box-sizing: border-box; font-weight: 400; line-height: 50px; margin: 10px 0px 7px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="border: 0px; box-sizing: border-box; font-style: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Como evitar pegar estas doenças</span></span></h2>
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<span style="font-family: Arial, Helvetica, sans-serif;">Para se proteger e evitar estas doenças, deve-se evitar o contato com o esgoto, águas contaminadas ou não tratadas, enchentes, lama ou rios com água parada, sendo também desaconselhado o uso de piscinas não tratadas com cloro.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Para assegurar a sua segurança, é indicado ferver sempre a água antes de a utilizar, quer seja para lavar ou preparar alimentos ou para beber, caso não seja filtrada. Além disso, pode também optar por usar Hipoclorito de Sódio para desinfectar e purificar a água.</span></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-25236964122380201312019-07-29T10:30:00.000-03:002019-07-29T10:37:12.483-03:00A MUMIFICAÇÃO - UMA VIAGEM DA ARTE NA HISTÓRIA E NA CIÊNCIA<br />
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<span style="color: red; font-family: "comic sans ms"; font-size: 10.0pt; line-height: 107%;">FEIRA DE CONHECIMENTOS 2019 – 7ºA<o:p></o:p></span></div>
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<b><span style="border: none 1.0pt; font-family: "comic sans ms"; font-size: 10.0pt; padding: 0cm;">Introdução
(objetivo da mumificação)</span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></div>
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</span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>De
acordo com a religião egípcia, a alma da pessoa necessitava de um corpo para a
vida após a morte. Portanto, devia-se preservar este corpo para que ele
recebesse de forma adequada a alma. Preocupados com esta questão, os egípcios
desenvolveram um complexo sistema de mumificação.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span></b><span style="background: white; font-family: "comic sans ms"; font-size: 10.0pt;">O que é mumificação? Trata-se de um método de
preservação de cadáveres que diminui drasticamente a intensidade da
decomposição.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; font-family: "comic sans ms"; font-size: 10.6667px;">O método de mumificação era bastante utilizado na Antiguidade</span></td></tr>
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<span style="background: white; font-family: "comic sans ms"; font-size: 8.0pt; line-height: 107%;">O método de mumificação era bastante utilizado na Antiguidade<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Define-se <strong><span style="font-family: "comic sans ms";">mumificação</span></strong> como o
fenômeno natural ou artificial de preservação de um corpo. Nesse processo, a
putrefação ocorre vagarosamente, ao longo de muitos e muitos anos.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;">A ideia de manter um corpo
em bom estado após a morte foi colocada em prática por diversas civilizações,
como </span><a href="https://brasilescola.uol.com.br/historia-da-america/maias.htm"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">maias</span></a><span style="font-family: "comic sans ms"; font-size: 10.0pt;">, </span><a href="https://brasilescola.uol.com.br/historia-da-america/incas.htm"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">incas</span></a><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> e </span><a href="https://monografias.brasilescola.uol.com.br/historia/egipcios.htm"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">egípcios</span></a><span style="font-family: "comic sans ms"; font-size: 10.0pt;">. Quimicamente falando,
a <strong><span style="font-family: "comic sans ms";">mumificação</span></strong> é
um procedimento realizado para tornar mais lento ou interromper o impiedoso
processo de decomposição do corpo. Para alcançar esse objetivo, é fundamental
eliminar a ação das enzimas (lípases, proteases e amilases) e micro-organismos
responsáveis pelo processo, privando-os da presença de água e também do
ambiente químico de que necessitam para atuar.<o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Substâncias
utilizadas na mumificação.<o:p></o:p></span></b></div>
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</span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Natrão</span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">: uma mistura de diversos sais, como o cloreto de sódio, carbonato de
sódio, bicarbonato de sódio e sulfato de sódio;<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Betume</span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">: líquido viscoso e escuro que é composto por tipos diferentes de
hidrocarbonetos;<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Mirra: </span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">uma resina proveniente de pequenas árvores do gênero <i>Commiphora;</i><o:p></o:p></span></div>
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</span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Bálsamo de cedro e cominho: </span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">líquido extraído dessas plantas, o qual apresenta odor agradável;<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Cera de abelha.</span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Etapas do
processo de mumificação artificial egípcia<o:p></o:p></span></b></div>
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</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">1º Passo:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> Retirada do cérebro pelas narinas.
Essa etapa era realizada com o auxílio de pinças de metal;<o:p></o:p></span></div>
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<img alt="Representação da retirada do cérebro durante o processo de mumificação" src="https://s5.static.brasilescola.uol.com.br/img/2017/05/retirada-do-cerebro.jpg" /></div>
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<span style="font-family: "comic sans ms"; font-size: 8.0pt;">Representação
da retirada do cérebro durante o processo de mumificação<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">2º Passo:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> Retirada da maioria dos órgãos internos
a partir de um corte realizado do lado esquerdo do corpo. Apenas o coração não
era retirado porque se acreditava que as emoções ficavam armazenadas nesse
órgão.<o:p></o:p></span></div>
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<strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p> </o:p></span></strong><img alt="Representação da retirada dos órgãos durante o processo de mumificação" src="https://s1.static.brasilescola.uol.com.br/img/2017/05/retirada-dos-orgaos.jpg" style="background-color: transparent;" /></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><v:shape alt="Representação da retirada dos órgãos durante o processo de mumificação" id="Imagem_x0020_4" o:spid="_x0000_i1028" style="height: 135.75pt; mso-wrap-style: square; visibility: visible; width: 198pt;" type="#_x0000_t75">
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<span style="background: white; font-family: "comic sans ms"; font-size: 8.0pt;">Representação da retirada dos órgãos durante o processo de
mumificação<o:p></o:p></span></div>
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<strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Obs.:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> Durante algum tempo,
os órgãos também eram submetidos ao processo de mumificação, com exceção do
cérebro.<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">3º Passo:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> Cobria-se o corpo com a mistura de
sais denominada de natrão e colocava-se essa mistura também no interior do
corpo, durante 40 a 72 dias, com o objetivo de retirar toda a água do corpo;<o:p></o:p></span></div>
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<img alt="Secagem do corpo" src="https://s2.static.brasilescola.uol.com.br/img/2017/05/secagem-do-corpo.jpg" /></div>
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<a href="https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm" title=""Secagem do corpo" "><span style="font-family: "comic sans ms"; font-size: 10.0pt; text-decoration: none;"><v:shape alt="Secagem do corpo" href="https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm" id="Imagem_x0020_6" o:button="t" o:spid="_x0000_i1027" style="height: 139.5pt; mso-wrap-style: square; visibility: visible; width: 203.25pt;" title=""Secagem do corpo"" type="#_x0000_t75">
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</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">4º Passo:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> Lavava-se o corpo para retirar o
natrão a partir de bálsamo e óleos essenciais;<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">5º Passo:</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;"> O corpo era enfaixado com panos
feitos de linho.<o:p></o:p></span></div>
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<img alt="Enfaixamento do corpo" src="https://s3.static.brasilescola.uol.com.br/img/2017/05/enfaixamento-do-corpo.jpg" /></div>
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<a href="https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm"><span style="font-family: "comic sans ms"; font-size: 10.0pt; text-decoration: none;"><v:shape alt="Enfaixamento do corpo" href="https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm" id="Imagem_x0020_5" o:button="t" o:spid="_x0000_i1026" style="height: 145.5pt; mso-wrap-style: square; visibility: visible; width: 213pt;" type="#_x0000_t75">
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Após a múmia estar finalizada, era
colocada dentro de um sarcófago, que seria levado à pirâmide para ser protegido
e conservado. O processo era tão eficiente que, muitas múmias, ficaram bem
preservadas até os dias de hoje. Elas servem como importantes fontes de estudos
para egiptólogos. Com o avanço dos testes químicos, hoje é possível identificar
a causa da morte de faraós, doenças contraídas e, em muitos casos, até o que
eles comiam. <o:p></o:p></span></div>
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<span style="mso-spacerun: yes;"> </span>Graças ao processo de mumificação,
os egípcios avançaram muito em algumas áreas científicas. Ao abrir os corpos,
aprenderam muito sobre a anatomia humana. Em busca de substâncias para
conservar os corpos, descobriram a ação de vários elementos químicos.<o:p></o:p></span></div>
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<b><span style="border: none 1.0pt; font-family: "comic sans ms"; font-size: 10.0pt; padding: 0cm;">Curiosidades: </span></b><span style="font-family: "comic sans ms"; font-size: 10.0pt;"><o:p></o:p></span></div>
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- Para transformar um corpo em múmia era muito caro naquela época. Portanto,
apenas os faraós e sacerdotes eram mumificados.<o:p></o:p></span></div>
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- Alguns animais como, por exemplo, cães e gatos também foram mumificados no
Egito Antigo.<o:p></o:p></span><br />
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<tr><td style="text-align: center;"><img alt="Múmia egÃpcia num sarcófago aberto" src="https://www.suapesquisa.com/uploads/site/mumia_egito_foto.jpg" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "comic sans ms"; font-size: 10.6667px;">Múmia egípcia num sarcófago aberto (fonte: Museu do Vaticano).</span></td></tr>
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<strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Métodos de conservação dos
corpos utilizados atualmente</span></strong></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Há
muito tempo as sociedades não apresentam mais a preocupação em preservar o
corpo de pessoas falecidas. Porém, muitas vez, é necessária a preservação do
corpo em virtude da distância entre o local do falecimento e o local onde o
corpo será velado e enterrado.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Umas das formas mais utilizadas de
preservação é o <strong><span style="font-family: "comic sans ms";">embalsamamento. </span></strong>Hoje
em dia, utiliza-se o formaldeído (</span><a href="https://brasilescola.uol.com.br/quimica/formol.htm"><span style="font-family: "comic sans ms"; font-size: 10.0pt;">formol</span></a><span style="font-family: "comic sans ms"; font-size: 10.0pt;">) misturado com o fenol
comum para conservar o corpo para o funeral. Essa mistura é injetada no
organismo após a retirada de fluidos corporais, como o sangue. Após a
evaporação do formaldeído, começa a ocorrer a ação microbiana, que causa a
degradação do corpo.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Ao longo
da história, algumas técnicas de preservação a longo prazo foram testadas e
utilizadas, a saber:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Para
a preservação do corpo do líder soviético <strong><span style="font-family: "comic sans ms";">Vladimir Lenin</span></strong> (morto em 1924), o corpo
dele foi <strong><span style="font-family: "comic sans ms";">eviscerado</span></strong> (retiradas
as vísceras), limpo com água destilada e ácido acético, findando-se a lavagem
com formalina para secar. Por fim, mergulharam o corpo em um tanque com
glicerina, acetato de potássio, água e cloreto de quinina;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">Plastinação</span></strong><span style="font-family: "comic sans ms"; font-size: 10.0pt;">: é um processo que substitui fluidos de
cadáveres por materiais plásticos (silicone, resina de epóxi e poliéster) para
que as partes do corpo adquiram plasticidade. Esse método tem sido empregado
para preservar corpos para estudos.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 8.0pt;">Bibliografias: <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 8.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="background: white; font-family: "comic sans ms"; font-size: 8.0pt;">DIAS, Diogo Lopes. "O que é mumificação?"; <i>Brasil
Escola</i>. Disponível em: </span><a href="https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm"><span style="background: white; font-family: "comic sans ms"; font-size: 8.0pt;">https://brasilescola.uol.com.br/o-que-e/quimica/o-que-e-mumificacao.htm</span></a><span style="background: white; font-family: "comic sans ms"; font-size: 8.0pt;">.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span class="MsoHyperlink"><span style="font-family: "symbol"; font-size: 8.0pt; line-height: 107%; text-decoration: none;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><!--[endif]--><b><span style="font-family: "comic sans ms"; font-size: 8.0pt; line-height: 107%;"><a href="file:///C:/Users/leoju/Desktop/M%C3%BAmias%20do%20Egito%20Antigo%20e%20a%20Mumifica%C3%A7%C3%A3o%20-%20Sua%20Pesquisahttps:/www.suapesquisa.com/egito/mumias_do_egito.htm">Múmias
do Egito Antigo e a Mumificação - Sua Pesquisa<span style="font-weight: normal;">https://www.suapesquisa.com/egito/mumias_do_egito.htm<o:p></o:p></span></a></span></b></div>
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<br />Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-70609998192220984042018-07-16T22:06:00.000-03:002018-07-16T22:06:20.117-03:00ESSAS BRILHANTES CIENTISTAS<br />
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<li> <span style="color: red;"><u> </u></span><span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><span style="color: red;"><u>Celina Turchi</u></span>,</b> da Fiocruz Pernambuco, foi
eleita pela revista científica britânica Nature como uma das 10 cientistas mais
importantes de 2016. A escolha se deve à pesquisa que descobriu a relação entre
a microcefalia e o vírus da zika, trasmitido pelo mosquito Aedes aegypti. “Isso
significa o reconhecimento à equipe inteira, de mais de 100 pesquisadores. É
resultado do esforço para entender a epidemia de zika. Fico muito feliz por
esse resultado”, afirmou Celina ao CuriosaMente.</span></li>
</ul>
<o:p></o:p><br />
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<tr><td style="text-align: center;"><img alt="Resultado de imagem para CELINA TURCHI" height="213" src="https://www.abrasco.org.br/site/wp-content/uploads/2017/02/celina_01.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Celina Turchi, cientista que ficou em evidência no mundo da ciência no seculo 21</td></tr>
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<br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; widows: 2; word-spacing: 0px;"> A cientista foi responsável pela criação de uma força-tarefa
com profissionais de todo o mundo, formada por epidemiologistas, pediatras,
neurologistas, especialistas em doenças infecciosas e biólogos especializados
em reprodução. “Foi um trabalho em rede, com colaborações internacionais que
foram de grande ajuda ao longo do processo”, apontou.</span></span><br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; widows: 2; word-spacing: 0px;"> Essa rede atuou sobretudo na formatação de evidências que
ajudassem a ligar o surto de microcefalia aos casos de zika, já que, até então,
não havia informação suficiente para confirmar essa relação. “Como
pesquisadora, é um momento único na vida. Me deparei com uma situação inusitada
e tive ao meu lado pesquisadores para me ajudaram e laboratórios de
excelência”, pontuou a profissional, destacando o apoio de profissionais do
Fiocruz Pernambuco (Centro de Pesquisas Aggeu Magalhães), da Universidade
Federal de Pernambuco, da Universidade de Pernambuco e do Instituto de Medicina
Integral Professor Fernando Figueira (Imip).</span></span><br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; widows: 2; word-spacing: 0px;"><u>Missão</u></span></span><br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-size: 1.5rem; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; outline: none !important; widows: 2; word-spacing: 0px;" />
<span style="background: white;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; widows: 2; word-spacing: 0px;"> A profissional atua há cinco anos em pesquisas sobre a dengue
na Fiocruz Pernambuco. Passou a trabalhar diretamente nas pesquisas sobre a
zika a partir de setembro de 2015, após solicitação do Ministério da Saúde
diante da dificuldade de conseguir confirmações sobre a zika e as graves
consequências de saúde pública ocasionadas.</span><o:p></o:p></span></span></div>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Marie Curie</b> </u></span>(1867 - 1934) - Física e
química polonesa que ficou conhecida por suas contribuições sobre
radioatividade. Ganhou o Prêmio Nobel de Física de 1903 e o Prêmio Nobel de
Química de 1911, tornando-se a primeira pessoa a conquistar o Nobel duas vezes
e em duas áreas diferentes.</span></li>
</ul>
<o:p></o:p><br />
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<tr><td style="text-align: center;"><img alt="Resultado de imagem para MARIE CURIE" height="320" src="https://www.infoescola.com/wp-content/uploads/2009/08/mariecurie.jpg" style="margin-left: auto; margin-right: auto;" width="247" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Marie foi a descobridora da radiatividade</td></tr>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Rita Levi-Montalcini</b> </u></span>(1909 - presente) -
Neurologista italiana que recebeu o Prêmio Nobel de Fisiologia/ Medicina de
1986 pelos seus estudos sobre o sistema nervoso.</span></li>
</ul>
<o:p></o:p><br />
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<li> <span style="color: red;"><u> </u></span><span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><span style="color: red;"><u>Rosalind Franklin</u></span> </b>(1920 - 1958) -
Biofísica britânica que foi pioneira em pesquisas de biologia molecular. Ficou
conhecida por seu trabalho sobre a difração dos Raios-X; descobriu o formato
helicoidal do DNA.</span></li>
</ul>
<o:p></o:p><br />
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><span style="color: red;"><u>Maria Mayer</u></span> </b>(1906 - 1972) - Física
teórica alemã que ganhou o Prêmio Nobel de Física por suas pesquisas sobre a
estrutura do átomo.</span></li>
</ul>
<o:p></o:p><br />
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<li> <b> </b><span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Jane Good</b>all</u></span> (1934 - presente) -
Primatologista e etóloga britânica, conhecida em todo o mundo por suas
pesquisas sobre chimpanzés.</span></li>
</ul>
<o:p></o:p><br />
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Rachel Carson</b></u></span> (1907 - 1967) - Bióloga
americana que revolucionou o movimento conservacionista em todo o mundo e
publicou estudos importantíssimos sobre o uso de pesticidas.</span></li>
</ul>
<o:p></o:p><br />
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<tr><td style="text-align: center;"><img alt="Resultado de imagem para rachel carson" 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" 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<tr><td class="tr-caption" style="text-align: center;">Rachel denunciou o uso dos agrotóxicos que estavam poluindo os rios dos EUA</td></tr>
</tbody></table>
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<li> <b> </b><span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Mária Telkes</b></u></span> (1900 - 1995) - Biofísica
húngara que realizou pesquisas sobre energia solar. Ela inventou o gerador e o
refrigerador termoelétricos.</span></li>
</ul>
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<li> <b> </b><span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Barbara McClintock</b></u></span> (1902 - 1992) -
Cientista e citogeneticista americana que recebeu o Prêmio Nobel de Fisiologia/
Medicina de 1983 pela descoberta da transposição genética.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><span style="color: red;"><u><b>Cecilia Payne-Gaposchkin</b></u></span> (1900 - 1979) -
Astrônoma inglesa que descobriu que as estrelas são compostas principalmente de
Hidrogênio e Hélio. Ela estabeleceu uma classificação para os astros de acordo
com suas temperaturas.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Gertrude Elion</span></u></b> (1918 - 1999) - Bioquímica
e farmacêutica britânica que recebeu o Prêmio Nobel de Fisiologia/ Medicina de
1988 pela criação de novos medicamentos.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Elizabeth Blackwell </span></u></b>(1821 - 1910) - Física
americana que se tornou conhecida por ser a primeira mulher a praticar medicina
nos Estados Unidos. Fundou a Universidade Médica da Mulher.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Mathilde Krim</span></u></b> (1926 - presente) -
Citogeneticista italiana que realizou diversos estudos sobre vírus causadores
de câncer. Foi a responsável pela fundação da Aids Medical Foundation em 1982,
que se tornou a amFar (The Foundation for Aids Research), a principal
instituição de pesquisa sobre a síndrome em todo o mundo.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Ida Noddack</span></u></b> (1896 - 1978) - Química alemã
que teve importante papel na descoberta do elemento Rênio. Foi a primeira
cientista a propor a ideia de fissão nuclear.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Emmy Noether</span></u></b> (1882 - 1935) - Física e
matemática alemã que realizou importantes pesquisas sobre a Teoria dos Anéis e
Álgebra Abstrata. Elaborou o Teorema de Noether, que explica as relações entre
simetria e as leis de conservação da física teórica.</span></li>
</ul>
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<li> <span style="background-color: white; font-family: "Comic Sans MS"; font-size: 10pt;"><b><u><span style="color: red;">Christiane Nusslein-Volhard </span></u></b>(1942 -
presente) - Bióloga alemã que recebeu o Prêmio Nobel de Fisiologia/ Medicina de
1995 por suas pesquisas sobre genética embrionária.</span></li>
</ul>
<o:p></o:p><br />
<br />Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-86019410035747119552018-07-14T17:43:00.000-03:002018-07-14T17:43:32.717-03:00CLOROPLASTOS E FOTOSSÍNTESE<br />
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"> O verde das plantas se deve à clorofila, molécula
que absorve energia da luz solar e a usa para realizar fotossíntese, ou seja,
transformar gás carbônico e água em açúcares. Com as moléculas de açúcar, a
planta pode produzir todas as substâncias orgânicas que formam seu corpo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Nesse processo se forma também gás oxigênio,
usado pela maioria dos seres vivos para extrair energia dos alimentos na respiração
celular. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Além das plantas, algas e algumas bactérias
também realizam fotossíntese. Direta ou indiretamente, os seres heterótrofos dependem
desses seres para sua nutrição. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Antes de analisarmos a fotossíntese, vamos
estudar o cloroplasto, estrutura da célula vegetal especializada nesses
processo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;">CLOROPLASTO.</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Os cloroplastos são as organelas mais
importantes do grupo dos <b style="mso-bidi-font-weight: normal;">plastos</b> ou <b style="mso-bidi-font-weight: normal;">plastídeos</b>, classificados como <b style="mso-bidi-font-weight: normal;">cromoplastos</b>, pois possuem pigmentos
coloridos. Nesse grupo há também <b style="mso-bidi-font-weight: normal;">leucoplastos</b>,
que são incolores e não fazem fotossíntese, como os <b style="mso-bidi-font-weight: normal;">amiloplastos</b>, que armazenam amido, e os <b style="mso-bidi-font-weight: normal;">eleoplastos,</b> que armazenam óleo. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para CLOROPLASTOS" src="https://static.todamateria.com.br/upload/55/7f/557f2352d3032-cloroplastos-medium.jpg" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cloroplasto visto de um microscópio eletrônico. </td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Com tamanho médio entre 4 e 7 micrômetros,
os cloroplastos podem ser vistos ao microscópio óptico, geralmente na forma de grãos
verdes. Ao microscópio eletrônico podemos observar que eles são envolvidos por
uma membrana dupla. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;">FOTOSSÍNTESE.<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>A fotossíntese pode ser representada pela
seguinte equação química:<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;">6CO<sub>2 </sub><span style="mso-spacerun: yes;"> </span>+ 6H<sub>2</sub>0<span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Comic Sans MS"; font-size: 8.0pt; line-height: 107%; mso-bidi-font-family: Arial;">LUZ/CLOROFILA</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"> <span style="mso-spacerun: yes;"> </span>C<sub>6</sub>H<sub>12</sub>O<sub>6
</sub>+ 6O <sub>2<o:p></o:p></sub></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para fotossÃntese" height="180" src="https://i.ytimg.com/vi/yBh2tAs-Wgc/maxresdefault.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Esquema mostrando como ocorre a fotossíntese</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Os seres autotróficos (plantas,
algumas bactérias e certos representantes do reino dos protoctistas), são capazes
de realizarem fotossíntese. Esses indivíduos produzem seu próprio alimento (açúcares)
e só precisam de água, luz e gás carbônico.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Após o processo fotossintético, é possível
observar a liberação do gás oxigênio. Dessa forma podemos afirmar que durante a
fotossíntese, a planta produz o oxigênio. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Os animais dependem diretamente das
plantas, pois se alimentam delas além de absorver o ar produzidos por esses
seres clorofilados. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-37663937896768198182018-02-26T15:54:00.000-03:002018-02-27T20:43:05.390-03:00SIMULADO PARA O TESTE DE CIÊNCIAS DO 6º ANO - 2018<div class="MsoNormal">
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<p class=Default style='line-height:115%;page-break-before:always'>
<b><span
style='font-size:11.5pt;line-height:115%'><span
style='mso-spacerun:yes'> </span>INSTITUTO IVONE VANDERLEY.
</span></b><span style='font-size:11.5pt;line-height:115%'><o:p></o:p></span></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Recife, ____de ____________________ de 20____<span
style='mso-spacerun:yes'> </span>NOTA: ________ <o:p></o:p></span></b></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Aluno (a): __________________________________________ Nº ________ </span></b><span
style='font-size:11.5pt;line-height:115%'><o:p></o:p></span></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Professor: Leopoldo Quaresma Júnior<span
style='mso-spacerun:yes'> </span>6º ANO – Turma: ______<o:p></o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%'><span style='mso-spacerun:yes'>
</span></span></b><b><span style='font-size:18.0pt;line-height:115%;
font-family:"Arial Black","sans-serif"'>SIMULADO DE CIÊNCIAS</span></b><b><span
style='font-size:18.0pt;line-height:115%'><span
style='mso-spacerun:yes'> </span></span></b><b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><span
style='mso-spacerun:yes'> </span><o:p></o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif";
mso-bidi-font-weight:bold'><o:p> </o:p></span></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><span
style='mso-spacerun:yes'> </span><o:p></o:p></span></b></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:18.0pt;
line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<span
style='font-size:11.5pt;line-height:115%'><o:p> </o:p></span></p>
<p class=MsoNormal style='margin-bottom:0cm;margin-bottom:.0001pt'>
<o:p> </o:p></p>
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height:59.25pt;z-index:251661312;visibility:visible;mso-wrap-style:square;
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</v:shape><![endif]--><!--[if !vml]--><span style="mso-ignore: vglayout; position: relative; z-index: 251659264;"><span style="height: 153px; left: -27px; position: absolute; top: -34px; width: 763px;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> </span><span style="font-family: "arial" , sans-serif; font-size: 10pt;">1) Marque um X na
alternativa que mostra alguns dos ecossistemas brasileiros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Serenguete, tundra,
taiga.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Floresta decídua,
floresta de coníferas, pradarias. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Caatinga, floresta
amazônica, campos sulinos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Círculo polar ártico e
circulo polar antártico. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão
erradas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">2) O cerrado é um
ecossistema que se caracteriza por apresentar árvores de pequeno porte, com
troncos finos e retorcidos. O lobo guará é um dos animais mais comuns desse
ecossistema, mas também podemos encontrar tamanduás-bandeiras e muitos outros. Que região do Brasil se localiza o cerrado? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Região Norte; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Região Sudeste;<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Região Nordeste; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Região Sul; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Região Centro-oeste.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">Veja a fotografia abaixo e
responda o que se pede.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div style="text-align: center;">
<img alt="Resultado de imagem para ecossistema marinho" src="http://www.infoescola.com/wp-content/uploads/2016/09/ecossistema-marinho-211006552-1000x664.jpg" height="212" width="320" /></div>
<div style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">3) Os ecossistemas são
formados pelos meios <b>bióticos</b> e <b>abióticos</b>. Qual a única alternativa que
mostra o significado da palavra <b><u>BIÓTICO</u></b><u>.</u> <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) São os fatores não vivos
que formam os ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) BIO (vida) corresponde
aos seres vivos que formam os ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Bióticos são os seres
humanos que ajudam na formação dos diversos ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) As palavras biótico e
abiótico têm o mesmo significado, ou seja, formam os ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão
erradas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">4) Escolha a alternativa que
apresenta os <b>meios</b> <b>bióticos</b> da fotografia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) A água, as rochas, o ar,
a temperatura. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) A correnteza, o teor de
sal da água, a luminosidade. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) As enchentes e vazantes
das marés. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) A profundidade e os
locais mais rasos de rios, lagos e mares. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão
erradas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">5) Os meios abióticos
correspondem aos fatores não vivos dos ecossistemas. Quais os meios abióticos presentes
na fotografia? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) A água, as rochas, o ar,
a temperatura. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) A tartaruga, os corais,
os peixes. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Os crustáceos, os mamíferos
marinhos, os moluscos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) As algas, os
microrganismos, as ostras. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Os golfinhos, os
tubarões, as orcas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">6) Nos ecossistemas
marinhos, representado na fotografia, podemos observar seres planctônicos,
bentônicos e nectônicos. Quais são os seres vivos <b>nectônicos</b> que aparecem em destaque? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Algas microscópicas, bem
como microcrustáceos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Os corais, as esponjas,
os ouriços. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Tartaruga e diversos
peixes. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) A água do mar e a
profundidade. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><span style="font-family: "arial" , sans-serif; font-size: 10pt;">E) A pressão do fundo do
mar.</span> <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">7) “Em determinada região temos
muitas <u>plantas</u> que produzem frutos. Certos <u>insetos </u>adoram sugar o
líquido doce contido nesses frutos. Por sua vez, determinadas <u>aves </u>gostam
de se alimentar desses insetos. Todos vivem numa região de alta <u>temperatura,</u>
com poucas <u>chuvas</u> e <u>solo</u> bem arenoso.”<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> Observe que o texto apresenta palavras
sublinhadas. Separe-as em dois grupos: fatores bióticos e abióticos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">FATORES BIÓTICOS:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">FATORES ABIÓTICOS:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">8) Associe as colunas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">1)
Variedade biológica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ecossistema.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">2)
Conjunto de seres vivos inter-relacionados + fatores abióticos. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Biodiversidade.
<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">3)
Bioma<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Estudo
da casa (habitat) dos seres vivos. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">4)
Ecologia<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Conjunto
de seres vivos de um ecossistema que apresenta um aspecto uniforme. <o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 10.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">Agora
escolha a sequência correta. <o:p></o:p></span></b></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b><span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> A) 1,2,3,4. B) 4,2,1,3. C) 3,4,2,1. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> D)
2,1,4,3. E) 4,3,2,1.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">9) A palavra <b>BIOLOGIA</b> significa: BIO (vida) e LOGIA
(estudo). Ou seja, o ESTUDO DA VIDA. Qual o nome do profissional que estuda a
biologia dos seres vivos? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Historiador. B) Matemático. C) Físico. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"> D) Químico.
E) Biólogo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">10) Qual o nome do ramo da
biologia que trata do estudo do habitat dos seres vivos? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Botânica. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Ecologia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Zoologia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Astronomia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão
erradas. <o:p></o:p></span><br />
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span>
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span>
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">NOME: ______________________________________________ TURMA: _________</span><br />
<span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span>
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<b><span
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<b><span style='font-size:11.5pt;
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</span>Recife, ____de ____________________ de 20____<span
style='mso-spacerun:yes'> </span>NOTA: ________ <o:p></o:p></span></b></p>
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<b><span style='font-size:11.5pt;
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</span>Aluno (a): __________________________________________ Nº ________ </span></b><span
style='font-size:11.5pt;line-height:115%'><o:p></o:p></span></p>
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<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Professor: Leopoldo Quaresma Júnior<span
style='mso-spacerun:yes'> </span>6º ANO – Turma: ______<o:p></o:p></span></b></p>
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</span></span></b><b><span style='font-size:18.0pt;line-height:115%;
font-family:"Arial Black",sans-serif'>SIMULADO DE CIÊNCIAS</span></b><b><span
style='font-size:18.0pt;line-height:115%'><span
style='mso-spacerun:yes'> </span></span></b><b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black",sans-serif'><span
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style='font-size:18.0pt;line-height:115%;font-family:"Arial Black",sans-serif'><o:p> </o:p></span></b></p>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com1tag:blogger.com,1999:blog-8200619331035097792.post-75889556148278234882017-12-01T10:04:00.003-03:002017-12-01T10:04:48.223-03:00TABAGISMO<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> O<span class="apple-converted-space"> </span><b>tabagismo</b><span class="apple-converted-space"> </span>é uma<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Toxicomania" title="Toxicomania"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">toxicomania</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">caracterizada pela
dependência física e psicológica do consumo de<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Nicotina" title="Nicotina"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">nicotina</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">, substância presente no tabaco.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">
Segundo o<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Minist%C3%A9rio_da_Sa%C3%BAde" title="Ministério da Saúde"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">Ministério da Saúde</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">do Brasil, os<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Cigarro" title="Cigarro"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">cigarros</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">contém cerca de 4720
substâncias tóxicas, sendo uma delas, a nicotina, responsável pela<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Depend%C3%AAncia" title="Dependência"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">dependência</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> De
acordo com a<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Organiza%C3%A7%C3%A3o_Pan-Americana_da_Sa%C3%BAde" title="Organização Pan-Americana da Saúde"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">Organização
Pan-Americana da Saúde</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> (OPAS), o tabagismo é o responsável por
cerca de 30% das mortes por<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Cancro" title="Cancro"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">cancro</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">(câncer no Brasil),
90% das mortes por<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Cancro_do_pulm%C3%A3o" title="Cancro do pulmão"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">cancro do pulmão</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">, 25% das mortes por
doença<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Coron%C3%A1rias" title="Coronárias"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">coronariana</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">, 85% das mortes por<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Doen%C3%A7a_pulmonar_obstrutiva_cr%C3%B3nica" title="Doença pulmonar obstrutiva crónica"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">doença pulmonar obstrutiva
crónica</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">e 25% das mortes por<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Derrame_cerebral" title="Derrame cerebral"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">derrame cerebral</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">. Ainda de acordo com a OPAS, não
existem níveis seguros de consumo do tabaco.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> As
doenças ocasionadas pelo consumo de tabaco matam 3 milhões de pessoas no mundo
anualmente, com uma projeção estimada de óbitos em torno de 10 milhões até o
ano 2030 - das quais 7 milhões ocorrerão nos países em desenvolvimento. Vale
dizer que o tabagismo, hoje, mata mais que a soma das mortes por<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/AIDS" title="AIDS"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">AIDS</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">,<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Coca%C3%ADna" title="Cocaína"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">cocaína</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">,<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Hero%C3%ADna" title="Heroína"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">heroína</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">,<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Alcoolismo" title="Alcoolismo"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">álcool</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">,<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Suic%C3%ADdio" title="Suicídio"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">suicídios</span></a></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">e<span class="apple-converted-space"> </span></span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Acidente_de_autom%C3%B3vel" title="Acidente de automóvel"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">acidentes de
trânsito</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">.
As doenças causadas pelo tabaco são responsáveis por perdas econômicas de
aproximadamente US$ 200 bilhões de dólares, no mundo.<o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para tabagismo" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSCXYkL_dHhgHZExGBana0_Gl0LUAd01iVGfKHIUHkiHdlNnObJvQ" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O fumo causa doenças e pode levar à morte</td></tr>
</tbody></table>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> O
método de avaliação de<span class="apple-converted-space"> </span><a href="https://pt.wikipedia.org/wiki/Fagerstr%C3%B6m" title="Fagerström"><span style="color: windowtext; text-decoration-line: none;">Fagerström</span></a><span class="apple-converted-space"> </span>é, hoje, utilizado por especialistas,
para ajudar a definir a melhor estratégia para quem quer largar o cigarro.
Trata-se de um questionário utilizado por médicos a fim de determinar se uma
pessoa está seriamente viciada na nicotina.<o:p></o:p></span></div>
<div style="background: white; border-bottom: solid #A2A9B1 1.0pt; border: none; mso-border-bottom-alt: solid #A2A9B1 .75pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 0cm;">
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; line-height: normal; margin: 12pt 0cm 3pt; padding: 0cm; text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tabagismo no
Brasil <o:p></o:p></span></div>
</div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> No Brasil, estima-se que cerca de 290 mil
mortes por ano são decorrentes do tabagismo. A proporção de fumantes no país é
de 23,9% da população. Segundo dados da </span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/PNAD" title="PNAD"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">PNAD</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, em
2008, o Brasil tinha 24,6 milhões de fumantes habituais com idade a partir de
15 anos ou 17,2% da população de pessoas dessa faixa etária, sendo 15,1%
fumantes diários.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Cerca de 90% dos fumantes tornam-se
dependentes da nicotina entre os 5 e os 19 anos de idade. Há 2,8 milhões de
fumantes nessa faixa etária, mas a maior concentração de fumantes está na faixa
etária de 20 a 49 anos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> A região Sul do país é a que apresenta
maior proporção de dependentes - 45% dos fumantes. Em 2008, a região Sul, com
19,3%, tinha o maior percentual de fumantes correntes.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> No Nordeste, os fumantes dependentes são
31%. Os moradores da zona rural também fumam mais que os das zonas urbanas.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> O fumo é responsável por 95% dos casos de
câncer de boca; 90% das inflamações de mama; 80% da incidência de câncer no
pulmão; por 97% dos casos de câncer da </span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Laringe" title="Laringe"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">laringe</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">; 50% dos
casos de câncer de pele; 45% das mortes por doença coronariana (</span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Infarto_do_mioc%C3%A1rdio" title="Infarto do miocárdio"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">infarto do miocárdio</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">) e também 25% das mortes por </span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/AVC" title="AVC"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">doença vascular-cerebral</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (</span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/Derrame" title="Derrame"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">derrames</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> cerebrais).<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> O tabagismo, incluindo o passivo, é o
fator de risco mais comum para a </span><span style="font-size: 10.0pt;"><a href="https://pt.wikipedia.org/wiki/DPOC" title="DPOC"><span style="color: windowtext; font-family: Arial, sans-serif; text-decoration-line: none;">DPOC</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, Doença Pulmonar Obstrutiva
Crônica. No Brasil, estima-se que a doença atinja cerca de 6 milhões de
pessoas. Somente 12% dos pacientes são diagnosticados e, desses, apenas 18%
recebem tratamento. Já no cenário mundial, a estimativa é de que
aproximadamente 210 milhões de pessoas tenham DPOC e a previsão é que a doença
se torne a terceira principal causa de morte por volta de 2020. Outros fatores
que contribuem para o desenvolvimento da doença são a inalação de poeiras e
produtos químicos em fábricas ou ambientes profissionais similares, poluição do
ar, desenvolvimento pulmonar prejudicado e fatores genéticos.<o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para tabagismo" 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style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Não seja escravo do cigarro</td></tr>
</tbody></table>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: 10pt;"> Segundo uma pesquisa realizada em 20
países, o brasileiro, com 91%, é o que mais se arrepende de ter começado a
fumar. Entre os fumantes brasileiros do estudo internacional, 63% </span><span style="font-size: 13.3333px;">apoiam</span><span style="font-size: 10pt;"> campanhas e leis contra o fumo e 82% relatam que o fumo já lhes causou algum
problema de saúde</span></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">. Segundo os dados da Kantar Health, mesmo com restrições impostas, os
fumantes parecem observar com razoável conforto as legislações que visam evitar
que não fumantes sejam incomodados pela fumaça de cigarros, charutos e
cachimbos. Dentre os respondentes do Reino Unido, França, EUA, China, Brasil e
Espanha, a maioria alega não achar difícil restringir o consumo em locais
restritos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> O Brasil é o maior exportador e quarto
maior produtor mundial de tabaco - depois da China, EUA e Índia.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Deve-se ressaltar que o cultivo do tabaco
expõe trabalhadores rurais a uma grande variedade de agrotóxicos aumentando o
risco de manifestação de efeitos agudos e crônicos à saúde, como transtornos
mentais e câncer. Durante a colheita das folhas de tabaco pode haver
absorção dérmica da nicotina presente nas folhas úmidas, podendo ocasionar a
denominada Doença da Folha Verde do Tabaco, cujos sintomas são muito
semelhantes aos quadros de intoxicação por agrotóxicos e outras doenças.<o:p></o:p></span></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-38562672490104792222017-04-09T12:06:00.002-03:002017-04-09T12:06:37.621-03:00ATIVIDADE PARA NOTA DA 1ª UNIDADE - 9º ANO - 2017<br /><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;">INSTITUTO IVONE
VANDERLEY</span><o:p></o:p></div>
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<span style="color: red;">ALUNO (A): <u>____________________________</u>Nº <u>_______</u> TURMA </span><u><span style="color: red;">______</span><o:p></o:p></u></div>
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<span style="color: blue;"> As questões abaixo estão de acordo com o conteúdo aplicado em sala de aula durante a I unidade. Responda as questões propostas, cada resposta correta vale 1 ponto. Você pode usar qualquer recurso para responder este questionário, ou seja, internet ou qualquer livro didático. Espero que se divirta e aprenda. Bons estudos!</span></div>
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1) As relações entre força e
movimento foram sistematizadas pelo cientista inglês Isaac Newton (1642-1727). O
que sabe sobre esse cientista? <o:p></o:p></div>
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2) “Um corpo tende a permanecer
em repouso ou em movimento uniforme a menos que sofra ação de uma força
externa.” <o:p></o:p></div>
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O texto acima está de acordo com qual das
leis de Newton? Fale um pouco sobre esse tema. <o:p></o:p></div>
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3) Veja o caso dos passageiros
dentro do ônibus. <o:p></o:p></div>
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<img alt="Resultado de imagem para inercia onibus" height="174" src="http://files.ademarfisica.webnode.pt/200000002-b2a79b3a24/inercia%20no%20onibus.jpg" width="320" /></div>
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Embora o ônibus esteja se deslocando, no
caso, a 60 km/h, os passageiros estão em repouso ou em movimento? Justifique sua
resposta. <o:p></o:p></div>
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4) Que força foi aplicada a um
corpo de 10 kg cuja aceleração foi de 3 m/s<sup>2</sup>?<o:p></o:p></div>
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5) Duas forças são aplicadas no
mesmo ponto (ponto A); a força F<sub>1</sub> tem direção vertical, sentido para
baixo e intensidade de 6 N; a força F<sub>2</sub> faz ângulo de 90° com a F<sub>1</sub>,
sua direção é horizontal e seu sentido para direita; a intensidade da F<sub>2</sub>
é 8 N. Calcule a resultante dessas duas forças. Veja o esquema abaixo. <o:p></o:p></div>
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<img alt="Resultado de imagem para força resultante" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAAYE6ibvT4FbukXnVymxyFRzWgBXGfHxB5fHR7OBj0AV9dqKsffNdlU340waJwUrtpLLDjOd_oD041VUR4zTxyTnKN6gc6IRcmsYmwSbKo-4wY_qGBOcvZhgjB-L9aIt_qENd5X8wGabJ/s1600/frt.png" /></div>
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6) Segundo Newton, quando um
corpo exerce uma força sobre outro, haverá uma reação, isto é, o outro corpo
exercerá força de igual intensidade e direção, mas em sentido contrário. Como também
é conhecida a terceira lei de Newton? <o:p></o:p></div>
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7) Quando um corpo se desloca
apoiado sobre uma superfície, pode-se observar, na maioria dos casos, o aparecimento
de uma força contrária ao movimento. Como é chamada essa força? <o:p></o:p></div>
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8) Temos dois objetos situados em
diferentes planetas. <o:p></o:p></div>
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Objeto 1 – localização: Mercúrio
(g = 3,8 m/s<sup>2</sup>). Objeto 2 –
localização: Terra (g = 9,8 m/s<sup>2</sup>).<o:p></o:p></div>
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Sabe-se que a massa do objeto 1 é 12 kg e
a do objeto 2 é 10 kg. Sendo assim, responda.<o:p></o:p></div>
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a) Qual o peso do objeto 1 em
Mercúrio?<o:p></o:p></div>
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b) Qual o peso do objeto 2 na
Terra?<o:p></o:p></div>
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c) Qual dos objetos, em suas
respectivas localizações, se encontra mais pesado?<o:p></o:p></div>
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d) Qual dos objetos tem maior
massa?<o:p></o:p></div>
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e) Se fossem trocados de planeta,
os objetos continuariam com a mesma massa ou com o mesmo peso?<o:p></o:p></div>
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9) Uma pedra quando está na Terra
tem peso de 68 N. Admitindo 10 m/s<sup>2</sup> a aceleração da gravidade na
Terra, calcule. <o:p></o:p></div>
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a) A massa da pedra em quilograma
na Terra. <o:p></o:p></div>
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b) O peso da pedra na Lua,
admitindo 1,7 m/s<sup>2</sup> a aceleração da gravidade desse astro.<o:p></o:p></div>
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c) A massa da pedra na Lua.<o:p></o:p></div>
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<br />
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10) As forças geralmente atuam
combinadas. Por exemplo, o peso de um barco o empurra para baixo, mas a água
produz força igual para cima, o que impede que o barco afunde. O vento sopra as
velas para empurrar o barco através da água, mas a água é empurrada contra o
casco e isso faz o barco se mover devagar. Como é chamado o resultado de duas
ou mais forças agindo sobre um corpo? <o:p></o:p></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com2tag:blogger.com,1999:blog-8200619331035097792.post-75273408385351616022017-02-19T13:11:00.000-03:002017-02-19T13:11:30.388-03:00SIMULADO DE CIÊNCIAS DO 6º ANO<div class="MsoNormal">
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<b><span
style='font-size:11.5pt;line-height:115%'><span
style='mso-spacerun:yes'> </span>INSTITUTO IVONE VANDERLEY.
</span></b><span style='font-size:11.5pt;line-height:115%'><o:p></o:p></span></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Recife, ____de ____________________ de 20____<span
style='mso-spacerun:yes'> </span>NOTA: ________ <o:p></o:p></span></b></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Aluno (a): __________________________________________ Nº ________ </span></b><span
style='font-size:11.5pt;line-height:115%'><o:p></o:p></span></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:11.5pt;
line-height:115%'><span style='mso-spacerun:yes'>
</span>Professor: Leopoldo Quaresma Júnior<span
style='mso-spacerun:yes'> </span>6º ANO – Turma: ______<o:p></o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%'><span style='mso-spacerun:yes'>
</span></span></b><b><span style='font-size:18.0pt;line-height:115%;
font-family:"Arial Black","sans-serif"'>SIMULADO DE CIÊNCIAS</span></b><b><span
style='font-size:18.0pt;line-height:115%'><span
style='mso-spacerun:yes'> </span></span></b><b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><span
style='mso-spacerun:yes'> </span><o:p></o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif";
mso-bidi-font-weight:bold'><o:p> </o:p></span></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><span
style='mso-spacerun:yes'> </span><o:p></o:p></span></b></p>
<p class=Default style='line-height:115%'>
<b><span style='font-size:18.0pt;
line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<b><span
style='font-size:18.0pt;line-height:115%;font-family:"Arial Black","sans-serif"'><o:p> </o:p></span></b></p>
<p class=Default align=center style='text-align:center;line-height:115%'>
<span
style='font-size:11.5pt;line-height:115%'><o:p> </o:p></span></p>
<p class=MsoNormal style='margin-bottom:0cm;margin-bottom:.0001pt'>
<o:p> </o:p></p>
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</v:shape><![endif]--><!--[if !vml]--><span style="mso-ignore: vglayout; position: relative; z-index: 251659264;"><span style="height: 153px; left: -27px; position: absolute; top: -34px; width: 763px;"></span><span style="height: 153px; left: -27px; position: absolute; top: -34px; width: 763px;"><br /></span><span style="height: 153px; left: -27px; position: absolute; top: -34px; width: 763px;"><br /></span></span></div>
<div>
<div>
INSTITUTO IVONE VANDERLEY</div>
<div>
RECIFE, _____ de ____________________ de 20 ___</div>
<div>
ALUNO (A): __________________________________ Nº _____</div>
<div>
TURMA: 6º ANO ____ Prof Leopoldo Quaresma</div>
<div>
<span style="font-family: Arial, sans-serif; font-size: 10pt; text-align: justify;"><br /></span></div>
<div>
<span style="font-family: Arial, sans-serif; font-size: 10pt; text-align: justify;"><br /></span></div>
<div>
<div class="MsoNormal">
<o:p> </o:p><span style="font-family: Arial, sans-serif; font-size: 10pt; text-align: justify;">1) Marque um X na alternativa que mostra alguns dos ecossistemas brasileiros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">A) Serenguete, tundra, taiga.</span></div>
</div>
</div>
<div>
<span style="font-family: Arial, sans-serif; font-size: 10pt; text-align: justify;">B) Floresta decídua,
floresta de coníferas, pradarias.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Caatinga, floresta amazônica,
campos sulinos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Círculo polar ártico e
circulo polar antártico. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão erradas.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">2) O cerrado é um
ecossistema que se caracteriza por apresentar árvores de pequeno porte, com
troncos finos e retorcidos. O lobo guará é um dos animais mais comuns desse
ecossi</span><span style="font-family: Arial, sans-serif; font-size: 10pt;">stema, mas também podemos encontrar tamanduás-bandeiras e muitos outros. </span><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="font-family: Arial, sans-serif; font-size: 10pt;">Que região do Brasil se localiza o cerrado?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Região Norte; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Região Sudeste;<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Região Nordeste; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Região Sul; <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Região Centro-oeste. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">Veja a fotografia abaixo e
responda o que se pede.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><img alt="Imagem relacionada" height="212" src="http://mundoeducacao.bol.uol.com.br/upload/conteudo_legenda/f2990a47366c165394a6aa235dfe1535.jpg" width="320" /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">3) Os ecossistemas são formados
pelos meios <b>bióticos</b> e <b>abióticos</b>. Qual a única alternativa que
mostra o significado da palavra <b><u>BIÓTICO</u></b><u>.</u>
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">A) São os fatores não vivos
que formam os ecossistemas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) BIO (vida) corresponde
aos seres vivos que formam os ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Bióticos são os seres
humanos que ajudam na formação dos diversos ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) As palavras biótico e abiótico
têm o mesmo significado, ou seja, formam os ecossistemas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão erradas.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">4) Escolha a alternativa que
apresenta os <b>meios</b> <b>bióticos</b> da fotografia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) A água, as rochas, o ar,
a temperatura. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) A correnteza, o teor de
sal da água, a luminosidade. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) As enchentes e vazantes
das marés. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) A profundidade e os
locais mais rasos de rios, lagos e mares. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão erradas.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">5) Os meios abióticos correspondem
aos fatores não vivos dos ecossistemas. Quais os meios abióticos presentes na
fotografia? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) A água, as rochas, o ar,
a temperatura. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) A tartaruga, os corais,
os peixes. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Os crustáceos, os mamíferos
marinhos, os moluscos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) As algas, os
microrganismos, as ostras. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Os golfinhos, os tubarões,
as orcas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">6) Nos ecossistemas
marinhos, representado na fotografia, podemos observar seres planctônicos, bentônicos
e nectônicos. Quais são os seres vivos </span><b style="font-family: Arial, sans-serif; font-size: 10pt;">nectônicos</b><span style="font-family: Arial, sans-serif; font-size: 10pt;">
que aparecem em destaque?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Algas microscópicas, bem
como microcrustáceos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Os corais, as esponjas,
os ouriços. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Tartaruga e diversos
peixes. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) A água do mar e a
profundidade. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) A pressão do fundo do
mar. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">7) “Em determinada região temos
muitas <u>plantas</u> que produzem frutos. Certos <u>insetos </u>adoram sugar o
líquido doce contido nesses frutos. Por sua vez, determinadas <u>aves </u>gostam
de se alimentar desses insetos. Todos vivem numa região de alta <u>temperatura,</u>
com poucas <u>chuvas</u> e <u>solo</u> bem arenoso.”<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"> Observe que o texto apresenta palavras
sublinhadas. Separe-as em dois grupos: fatores bióticos e abióticos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">FATORES BIÓTICOS:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">FATORES ABIÓTICOS:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">8) Associe as colunas.<o:p></o:p></span></div>
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<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">1)
Variedade biológica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Ecossistema.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">2)
Conjunto de seres vivos inter-relacionados + fatores abióticos. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Biodiversidade.
<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">3)
Bioma<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Estudo
da casa (habitat) dos seres vivos. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 94.0pt;" valign="top" width="125">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">4)
Ecologia<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 31.9pt;" valign="top" width="43">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 128.8pt;" valign="top" width="172">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Conjunto
de seres vivos de um ecossistema que apresenta um aspecto uniforme. <o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">Agora
escolha a sequência correta. <o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"> A) 1,2,3,4. B) 4,2,1,3. C) 3,4,2,1. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"> D)
2,1,4,3. E) 4,3,2,1.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">9) A palavra <b>BIOLOGIA</b> significa: BIO (vida) e LOGIA
(estudo). Ou seja, o ESTUDO DA VIDA. Qual o nome do profissional que estuda a
biologia dos seres vivos? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Historiador. B) Matemático. C) Físico. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"> D) Químico.
E) Biólogo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">10) Qual o nome do ramo da
biologia que trata do estudo do habitat dos seres vivos? <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">A) Botânica. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">B) Ecologia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">C) Zoologia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">D) Astronomia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">E) Todas as respostas estão erradas.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com12tag:blogger.com,1999:blog-8200619331035097792.post-74161647264915695262016-12-25T13:22:00.000-03:002016-12-25T13:22:52.998-03:00A REPRODUÇÃO DOS SERES HUMANOS<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Os seres humanos, assim como certos
animais, reproduzem-se sexuadamente, isto é, trocando os gametas. A fecundação
é interna e a gestação humana dura aproximadamente 38 semanas (9 meses mais ou
menos).<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Durante a ejaculação, o homem lança no
corpo da mulher cerca de 300 a 600 milhões de espermatozoides, mas apenas um
único indivíduo penetra o óvulo. A esse processo damos o nome de <b>fecundação</b>. A fecundação ocorre na tuba
uterina. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><img alt="Imagem relacionada" height="208" src="http://img.r7.com/images/2013/01/08/13_37_41_770_file?dimensions=460x300" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Espermatozoides humanos com cromossomos x/y</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span style="clear: right; float: right; font-family: "Comic Sans MS"; font-size: 10pt; line-height: 115%; margin-bottom: 1em; margin-left: 1em;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A maioria das espécies, incluída a humana,
possui um par de cromossomos sexuais ou heterocromossomos, responsável pela
diferença entre os sexos. Em geral o óvulo apresenta dois cromossomos iguais
(XX). Já os espermatozoides apresentam dois cromossomos diferentes (XY). Se um
espermatozoide X fecundar o óvulo, teremos uma menina. Da mesma forma, quando o
espermatozoide Y participar da fecundação, teremos um menino. Então podemos
concluir que quem determina o sexo nos seres humanos é o espermatozoide. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Agora vamos conhecer o sistema reprodutor
(ou genital) masculino e feminino, os hormônios que atuam nesses sistemas e
alguns métodos anticoncepcionais. Diferente dos outros sistemas do corpo que
são iguais tanto para homem quanto para mulher, o reprodutor apresenta diferenças
marcantes entre ambos os sexos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Sistema
reprodutor masculino<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Nos
testículos existem mil pequenos tubos enovelados (<b>túbulos seminíferos</b>), nos quais são produzidos os espermatozoides.
Pelos <b>ductos eferentes</b> eles são
transportados para outro tubo, o <b>epidídimo</b>,
no qual adquirem mobilidade. Do epidídimo passam ao <b>ducto deferente</b>, que desemboca na uretra, pela qual saem durante a
ejaculação. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As <b>glândulas
bulbouretrais</b> ou de <b>cowper</b>, as <b>vesículas seminais</b> e a próstata
produzam secreções que, com os espermatozoides, formam o <b>sêmen </b>ou <b>esperma</b>. A
secreção das vesículas seminais é rica em substâncias nutritivas, que facilitam
a sobrevivência dos espermatozoides durante sua viagem em direção ao óvulo. A
próstata produz um líquido alcalino que neutraliza a acidez da uretra e das
secreções vaginais. As glândulas bulbouretrais produzem um líquido que também
ajuda a neutralizar a acidez da uretra. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Os testículos são estimulados por dois
hormônios produzidos pela hipófise: o hormônio folículo estimulante (FSH) e o
hormônio luteinizante (LH). O FSH estimula as células de <b>Sertoli</b> (que nutrem os espermatozoides) a desencadear a espermiogênese. O LH estimula as células de <b>Leydig</b> a secretar testosterona,
hormônio responsável pelas características sexuais masculinas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Sistema
genital feminino <o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O sistema genital feminino é formado por
um par de ovários e um par de <b>tubas
uterinas</b> que desembocam no útero, órgão musculoso e oco, que aloja o
embrião durante a gravidez. Dele sai a <b>vagina</b>,
que abre no <b>pudendo feminino</b> (na
antiga nomenclatura chamada de vulva), órgãos externos e recebe o pênis durante
o ato sexual; através dela o bebê sai no momento do parto. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A abertura da vagina e da uretra é
protegida pelos <b>grandes</b> e <b>pequenos lábios</b>. Um pouco acima do
orifício da uretra está o <b>clitóris</b>,
que, por possuir muitas terminações nervosas, é muito sensível a estímulos,
além de apresentar tecidos que se enchem de sangue durante a excitação sexual. Em
mulheres virgens há uma membrana perfurada (<b>hímen</b>) fechando parcialmente a abertura da vagina, ela rompe-se no
primeiro ato sexual.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Os espermatozoides depositados na vagina
nadam pelo útero até a parte superior das tubas, onde ocorre a fecundação. O
zigoto sofre mitoses, de modo que, ao chegar ao útero, três a quatro dias
depois, já está na forma de um pequeno aglomerado de células. Três dias depois
ele se implanta no útero (<b>nidação</b>) e
inicia-se a gravidez. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Os ovários começam a funcionar já na fase
embrionária, estimulados pelo hormônio <b>gonadotrofina
coriônica humana (HCG), </b>produzido pela placenta. Por ocasião do nascimento,
futuros óvulos situam-se no interior de “cachos” de células. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A
produção dos ovócitos <o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O ovócito humano é uma célula esférica,
bem maior do que o espermatozoide. Quando há a união do ovócito com o gameta
masculino, forma-se uma célula-ovo, com 46 cromossomos, a qual originará um
novo ser humano. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O processo de liberação pelo ovário de um
ovócito pronto para ser fecundado é denominado <b>ovulação</b>. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A primeira ovulação ocorre na puberdade,
sob influência, principalmente, dos hormônios FSH e LH, produzidos pela
hipófise. Essa liberação continua na vida da mulher até por volta dos 40 a 50
anos, quando a produção de ovócitos acaba. Durante a gravidez, geralmente, a
ovulação é interrompida. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Ciclo
menstrual<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O útero é o órgão feminino especializado
para abrigar um novo ser humano em desenvolvimento. Após a puberdade e enquanto
houver ovulação, o útero prepara-se mensalmente para a gravidez. Esse processo
ocorre sob influência, principalmente, dos hormônios estrógeno e progesterona,
os quais são produzidos pelos ovários. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O endométrio é a camada onde o ser humano
em desenvolvimento se instala e, por isso, a que mais sofre modificações ao se
preparar para a gravidez. Além de contribuir para a nutrição, o endométrio atua
na proteção da <b>célula-ovo</b> durante a
gestação. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O conjunto de modificações cíclicas pelas
quais o endométrio passa, a fim de se preparar para a gravidez, é denominado <b>ciclo menstrual</b>. A duração do ciclo
menstrual varia para cada mulher, no entanto, o mais comum é que ocorra entre
24 e 35 dias. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para ciclo menstrual" src="http://topicosdesaude.com/wp-content/uploads/2014/07/menstrua%C3%A7%C3%A3o-14.jpg" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tabela de um ciclo menstrual</td></tr>
</tbody></table>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A primeira menstruação de uma mulher é
denominada <b>menarca</b>. Este é um
acontecimento marcante na puberdade feminina. A última menstruação chama-se <b>menopausa</b>. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> É comum as mulheres apresentarem um
conjunto de características que sinalizam que a menopausa está próxima, o
chamado <b>climatério</b>. Entre essas
características, destacam-se: menstuações cada vez menos frequentes, aumento da
produção de suor, sensação de ondas de calor pelo corpo, dores de cabeça, entre
outras. Nesses casos, é preciso procurar um médico a fim de verificar os
procedimentos para diminuir esses sintomas.
<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
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<br /></div>
<br />
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-16938670522704874542016-11-26T21:27:00.001-03:002016-11-26T21:27:39.869-03:00A ASTRONOMIA: NO PASSADO E HOJE<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">O DIA E A NOITE<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Dia-noite, claro-escuro, Sol-Lua,
dormir-acordar, tudo isso faz parte de uma rotina constante. Somos regulados
por essa alternância tão natural que nem percebemos. Em nosso corre-corre
sequer paramos para pensar no porquê dessa sucessão de dias e de noites. Mas,
se hoje não nos preocuparmos em pensar sobre isso, no passado muitos estudiosos
buscavam respostas para essa questão. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Podemos imaginar que estas explicações
dadas naquela época fossem muito simples, tais como: os dias e as noites são
resultado do movimento do Sol ao redor da Terra; o Sol se esconde atrás das
montanhas; a Lua esconde o Sol. Muitas vezes, as respostas para os
questionamentos envolviam religião e magia, mas, em geral, baseavam-se na ideia
de que o Sol se movia ao redor da Terra. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Até o século XVI, era assim que os homens
explicavam o aparecimento dos dias e das noites: de dia o Sol se movia ao redor
da Terra e, à noite, se “escondia” do outro lado dela. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Para sermos bem exatos, filósofos gregos,
como Filolau de Crotona (século V a.C.) e Aristarco de Samos (310-230 a.C.)
pensaram diferente. Para Filolau, a Terra teria movimento, e Aristarco
acreditava que a Terra se movia ao redor do Sol.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Essas ideias não foram aceitas e acabaram
quase esquecidas, superadas pelas ideias de Aristóteles (384-322 a.C.) e de
Ptolomeu (87-150 a.C.) que afirmavam que a Terra era fixa no centro do
Universo. Essa ideia foi chamada de <b><span style="color: red;">modelo geocêntrico</span></b><span style="color: red;"> </span>(do
grego, <i>geo</i> = terra; <i>kentron</i> = centro). O modelo geocêntrico
influenciou o pensamento ocidental por mais de 1400 anos. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para MODELO GEOCENTRICO" height="200" src="http://brasilescola.uol.com.br/upload/e/geocentrismo(1).jpg" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Representação do modelo geocêntrico de Ptolomeu feita em 1893</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 10pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"></span></div>
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</div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">NOVAS IDEIAS<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Em 1513, Nicolau Copérnico (1473-1543), em
matemático e astrônomo polonês, construiu uma torre sem teto onde trabalhava
sozinho, fazendo observações do céu a olho nu, ou seja, ele observava o céu sem
o auxílio de instrumentos ópticos, com a luneta. À medida que fazia e refazia
antigos cálculos, sua insatisfação com o modelo geocêntrico aumentava.
Finalmente, ele percebeu que era preciso criar novas propostas. Assim, sugeriu
que o Sol fosse colocado no centro do Universo e que a Terra fosse entendida
como mais um planeta girando ao seu redor. Era a <b><span style="color: red;">teoria heliocêntrica</span></b><span style="color: red;"> </span>(do grego, <i>heliós
</i>= Sol; <i>kentron</i> = centro).</span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">GALILEU E O TELESCÓPIO<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> No inicio do século XVII, o italiano
Galileu Galilei (1564-1642) construiu suas lunetas e as direcionou para o céu:
eram os primeiros telescópios. Com eles estudou a Lua, observou as estrelas e
os planetas. Tudo que viu só fez aumentar suas dúvidas sobre o sistema
geocêntrico.<o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para galileu olhando telescopio" height="188" src="https://oandarilho01.files.wordpress.com/2014/02/galileu-luneta-pb.jpg" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Galileu Galilei observando os planetas em seu telescópio</td></tr>
</tbody></table>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Ao observar que o planeta Vênus, assim
como a Lua, apresenta fases, Galileu passou a defender o sistema heliocêntrico.
<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">TELESCÓPIO <o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Galileu não inventou o telescópio. Esse
instrumento teve seu pedido de patente registrado em 1608 por um fabricante de
óculos, Hans Lippesrshey, que colocou duas lentes, uma em cada extremidade de
um longo tubo e, com este equipamento rudimentar, percebeu que era possível ver
à distância. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">GALILEU E A IGREJA CATÓLICA<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Como dissemos, o sistema heliocêntrico
alterava praticamente todas as bases da Astronomia e também gerava conflitos
com ensinamentos religiosos da época. Por isso, quando publicou o <i>Diálogo sobre os dois grandes sistemas do
Univeso</i>, Galileu foi chamado à Roma para se explicar. Foi considerado
herege e condenado, passando o resto de sua vida em prisão domiciliar. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Somente em 1992, o papa João Paulo II
pediu perdão pela condenação de Galileu. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">AS IDEIAS DE GALILEU<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As fases de Vênus eram a prova de que ele
se movimentava. Então, se Vênus tinha movimentos, por que a Terra também não os
teria? E que movimentos eram esses?<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Galileu concluiu que o planeta Vênus se
movia ao redor do Sol e ao redor de seu próprio eixo. Portanto, era bem
provável que a Terra também fizesse esses movimentos. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Mas, como isso se relaciona à nossa dúvida
sobre a origem dos dias e das noites?<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">DIAS E NOITES<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Se admitirmos que a Terra se move ao redor
de seu eixo imaginário, é bem fácil entender o fenômeno dia-noite. Quando o
lado oposto a esse fica na sombra, é noite. E como o movimento terrestre é
lento, a passagem de uma condição luminosa à outra é lenta, a claridade vai
surgindo devagar ao amanhecer e desaparecendo ao anoitecer. Esse movimento da
Terra ao redor de seu eixo imaginário é chamado de <b><span style="color: red;">rotação.</span></b> <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para rotacao da terra." height="176" src="http://www.explicatorium.com/images/cfq-7/universo/movimento-translacao-terra.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O movimento de rotação da Terra é responsável pelo fenômeno dos dias e das noites.</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><b><span style="color: red;"><br /></span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <b><span style="color: red;">Dia solar</span></b><span style="color: red;"> </span>é o tempo
médio que leva para que o Sol, visto da Terra, volte ao mesmo ponto no céu.
Esse intervalo de tempo é dividido em 24 partes, então, podemos dizer que uma
hora solar dura 1/24 e , portanto, um dia tem 24 horas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Como vimos, a Terra gira ao redor de seu
eixo imaginário, realizando o movimento de rotação. Agora, vamos entender outro
movimento realizado por ela: o <b><span style="color: red;">movimento orbital</span></b>, também conhecido como <b><span style="color: red;">movimento de
translação.</span></b><span style="color: red;"> <o:p></o:p></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para translacao da terra" height="227" src="http://i377.photobucket.com/albums/oo216/lukkios/estacoes_do_ano.gif" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O movimento de translação da Terra é responsável pelo fenômeno das estações do ano.</td></tr>
</tbody></table>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><b><span style="color: red;"><br /></span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Nesse caso, nosso planeta se movimenta ao
redor do Sol, percorrendo um caminho quase circular que recebe o nome de <b><span style="color: red;">órbita.</span></b>
A órbita terrestre é uma longa jornada que mede pouco menos de 1 bilhão de
quilômetros, percorrido em 365,25 dias, isto é , um ano. Então podemos dizer
que um ano é o tempo de uma viagem de aproximadamente um bilhão de quilômetros
que a Terra faz em torno do Sol. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A sucessão de anos acontece porque é como
se a Terra iniciasse um percurso que a levasse a retornar a seu ponto de
partida, reiniciando o caminho a cada 365,25 dias. Do mesmo modo, a cada
recomeço, muitos fenômenos astronômicos que acontecem ao longo da trajetória da
Terra também se repetem. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Esses fenômenos têm reflexo sobre nosso
planeta. Por exemplo, você sabe que, ao longo do ano, podemos notar várias
mudanças no meio ambiente físico, isto é, nas condições ambientais: as
temperaturas (aumentam ou diminuam), as chuvas (ficam mais ou menos
frequentes), a luminosidade se altera (escurece mais cedo ou mais tarde). <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">O SOL<o:p></o:p></span></b></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Imagem relacionada" height="214" src="http://www.derradeirasgracas.com/images/Os%20Sinais%20do%20Apocalipse/Radia%C3%A7%C3%A3o%20do%20sol%2023.02.2010.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">O Sol é a estrela mais próxima do planeta Terra</td></tr>
</tbody></table>
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</div>
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</div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Como todas as estrelas que vemos no céu à
noite, o Sol também é uma estrela, porém, ele está muito mais perto da Terra do
que qualquer uma das que podemos observar. Sua distância média é de “apenas”
150 milhões de quilômetros aproximadamente. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O Sol é apenas uma entre as mais de cem
quintilhões (100 000 000 000 000 000 000) de estrelas que se supõe existir em
todo o Universo. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Apesar de não ser a maior nem a mais
quente, o Sol é, para nós, a mais importante das estrelas. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Comparando com o restante do Sistema
Solar, tudo o que se refere ao Sol é maior: sua estrutura gigantesca compõe
99,8% da massa de todo o Sistema Solar. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Mas, se o Sol lhe pareceu imenso, saiba
que ele é uma estrela relativamente pequena; há outras muito maiores. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A LUA<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As pessoas em geral têm muitas certezas relacionadas
à influencia da Lua como por exemplo, nascem mais bebês na lua cheia. Porém,
essas certezas não são cientificamente provadas, e são vistas pelos
pesquisadores como lendas, mitos, folclore ou senso comum. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Imagem relacionada" height="180" src="http://www.lunin.net/aploud/poletna%20luna.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Lua, único satélite natural da Terra</td></tr>
</tbody></table>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Então a Lua não exerce nenhuma influência
sobre a Terra?<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Exerce sim, muita, mas não da forma como
as pessoas costumam acreditar.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">AS FASES DA LUA<o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Uma noite de lua cheia é um espetáculo
lindo e, apesar de a Lua apenas refletir a luz do Sol, seu grande disco
prateado é capaz de clarear a mata ou o oceano, servindo como importante fonte
de orientação para os animais. <o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para fases da lua" height="162" src="http://www.coladaweb.com/wp-content/uploads/2014/12/lua-fases.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fases da Lua</td></tr>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Observe a Lua durante aproximadamente um
mês (29,5 dias). Você verá que ela vai mudando de aspecto: de <b><span style="color: red;">cheia,</span></b>
vai diminuindo até chegar à fase <b><span style="color: red;">quarto minguante</span></b>; então, continua diminuído e dá a
impressão de ter desaparecido, é a fase de <b><span style="color: red;">lua nova</span></b>. A partir daí, podemos vê-la de novo com
um fino <i>C</i>, que vai ficando mais largo
até chegar à fase <b><span style="color: red;">quarto</span></b> <span style="color: red;">crescente</span>,
continua aumentando para passar à fase de lua cheia, momento em que o ciclo
recomeça. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> E por que a Lua nos mostra aspectos
diferentes a cada dia?<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A Lua é uma esfera, e como tal, ao ser
iluminada pelo Sol, só uma de suas metades reflete a luz, como a Lua se move ao
redor da Terra, nem sempre estamos em posição de vê-la inteiramente iluminada. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Se observarmos a Lua e a Terra de um ponto
distante no espaço, veríamos que o movimento dos dois ao redor do Sol é
parecido.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">O SISTEMA SOLAR<o:p></o:p></span></b></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Resultado de imagem para sistema solar" height="180" src="http://astro.if.ufrgs.br/Planetas.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Configuração do Sistema Solar </td></tr>
</tbody></table>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> O Sistema Solar compreende aquilo que
poderíamos chamar de “domínios do sol”. Com seu tamanho gigantesco, ele é o
centro de todo um sistema complexo formado por oito planetas, alguns planetas
anões e um número não definido de corpos pequenos, categoria em que estão
incluídos os asteroides e os cometas. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Da perspectiva da Terra, o Sistema Solar é
imenso, porém, comparado a outros corpos do Universo, ele é muito pequeno. Já vimos
que o Sol é uma estrela relativamente pequena se comparada a outras que podem
ser milhares de vezes maiores do que ele. Mas se o tamanho não chama atenção, foi
no Sistema Solar que se formou o único planeta em condições de desenvolver e
abrigar um número ainda não definido de espécies de seres vivos: o nosso
planeta Terra. Pelo menos isso é o que sabemos até hoje...<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">COMO É O SISTEMA SOLAR <o:p></o:p></span></b></div>
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<b><span style="color: red; font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Seria ideal se tivéssemos uma “fotografia
de corpo inteiro” do Sistema Solar. No entanto, como ele é gigantesco, tudo o
que temos quando queremos representá-lo são apenas desenhos. Além disso, distâncias
tão grandes e tamanhos tão diversos não permitem uma representação cientificamente
correta. Os espaços entre as órbitas são variados: alguns menores, outros maiores,
e sempre imensos. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Quando olhamos para a ilustração de um cinturão
de asteroides, por exemplo, em que existem milhares de corpos, parece que há a formação
de uma barreira intransponível. Porém, ainda que ali existam milhares de
asteroides, eles se espalham por um espaço tão grande que seria possível atravessá-lo
sem ver sequer um deles. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Do mesmo modo, as imagens dos planetas e
do Sol dificilmente estão representadas em proporções compatíveis com a dimensão
real desses corpos, porque, se assim fosse, os planetas menores praticamente não
apareceriam nessas representações. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A partir de 2006, os especialistas
consideraram que o Sistema Solar possui somente oito planetas: Mercúrio, Vênus,
Terra, Marte, Júpiter, Saturno, Urano e Netuno. Plutão, que era considerado o último
planeta do Sistema Solar, passou a ser classificado com um <b><span style="color: red;">planeta anão</span></b>, pois é muito pequeno
(menor até que a nossa Lua) e com uma órbita bem diferente, em alguns momentos
capaz até de cruzar a órbita de Netuno.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Fonte: conteúdo retirado do livro
Ciências no século XXI - astronomia, água, ar e solo. Editora Atual. 6° ano. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">
<o:p></o:p></span></div>
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<br /></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-17850999172746949612016-05-29T13:46:00.000-03:002016-05-29T13:46:36.960-03:00REVISÃO PARA A PROVA DO 9º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Calor e temperatura não são a mesma coisa.
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Temperatura é uma grandeza física que indica o grau
de agitação das partículas do material. Calor é a energia (energia térmica) que
passa de um corpo para outro quando eles possuem diferentes temperaturas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Para medir a temperatura usamos o
termômetro, que </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">nos dá ideia apenas do
grau de agitação das partículas.<o:p></o:p></span></div>
<div style="background: white; line-height: 17.35pt; margin-bottom: 7.9pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Termômetro é um instrumento utilizado para
aferir a temperatura, ou seja, a agitação das moléculas de um corpo. Ele se
baseia principalmente nos princípios de transferência de calor, no equilíbrio
térmico e na dilatação térmica do mercúrio.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A temperatura de
um corpo indica a agitação média das
partículas que compõem esse corpo. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Quando aferimos a temperatura de uma pessoa, devemos deixar
o termômetro em contato coma pele ao menos por 5 minutos. <span style="background: white;">Esse é o tempo necessário para que aconteça a
transferência de calor entre os corpos e estes entrem em equilíbrio térmico.
Assim, a temperatura indicada no termômetro será a mesma apresentada pelo corpo
da pessoa.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Para
maior eficiência, um aparelho de ar condicionado deve ser instalado em local
alto. <span style="background: white;">Assim, o ar frio (mais denso) que sai do
aparelho empurra o ar quente do ambiente criando uma corrente de ar. O ar
quente que sobe é então resfriado pelo aparelho.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Os objetos de cor preta atraem calor, isto
é, se dois matérias forem colocados ao Sol o que vai absorver mais calor é o de
cor preta. </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Nos países de clima quente se recomenda
o uso de roupas bancas porque roupas claras refletem a maior parte da energia
radiante que recebem, ao contrário do que ocorre com as roupas escuras.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">No Brasil,
as principais fontes de energia elétrica são as quedas d’água e os desníveis de
rios. </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Por meio da construção de usinas
hidrelétricas. Essas usinas são capazes de transformar a energia cinética da
água que escoa dos reservatórios pelas turbinas em energia elétrica,
aproveitando os desníveis e as quedas-d’água.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Observe o
esquema de funcionamento de uma usina geradora de energia elétrica.</span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"><br /></span></div>
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<img alt="" height="162" 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<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Esta é uma <b>usina termelétrica.</b> <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O recurso natural
utilizado para a produção de energia elétrica nesse tipo de usina é o bagaço de
cana, que é um recurso renovável. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">As usinas termelétricas podem utilizar, além de combustíveis
fósseis, outros tipos de combustível em sua operação. </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Também podem utilizar combustíveis renováveis, como o
biodiesel, o bagaço de cana e outros derivados de vegetais. Eles são chamados
biocombustíveis e têm como vantagem ser renováveis e causar menor emissão de
gases que aumentam o efeito estufa.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">A energia
geotérmica tem sua origem no núcleo derretido da Terra, onde as temperaturas
atingem 4 000 °C. Essa energia é primeiramente produzida pela decomposição de
materiais radioativos dentro do planeta. As usinas geotérmicas assemelham-se às usinas nucleares no que diz
respeito à conversão de energia térmica em cinética e, depois, em elétrica. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;">
</span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A obtenção de energia elétrica nas
usinas termelétricas se dá por meio da queima de combustíveis. O calor gerado
dessa combustão aquece uma caldeira com água, produzindo vapor. O vapor, sob
pressão, movimenta turbinas ligadas a dínamos que convertem a energia do
movimento em energia elétrica.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Os principais pontos negativos da construção de termelétricas é
que elas </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">são responsáveis pela emissão de
diversos gases e poluentes atmosféricos que agravam o efeito estufa. Para sua
utilização, é necessária a exploração de combustíveis para a queima, o que pode
causar ainda mais impactos negativos no ambiente.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">O petróleo,
um recurso não renovável, é a principal fonte de energia consumida no mundo. </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Energia eólica e energia das marés são as </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">duas fontes alternativas de energia para a diminuição do consumo
do petróleo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Mas esses recursos
alternativos têm suas vantagens e desvantagens. </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As
vantagens são a redução da emissão de gases que provocam o efeito estufa e a
redução dos impactos ambientais causados pela exploração do petróleo e seu
refinamento. As desvantagens estão associadas ao rendimento da energia gerada e
da especificidade do local exigida para a instalação de usinas eólicas e de
marés.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Dessa forma podemos
citar as fontes de energia renovável e não renovável. Fontes renováveis: vento
(energia eólica) e água (energia hidrelétrica), entre outras. Fontes não
renováveis: madeira (energia termelétrica) e petróleo, entre outras. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os aparelhos listados a
seguir transformam energia elétrica em outro tipo de energia. Veja:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Ferro elétrico</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">: transforma energia
elétrica em <b>energia térmica</b>.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Aparelho de som:</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> transforma
energia elétrica em <b>energia sonora.<o:p></o:p></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Abajur:</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> transforma energia elétrica em <b>energia luminosa</b>.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Liquidificador:</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> transforma energia
elétrica em <b>energia mecânica</b>. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Não demorar no banho; não deixar lâmpadas acesas sem
necessidade; não dormir com a televisão ligada. Essas são algumas atitudes que
devemos tomar para economizar energia.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Falando em
economia de energia, o forno de micro-ondas mais eficiente é aquele que </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">forneceu a maior quantidade de energia
em menos tempo. </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="background: white;"> Para ser um bom condutor de energia elétrica,
uma solução ou um sólido deve </span>ter elétrons ou íons livres que, quando energizados, promovam um
movimento ordenado das cargas, criando o fluxo elétrico de um ponto a outro. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os isolantes térmicos são aqueles que são maus
condutores de calor ou de energia elétrica. Ex: madeira, plástico, isopor,
borracha entre outros. É por isso que algumas panelas têm o cabo de madeira,
dessa forma as pessoas não se queimam ao manuseá-las. Quando uma pessoa for
manusear qualquer material elétrico, por medida de segurança deve usar luvas de
borracha. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Quando se está
cozinhando e a panela com água ferveu, não adianta mais aumentar ou baixar o
fogo do fogão a fim de fazer com que o alimento cozinhe mais depressa, porque <span style="background: white;">uma vez que a água já está em ebulição, sua
temperatura não aumentará enquanto se mantiver no estado líquido. Portanto,
essa atitude não acelerará o cozimento. </span><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A temperatura de ebulição da água tem a
ver com a altitude, ou seja, quanto mais alto você estiver, menor é a pressão atmosférica.
<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Suponha que há uma
paneja de feijão sendo cozinhado no Recife (nível do mar) e outra em La Paz (
4000 metros de altitude em relação ao nível do mar). Em La Paz o feijão demoraria
mais tempo para ficar pronto porque por estar localizada em uma altitude maior,
a cidade apresenta pressão atmosférica menor. A diminuição da pressão leva à
diminuição do ponto de ebulição da água; portanto, o feijão levará mais tempo
para cozinhar.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A atividade abaixo
mostra como converter as temperaturas de Celsius ( ºC) para Fahrenheit ( ºF), as respostas serão confeccionadas em sala de aula.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Converta de ºC
para ºF.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">1) A temperatura de ebulição da água é 100 ºC.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">2) No inverno, em Garanhuns, faz 18 ºC em média.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">3) No estado do Piauí, a maior temperatura registrada foi 50
ºC.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Converta de ºF
para ºC.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">4) José foi atendido
em um hospital nos Estados Unidos, foi aferida sua temperatura e acusou 104 ºF.
José estava com febre?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">5) O professor Leopoldo foi viajar para a Holanda. Dentro do avião
o capitão informou, por meio do autofalante, que a temperatura interna era de 68
ºF. Quanto vale em ºC.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">6) No verão australiano, chegou a fazer 120,2 ºF. é o mesmo
que _______ ºC. <o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-9387926014700015702016-05-28T19:23:00.000-03:002016-05-28T19:23:20.296-03:00REVISÃO PARA A PROVA DO 8º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: O CORAÇÃO E O SISTEMA
CARDIOVASCULAR<o:p></o:p></span></u></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></u></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Sobre o sangue é <b>incorreto </b>afirmar que ele </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">é um tecido formado apenas por hemácias e
linfócitos. </span><u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><o:p></o:p></span></u></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As hemácias vivem
aproximadamente 120 dias na corrente sanguínea, elas são responsáveis pelo
transporte do gás oxigênio para todo o corpo. A hemoglobina é a substância
presente nas hemácias que é fundamental para a atuação delas no organismo.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Quando o sangue é submetido a uma
centrifugação, separam-se duas porções no tubo de ensaio. O plasma fica em cima
e hemácias, glóbulos brancos e plaquetas embaixo.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A
imagem a seguir mostra um sistema do corpo humano em destaque.</span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<img height="320" src="http://fscomps.fotosearch.com/compc/UNN/UNN006/u23183982.jpg" width="228" /></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 12px;"> Esse é o sistema </span><b style="font-family: 'Comic Sans MS'; font-size: 12px;">cardiovascular. </b><span style="font-family: 'Comic Sans MS'; font-size: 12px;">Sua função no corpo humano é </span><span style="background: white; font-family: 'Comic Sans MS'; font-size: 12px;">transportar, por meio do sangue, os nutrientes e os gases para todas as células do corpo.</span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Sobr</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">e o coração,</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> é </span><b style="font-family: 'Comic Sans MS'; font-size: 9pt;">correto</b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">
afirma</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">r que se divide em quatro
cavidades (dois átrios e dois ventrículos) e possui dois movimentos: sístole e
diástole.</span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O coração e os vasos condutores (veias e artérias) são os
principais órgãos do sistema cardiovascular.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background-color: white; font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 17.35pt;"> As valvas são
membranas móveis que separam as cavidades do coração e impedem o refluxo sanguíneo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As quatro veias de calibre médio que chegam ao
coração pelo lado esquerdo, trazendo sangue arterial aos pulmões são as veias
pulmonares. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O
pescoço, o tórax e o abdome formam o tronco e que os membros são classificados
em superiores e inferiores. <span style="background: white;">Coração e pulmões são
os dois órgãos localizados no tórax. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A transfusão de sangue tipo AB para uma
pessoa com sangue tipo B não deve ser
realizada, pois os anticorpos anti-A presentes no sangue do receptor podem
reagir com os antígenos A presentes nas hemácias AB. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Uma
pessoa que apresenta sintomas como aumento do coração e problemas com o
intestino grosso <span style="background: white;">deve ter contraído a doença (ou
mal) de Chagas. A transmissão ocorre pela picada do barbeiro, por meio das
fezes desse inseto contaminadas com o protozoário<span class="apple-converted-space"> </span><em>Trypanosoma cruzi</em>.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Veja as dicas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O sistema cardiovascular é formado pelo coração e pelos
vasos sanguíneos;<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O coração é um órgão musculoso com a função de
bombear o sangue para todos os órgãos;<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As veias conduzem o sangue que chega ao coração;<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A pequena circulação leva o sangue do coração aos
pulmões;<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As veias conduzem o sangue que vem de todas as
partes do corpo para o coração;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O coração humano é um órgão oco dividido em quatro compartimentos;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O miocárdio é o músculo responsável pelos
batimentos do coração;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Ao passar do átrio para o ventrículo, o sangue não
retorna para a câmara de onde acabou de sair;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O pericárdio é uma membrana serosa que reveste
externamente todo o miocárdio;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">No ciclo cardíaco, a dilatação do coração
corresponde à diástole.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Vamos aprender com as definições acerca do
sistema cardiovascular.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">- <b>Artéria</b> - Vaso que conduz o sangue do coração para outros órgãos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">- <b>Taquicardia</b> - Ritmo cardíaco aumentado.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">- <b>Bradicardia</b> - Ritmo cardíaco diminuído.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">- <b>Sístole</b> - Movimento de contração do coração.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">- <b>Diástole</b> - Movimento de dilatação do coração.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">-
<b>Hipertensão </b>- Pressão arterial acima
do normal.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">ASSUNTO: SISTEMA URINÁRIO OU EXCRETOR</span></u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> O esquema
abaixo mostra a imagem do sistema excretor ou urinário. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<img height="320" src="http://static.todamateria.com.br/upload/53/0d/530d0badc6936-sistema-urinario.jpg" width="280" /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Imagem_x0020_7"
o:spid="_x0000_i1025" type="#_x0000_t75" alt="img_57471d96f1d4e1.jpg" style='width:153pt;
height:105pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg"
o:title="img_57471d96f1d4e1"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 17.35pt; margin-bottom: 7.9pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Sua
função é eliminar o excesso de água e de substâncias produzidas pelo organismo
e que não serão utilizadas pelo corpo. O sistema urinário contribui para a
eliminação de resíduos do organismo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="background: white;">Em seu funcionamento, o corpo humano produz resíduos.
O sistema urinário contribui para a eliminação deles do organismo. A retirada
dos resíduos que circulam no corpo é importante para evitar doenças e a
contaminação dos órgãos.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="background: white;">Quando os resíduos produzidos por seu organismo não
são devidamente eliminados, A pessoa pode ficar doente e até morrer, pois esses
resíduos são prejudiciais à saúde.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Cada
ureter conduz a urina do rim à bexiga.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Na
tabela abaixo, são mostradas as concentrações de algumas substâncias no sangue
e na urina em gramas por litro (g/L).<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<table align="left" border="1" cellpadding="0" cellspacing="4" class="TableGridPHPDOCX" style="border-style: outset; border-width: 1pt; margin-left: 4.8pt; margin-right: 4.8pt;">
<tbody>
<tr>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Substância</span></b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Sangue (plasma)</span></b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Urina</span></b><span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Glicose<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">0,5<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">0,0<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Proteína<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">7% (em massa)<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">0<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">Ureia<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">0,01<o:p></o:p></span></div>
</td>
<td style="border: outset black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.5pt;" valign="top" width="142">
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify; vertical-align: top;">
<span lang="EN-US" style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial;">17 g/L<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Observando os dados apresentados na
tabela, podemos concluir que na ação dos rins a ureia é retirada do sangue e concentrada na urina.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Mulheres
grávidas sentem mais vontade de urinar porque <span style="background: white;">em
mulheres grávidas, o útero, em constante expansão, pressiona a bexiga reduzindo
seu volume e, portanto, sua capacidade de armazenar urina. Por isso mulheres
grávidas sentem mais vontade de ir ao banheiro.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Os
néfrons humanos são responsáveis pela eliminação das excretas nitrogenadas e
pela manutenção do equilíbrio osmótico do corpo. A esse respeito podemos
afirmar que o aumento de sudorese
(produção de suor) provoca a diminuição do volume de urina produzido.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O
papel do fígado no que diz respeito à excreção, é que ele <span style="background: white;">é responsável pela conversão da amônia (substância
altamente tóxica resultante do metabolismo celular) em ureia (substância menos
tóxica).<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="background: white;">O objetivo
da hemodiálise é retirar do sangue, por meio da filtração, as substâncias
tóxicas produzidas no metabolismo celular. A hemodiálise substitui a ação dos
rins.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Proibido esquecer.<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 16.65pt 0cm 16.65pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O componente mais abundante da urina é a água;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 16.65pt 0cm 16.65pt 36pt; text-align: justify; text-indent: -18pt;">
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Na urina normal não se encontra glicose;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 16.65pt 0cm 16.65pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A urina, após ser produzida nos rins, passa pelos
ureteres, é armazenada na bexiga e finalmente excretada através da uretra;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 16.65pt 0cm 16.65pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A ureia é componente da urina, resultante da decomposição
das proteínas;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">No trajeto seguido pela urina dos rins até o
exterior, após o cálice renal vem a pelve renal.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> <o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-11284910157923358992016-05-28T13:29:00.001-03:002016-05-28T13:29:36.468-03:00REVISÃO PARA A PROVA DO 7º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Certas
espécies de pássaros comem frutos, mas cospem os caroços. Já outras espécies
engolem o fruto inteiro, mas liberam seus caroços com as fezes. O fato de os
pássaros eliminarem seus caroços, cuspindo-os ou nas fezes, ao se alimentarem
dos frutos, favorece a dispersão das sementes dessa planta no ambiente.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Os morcegos polinizadores, assim como pássaros
e insetos têm importância apenas para as <b>angiospermas</b></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">,</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> porque esses
animais podem ser considerados agentes polinizadores dessas espécies vegetais.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> O pinheiro-do-paraná e a
gralha-azul estão intimamente relacionados, pois as sementes dessa árvore servem
de alimento para o pássaro. O desaparecimento de uma das duas espécies pode acarretar
prejuízos para a outra, porque a gralha-azul come os pinhões, que são as
sementes do vegetal, e, como seu hábito é enterrá-los em excesso muito são
esquecidos, o que favorece a germinação e o crescimento de novas espécies do
pinheiro-do-paraná.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Um fruto maduro pode acelerar
o processo de amadurecimento de outros frutos, porque ele libera o gás etileno
que provoca o amadurecimento dos outros frutos que estavam próximos a ele. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Se você riscar a casca de um mamão
verde com uma faca, Os riscos facilitam a liberação do gás etileno, que acelera
o amadurecimento do fruto.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> E por falar em vegetais, você
saberia dizer o que são alimentos orgânicos? Alimentos orgânicos são cultivados
sem a utilização de aditivos químicos, como hormônios e agrotóxicos.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os seres humanos são onívoros,
pois além de comermos a carne de vários animais também nos alimentamos das raízes,
caules, folhas, flores, frutos e sementes dos vegetais.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Proibido esquecer.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 38.25pt; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: 178.35pt; text-align: justify; text-indent: -18.0pt;">
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">O caule</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> - </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sustenta
as folhas, flores e sementes e distribui a água e os sais minerais absorvidos
pelas raízes para todas as partes da planta.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 38.25pt; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: 178.35pt; text-align: justify; text-indent: -18.0pt;">
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">O fruto</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> - </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Protege
as sementes que poderão dar origem a novas plantas.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">A raiz</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> - Prende a planta ao
solo, retira a água e os sais minerais da terra e os transporta até o caule.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 38.25pt; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: 178.35pt; text-align: justify; text-indent: -18.0pt;">
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">A folha</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – Órgão responsável
por captar a luz solar, que a maioria das plantas utiliza na produção do
próprio alimento. Também é por ele que elas respiram e eliminam<span style="background: white;"> água por meio da transpiração.</span><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 38.25pt; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: 178.35pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">A flor</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> - </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Órgão
reprodutor das plantas. É dela que se formam os frutos.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> <span style="background: white;">As plantas
utilizam as sementes para a reprodução, porém não são todas que fazem isso. Alguns
vegetais não possuem sementes para se reproduzir, eles utilizam partes de seu
próprio organismo, como suas folhas, seus caules ou raízes, por exemplo, os
quais se multiplicam, ocorrendo, assim, a reprodução.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><span style="background: white;"><br /></span></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os frutos podem ser carnosos
ou secos. Os frutos carnosos têm o pericarpo suculento. Podem ser do tipo <b>baga</b> ou <b>drupa</b>. A baga tem várias sementes em seu interior, já a drupa
apresenta apenas uma semente. </span></div>
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<br /></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os frutos do tipo baga são:
laranja, tomate, uva, jaca, melancia, melão, tomate, maracujá, pimentão entre
outros.<o:p></o:p></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os frutos de tipo drupa são:
manga, azeitona, abacate, acerola, coco, macaíba entre outros. <o:p></o:p></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> O uso de inseticidas pelos
agricultores pode acarretar a diminuição na colheita dos frutos, porque o
inseticida elimina também os insetos que polinizam as flores das plantas
cultivadas.<o:p></o:p></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Essas são as estruturas que
podemos encontrar nas flores e que são responsáveis pela reprodução das
angiospermas.<o:p></o:p></span></div>
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Ovário</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – o ovário dá origem
ao <b>fruto</b>.<o:p></o:p></span></div>
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Antera</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – é o órgão responsável
por sustentar os <b>grãos de pólen.</b> <o:p></o:p></span></div>
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Corola</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – é o conjunto de <b>pétalas</b> da flor.<o:p></o:p></span></div>
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</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Óvulo</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – o óvulo é a <b>semente.<o:p></o:p></b></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Cálice</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> – é o conjunto de <b>sépalas</b> da flor.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Corola vistosa, eliminação de
odores e presença de néctar são características das flores que auxiliam a sobrevivência
da espécie, porque atrai os agentes polinizadores como insetos e aves.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os frutos são provenientes a
partir das paredes dos ovários das flores. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os quatro grandes grupos vegetais
que estudamos nesta unidade foram as <b>briófitas,
pteridófitas, gimnospermas e angiospermas. <o:p></o:p></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><b><br /></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Para que uma planta cresça e
se desenvolva, são necessários diversos fatores internos e externos. Entre os
fatores externos podemos citar <b>a luz, a
água, os sais minerais, o gás oxigênio e o gás carbônico</b> <b>da atmosfera</b>. Entre os fatores internos
estão <b>os hormônios das plantas.<o:p></o:p></b></span></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> </span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Dispersão
das sementes acontece quando as sementes podem ser espalhadas com o auxilio de
animais, do vento e da água. <o:p></o:p></span></div>
<div class="MsoNormal" style="tab-stops: 178.35pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> A germinação é a primeira
fase do processo de desenvolvimento da semente. No momento em que as condições exteriores
ficam adequadas, a semente germina. Entre essas condições podemos citar a presença
de gás oxigênio, de umidade e temperatura apropriada. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Suponha que todos os insetos
do mundo sumissem. Certamente nos livraríamos de várias doenças em que esses
animais são vetores. Em compensação teríamos a diminuição drástica da polinização
dos insetos nos vegetais. Dentre os grupos de vegetais que seriam prejudicados estão
as angiospermas como as árvores frutíferas. <o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-49530542605770284332016-05-28T11:43:00.000-03:002016-05-28T11:43:02.530-03:00REVISÃO PARA A PROVA DO 6º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Estas são algumas medidas eficientes para
evitar contágio por doenças causadas pela contaminação do solo.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Lavar as mãos antes de se alimentar;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Proteger alimento da sujeira;<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Saneamento básico; <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Educação sanitária.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> O amarelão é uma das doenças causadas pelo
solo contaminado, é causado por um verme parasita conhecido como <i>Ancylostoma duodenale. </i></span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O contágio pode acontecer quando alguém anda descalço em solo
contaminado, por meio da ingestão de alimentos mal lavados ou por meio de mãos
sujas de terra contaminada. Fraqueza e indisposição são os sintomas do amarelão.
<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O bicho-geográfico
é um parasita que vive no intestino de cães e gatos, que são seus hospedeiros. Como
medidas de profilaxia (medidas preventivas de prevenção da doença), devemos </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">impedir a circulação de animais domésticos nas praias e evitar
andar sem calçados nesses terrenos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os parasitas humanos <i>Ascaris lumbricoides</i> e <i>Ancylostoma duodenale</i> têm em comum: - pertencem
ao mesmo filo; - não possuírem hospedeiro intermediário no ciclo de vida; -
serem de sexo separados; - reproduzem-se sexuadamente dentro do intestino.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">Esses são os materiais que podem ser reciclados:
PAPELÃO, LATA, COPO, GARRAFA, SACOLA, FERRAGEM, JORNAL, VIDRO entre outros.</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Muitos problemas ambientais são gerados
pelos lixões, ou seja, </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">enquanto
estão expostos, os resíduos atraem animais transmissores de doenças, contaminam
o solo e a água. <o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Você sabe
que o papel NÃO é resistente à água. Se chover e molhar, o papel não serve para
nada, a não ser para ser reciclado. Mas o plástico é muito resiste, podemos até
fazer uma capa de chuva com o ele.<o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Muitos objetos
jogados fora podem ser reutilizados. Um vidro de maionese, por exemplo, pode
ser usado de novo para guardar alimentos ou objetos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Coleta seletiva
é a separação do lixo seco do lixo úmido. O lixo seco é formado por materiais
como plástico, vidro e papel. O lixo úmido é composto de material orgânico.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> E por falar em reciclagem do lixo, podemos
citar duas vantagens da reciclagem: a diminuição da quantidade de lixo que é
descartada sobre o solo causando sua poluição; a geração de renda para os
coletores de material reciclável.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Fungos
e bactérias que se alimentam dos restos dos seres vivos após a sua morte são conhecidos
como SERES DECOMPOSITORES, esses </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">são os seres vivos responsáveis pela faxina no meio ambiente.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;"> Podemos contribuir para a transformação do material
que não se utiliza mais </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">fazendo
coleta seletiva de lixo, para que o material seja destinado à reciclagem de
forma adequada.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> A reciclagem é importante para o meio ambiente
porque reduz resíduos acumulados em aterros e lixões, a contenção na exploração
de matéria-prima, entre outros.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Os resíduos
acumulados (lixos jogados na rua), podem contaminar a água e levam à
proliferação de insetos e outros animais que transmitem doenças aos seres
humanos. Na época de chuvas esses resíduos podem ser levados pelas águas e causar
o entupimento de bueiros, provocando enchentes.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p> </o:p></span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">“A vacina previne e o soro, cura.” Os </span><b style="font-family: 'Comic Sans MS'; font-size: 9pt;">soros</b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">
diferem das vacinas porque contêm os anticorpos de que o organismo necessita,
servindo para curar algumas enfermidades, enquanto as </span><b style="font-family: 'Comic Sans MS'; font-size: 9pt;">vacinas</b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> estimulam
o organismo a produzir anticorpos específicos contra um determinado
microrganismo.</span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Assim, enquanto o soro tem a função de <b>curar</b> algumas
enfermidades, as vacinas têm a função de <b>prevenir</b> contra algumas
enfermidades.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Veja agora quando
usamos a vacina ou o soro.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;">- Usamos a <b><u>VACINA</u></b>
quando:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Para não se preocupar com pequenos
arranhões nos arames das cercas, que podem transmitir tétano.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Para se prevenir contra a gripe.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Para não ter doenças como caxumba e
catapora, que podem ter complicações sérias se não cuidadas adequadamente.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Para manter a saúde dos animais de
estimação.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;">- Usamos <b><u>SORO</u></b>
quando: <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Para o caso de picadas de cobra.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Tétano, gripe e tuberculose</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> são algumas doenças que podem ser prevenidas com vacinas.<o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-79321200021834156512016-05-12T13:50:00.001-03:002016-05-12T13:50:47.800-03:00REVISÃO PARA O TESTE DO 6º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
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<a href="https://www.blogger.com/blogger.g?blogID=8200619331035097792" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><div class="MsoNormal">
<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: TERREMOTO E VULCÕES<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> </span><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> Os vulcões liberam gases e vapores como: <b>Enxofre, gás carbônico, oxigênio,
hidrogênio e amônia.<o:p></o:p></b></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><b><br /></b></span></div>
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<b><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> </span></b><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> Uma viagem da superfície terrestre ao centro
da Terra seria de “apenas” 6.790 km. Porém essa viagem não é possível de ser
realizada por diversos fatores, um deles é que o núcleo da Terra é muito quente
(cerca de 6000 ºC) e não existe nenhum equipamento feito pelo homem capaz de
aguentar tão alta temperatura.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> Veja as dicas.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">- <b>Vulcões</b> – são aberturas
verticais na crosta, por onde o magma é lançado sob forma de lava.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> - <b>Falhas</b> - Nome das estruturas formadas em decorrência do movimento
das placas. <o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> - <b>Litosfera</b> - Camada exterior da Terra formada pela crosta e pelo
manto superior.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">- <b>Sismos</b> - Abalos naturais da
crosta terrestre que ocorrem pela ruptura da crosta em algum ponto.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms";"><span style="font-size: 9pt; line-height: 115%;"> Você sabia que os continentes estão em
movimentação? Sim, a cada ano eles se afastam cerca de 1 cm. É por isso que o
Planeta Terra tem o formato de um </span><span style="font-size: 12px; line-height: 13.8px;">geoide</span><span style="font-size: 9pt; line-height: 115%;">.<o:p></o:p></span></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> É nas bordas das placas tectônicas onde
ocorrem com frequência as erupções vulcânicas e os terremotos.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> Acompanhe as dicas que estão escrita em
negrito.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> </span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"> A <b>crosta
</b>terrestre é a camada mais externa da Terra. Essa camada é constituída de <b>rochas </b>e <b>minerais.<o:p></o:p></b></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> A <b>lava </b>é
o material pastoso e avermelhado lançado pelos vulcões durante as erupções.
Esse material forma o <b>manto </b>terrestre.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> Toda
água encontrada em lagos, rios, oceanos e mares forma a <b>hidrosfera</b>.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> A camada de gases que envolve a Terra é
chamada <b>atmosfera.<o:p></o:p></b></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> A camada mais interna do planeta é chamada <b>núcleo.<o:p></o:p></b></span></div>
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A imagem abaixo mostra as placas tectônicas.<o:p></o:p></span></div>
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" width="320" /></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;">Sobre estas estruturas podemos afirmar
que:</span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"><br /></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;"> ·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;">As placas
tectônicas são porções da crosta terrestre que deslizam sobre o manto.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">Os continentes são as partes expostas
das placas tectônicas, não cobertas pelo oceano.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">Os movimentos e choques entre as placas
tectônicas interferem no relevo da Terra.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">As placas estão em constante movimento
e, portanto, a configuração dos continentes e oceanos muda com o tempo.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">Há 200 milhões de anos havia
praticamente uma só massa continental, a Pangeia.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt;">Praticamente não há vulcanismo no Brasil, porque
sua localização é distante das bordas das placas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 12pt 0cm 12pt 36pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt;">Os terremotos e vulcões são fenômenos comuns no
Japão, que está localizado numa região de encontro de placas tectônicas.</span><br />
<span style="font-family: "comic sans ms"; font-size: 9.0pt;"><br /></span>
<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> A imagem a seguir mostra devastações após um terremoto. </span><br />
<span style="font-family: "comic sans ms"; font-size: 9.0pt;"><br /></span>
<span style="font-family: "comic sans ms"; font-size: 9.0pt;"><img alt="Resultado de imagem para imagens de terremotos" 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" /></span><br />
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=8200619331035097792" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;"> Terremoto ou abalos sísmicos é o nome do fenômeno natural que ocorreu
para produzir este cenário. <o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;">
</span><span style="font-family: "comic sans ms"; font-size: 9pt;">O solo é um dos recursos naturais
existentes em nosso planeta.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;"> Adubação é uma técnica de
preparo do solo. A respeito desse sistema de nutrição do solo é certo:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt -7.15pt 12pt 36pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">O adubo químico oferece riscos para o
meio ambiente.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">A adubação orgânica é obtida pela
decomposição de restos orgânicos, como fezes, por exemplo, mas com ação de
microrganismos.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">A adubação mineral é feita com
substâncias, tais como pó de rochas e restos de mineração.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">A palhada, utilizada na adubação
química, é a mistura de folhas de feijão e de soja que é deixada no solo para
servir de adubo orgânico.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9pt;">A adubação tem o objetivo de devolver
nutrientes importantes ao solo.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;"> “O
solo arenoso é formado por partículas grandes que apresentam grandes espaços entre
si por onde a água passa.” Essa é uma descrição
correta de um tipo de solo.</span><span style="font-family: "comic sans ms"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;">
O <b>solo arenoso</b> é aquele no
qual a água penetra (infiltra) com mais facilidade.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"> Já o <b>solo argiloso</b> é aquele que é
mais fácil fazer uma escultura, porque </span><span style="background: white; font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;">ele possui partículas
menores, que, por ficarem mais juntas, formam uma massa mais homogênea.<o:p></o:p></span></div>
<div style="background: white; line-height: 17.35pt; margin: 0cm -14.25pt 7.9pt 0cm;">
<span style="font-family: "comic sans ms"; font-size: 9pt;"> </span><b><span style="font-family: "comic sans ms"; font-size: 9.0pt;">Os ventos, as chuvas, as marés e as correntezas</span></b><span style="font-family: "comic sans ms"; font-size: 9.0pt;">
são os elementos do ambiente que podem ser considerados agentes do intemperismo,
ou seja, que podem agir sobre as rochas já existentes para formar as rochas
sedimentares?<o:p></o:p></span></div>
<div style="background: white; line-height: 17.35pt; margin: 0cm -14.25pt 7.9pt 0cm;">
<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> <b>O vento</b> é um agente natural responsável
pela erosão sofrida pelas rochas. Esse tipo de erosão chama-se erosão eólica.<o:p></o:p></span></div>
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<br /></div>
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<span style="background: white; font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"> Este é o </span><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">Grand
Canyon.<o:p></o:p></span><br />
<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><img height="171" 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width="320" /></span><br />
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><!--[if gte vml 1]><v:shape
id="name9626572a670f10981" o:spid="_x0000_i1025" type="#_x0000_t75" alt="img_572a670c550252.jpg"
style='width:207.75pt;height:167.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"
o:title="img_572a670c550252"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><span style="background: white; font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"><o:p></o:p></span></div>
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<span style="background: white; font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"> </span><span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;">Está localizado em um deserto nos Estados Unidos. Ele é um cânion
grande e profundo formado por muitas camadas de rochas. </span><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">A temperatura no Grand Canyon varia de menos de 0 ºC a mais de 40 ºC.
Embora ele esteja localizado em uma área desértica, as fendas das rochas,
algumas vezes, contêm água. <o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt;"> Essas mudanças de temperatura e a água
contida nas fendas das rochas ajudam a acelerar a decomposição das rochas,
porque a água congelada se
expande nas fendas das rochas.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt;">
O vento influencia na formação do solo, atuando</span><span style="background: white; font-family: "comic sans ms"; font-size: 9.0pt;"> no desgaste natural das rochas, formando partículas cada vez
menores, originando o solo.<o:p></o:p></span></div>
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<span style="background: white; font-family: "comic sans ms"; font-size: 9.0pt;"> </span><span style="font-family: "comic sans ms"; font-size: 9pt;"> </span><span style="font-family: "comic sans ms"; font-size: 9pt;">As rochas, de acordo com sua formação, apresentam três tipos
básicos de classificação: as que se formam pelo resfriamento do magma <b>(ÍGNEAS OU MAGMÁTICAS)</b>; as que se
formam pelo desgaste de rochas preexistentes <b>(SEDIMENTARES);</b> e as que surgem da transformação dos dois tipos de
rocha citados anteriormente <b>(METAMÓRFICAS).
<o:p></o:p></b></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9pt; line-height: 115%;"> </span><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">Sabendo-se
que a matéria-prima do vidro tem origem mineral e que, para sua fabricação, é
preciso muito combustível ou eletricidade para aquecer os fornos nos quais ele
é fundido, podemos afirmar que a reciclagem do vidro é necessária, para
economizar combustíveis e minerais que são recursos não renováveis.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"> Proibido esquecer.<o:p></o:p></span></div>
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<span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">De acordo com a origem,
as rochas são classificadas em ígneas, sedimentares e metamórficas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-right: -10.7pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">Os depósitos de carvão
e petróleo estão relacionados às rochas sedimentares.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">As rochas sedimentares
resultam da deposição de detritos no fundo do mar.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">A crosta terrestre é composta
de rochas calcárias, sedimentares, metamórficas, animais mortos, ar e outros
materiais inorgânicos.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-right: -10.7pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 9.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "comic sans ms"; font-size: 9.0pt; line-height: 115%;">O basalto é um exemplo
de rocha ígnea.<o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-60746714019658369032016-05-09T18:33:00.000-03:002016-05-09T18:33:38.277-03:00REVISÃO PARA O TESTE DE CIÊNCIAS DO 7º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os fungos são importantes para os seres
humanos </span><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">participam, como decompositores,
da reposição de substâncias ao ambiente. Vários deles são comestíveis (por
exemplo, o<span class="apple-converted-space"> </span><em>champignon</em>,
a<span class="apple-converted-space"> </span><em>morchella</em><span class="apple-converted-space"> </span>e a trufa), além do lêvedo, que induz
o crescimento da massa de pão. Vários são usados na fabricação de alimentos,
como o queijo gorgonzola. O<span class="apple-converted-space"> </span><em>champignon</em>,
o<span class="apple-converted-space"> </span><em>shitake</em>, o<span class="apple-converted-space"> </span><em>shimeji</em><span class="apple-converted-space"> </span>e outras espécies utilizadas na
fabricação de fermentos biológicos.</span></div>
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v2qP2itYvrXTF8arbxeaqM1pZ2wZhkA/OYy3619e2/wEf4ia1FNezGDw+VVltLNChkPueNq4xwOT7d+rf9lbwXYSIIdLhUqMlgMMvpznJNFevUhrBOfdp2X5/kOhQpzsqjUL9LXZweq6FNN4duZtT8b+Ir+68oySk6q0adD/AApgdc/lXzNpn7NMV9pt5r3i34hNYW8ZZ2upWkmJHYjcwYk8YHU5Axnivsbxf8G5f+EZv9P0a7C74JFjjulyquy43ZAznpyc15j8LfgNbX0Q1z4g6gshtpvLSwaTMUD5A59+evv6U6bhXX7uHK+t/wDMipCVB+9K68v8j5HT4F65451WW30BtT/sQNiO5uVMU9yM/eZQx2juFyffngfQXwC/Yij8J+I7PWtRRvMiYSAeV8xI9+3419r6b4L0Wxto4bKCGGNBgJAo4H4Ul2mi6Ldi8ub5UEfyviUbYwByW54AwTk0ngazfv1LLsi6eOjH+HDXuKfB2nXunPaXNlFcwOu14pkDqR7g14L8TP2aLS0uJNT8MILdh8z2BPyH/cJ+6fbp9K1PiZ+3r8MPAF3d6XpNxc+KdYgZUMOmxfuQxPP71sKcDn5c5yBnqR5vpn7ceq6/qZh1XwRPpWnMwKXUFwsjFc9WRguOMdCe/WvSjChFcrf3HDKtWk+a33nnWulrOUxTIY5EJVlYYKkdQR61XtLtImLE8Yr1nUvAVv8AtB+LY9W8K3g0/SNoXU7m4t3QRzDHyorAeYSpB4OBgc54r2rwh8B/CPhOCOOCzTUbsdbu8xLIT6jIwv8AwECuWdJx21O6FVS30PhLxNeebOXwQucZI4rj7+7HPFfqbcfD/TbqAxyW8bxsMFCoII9MV4J8YP2NdF8TW8t14ccaHqvLBFX/AEaQ+jKPu59V6ehqqVWUXyzjYipSg1zU53/A+L/Dt6Y7tMHGWya+t/hHrCi1iG7nAr5Q1Hwlq/gfxLPpGt2cljf27YeN+hHZlPRlPYivd/hfqZt0i+b0rsqrRNGNNvZn15oOpBo05rqba/HGTXkHhzWx5and2rrbfXMj71ZKdjXkbO8+3r60VxP9uj+9RT9qHsmfCEPhjdMhI49MVdn8PiBDhK7GC3QhRgVbexTaC2DWSk2YcqPKNR0J3UkjAp3hXThBcPkACu41qxVUYqAARXMRA2spxgCru7akNKLubLIoHTArH1h0+ySgDPHU06fV1iU7mrjvEHihfLdQ2O1OG5MqqsZlrAj3LsxHU1qG2i29s1xsGvhJyoO7J6itmDUjLg7utbSmTTqKxstZrJEcEZFZjxGNyBk1civwq9fzqB5kbknNZ+0M6lSxC8TFOeBUcFt83SpprlNvUUyCYFuo/Oq9oYKqiV7Ykdaqz2hUZxV+Sb5QciqVxdhhgGo9oi/bJbmLdx7XwM1GsZA6nNXpWEknPPeo5FUdK2jNMuM1IqkY703zwO9Mu5diEd6z/P7E10pI6C+ZeeKzLyTM6/Wn+fgcHmq8oMjqTVJAew/C23vNb1Cy0ywga5vrqQRRRJ1Zj/Ie/avu3S/gffw+D7fRrnxLeWNskLPLaaSBE0kpHJMpy2CfTHpxXwB8JfiDqPw38S2OvaWYjeW+4Ks6bkYMpVgRx1BNfb3w+/bG8L+KjHbeIIj4cvHAHnOS9uT6bhyo92AFefVowqaSZEqso2Pn/wCP2jWN7NBoa2V1BZ6YNkAeVyT6liSWZiepYnAAFeV/B9rDw78X9Ct5iPs127WxEoDKGYHZyefvBR1/iFfbPxX8K6d8TrePUtLvLHUIQv8Ax8WrJIH9mZfpXy34i+Ct3psstzb2wNzCd8E2CGRlO5SB0yCP0FeTToOjJ80b+ZtKtGcbJnp37S/g6DUfh+ZbeHmCWOVo3TIKhhnjtgc8+lc78C/ix4O+AnhNrxdDk1nxZqJbcLVUj8qBWwE8w8AEruIGScjIwFr2Pwiv/Czfh3ZTMoEd7AVmhPJRxlXUn2YEfhXyf4v+E13pPi690SLUksZbVTNEJogyNG3AYD14wfpV1MXGm+aKCjR5o8rZ9K2v/BSPwTbSRw6r4U8TafKIi0rLBFIiuP4VPmAsPfA+leheCP21Phj458PyatFf3+mRxSNFJDe2Eu5CO5ZFZMYIP3q/O3UPh7r8/iSDRpZzqd66llmxtUJ1JPoAOte9fs/2E2leDdasyPNWO9ePhQoOI4+ePXI6111cY6VNVOZa91/kc/srylHl2PtXw/8AE/wf8Q9JN7oPiHT9VtWcwl7edSVfGdjA8q2MnBAOK53UfB9p4i8WxC8t/tVnZFJypGQ0uflU+o4yR7DPWvzD+NfwZ1w2GseLNEL27WmpmOU2Mxjnt2LAq+BghWEgAIPXOcV6z8GP2y/GHwl8BppOr2E/i3XxMZWmurpi8ieWiJuJRicbCWO4EnPuTE61LERXtEdFOnOk702fpNaLLbx7IkZFY52jipv9IwW8sH15r86Na/4KVfEKy1Kz+yeD7JbGZvKka7gdzETwC2yUfmABz0GOfs74FeIfGXjLwVY6/wCLmtLWTUVFxa2VlDJH5ULcqXLuxYsMEDjAPr06IOnKKtexjNVIv3tzt9SuJUiYPCoJHABzXyr+0j+ybN8cNV03VNP8mw1O3YQzyTHCzQE8g4B5Xkj1yQexH15ugMhTBzjJO3g/jSiJT91PxrGVOU5e7sdEakIRtLU8Y+HHwT8C/B2ytYNN8K21pOkYVtT+zrJPIwGCzyctk5PTjk9BXp0Nha3EKPBaJsPIYYxWtdWgkjKyHPHc1yt8tzokjy2MhjzngcjPqV6GtoYd/bV0ZvEJ/A7M53xf4P8AAvivUZNI13S9Lvb6aI8Sxr9oCdMhxh1HPUEV4bd/sP6Np+vPJpepy2un5MkVu8YeQDqUMmQWHucnHrya8B+PHif4jeEvixf6r4h1ho7y7P8Ao2o6W720csK8KqxjO3aB8yknk8k5BPq3wX/a68ReLPEHhzwvrdvFfPdyi3i1K1QRyHkH96pOAdgcEqQDk/JnFKph4yjrp2NIV505aa97n0f8Jfh5qfg/wo2kmGJbWG4ka1kL/O6Md2XGOu4kD2Ars7eO/wBKlHmaetxFnrDLggfQjn866iKEvbqFOARg0v2crGAx3noTWnsJq1mZfWYu94r8SOznj1C2SeEsByCjjDIe4NRXMRO4sM8dq4H4n6JfXOi3Muk6jNpGpIpaG7gVXKHnqrAgggnPGfQivkub9qD4r+Dr+80zVdR0/VZIHMbm5sdkq4xja0bKvI5yVP0rW60Uo6nO03rF6H0X8ffhJYfErQSywpFrNqrPZ3R4IPUxse6N+h5Hv8meFrx9PfY4aORDtZG4IOeRXd2f7Yeu6lEBqPh2yVQCheLUXV8EcsB5LAnvyK8z1DX49X8T6hfwJ5UVzcPOEHAG5icfrTlZxsjeg581pHtugeKSkagtjFdbZ+Kw38deGabq5WIAHNbFrrbDGH5+tebNNHuU0nuey/8ACUj/AJ6CivKf7ck9TRWGp08sTEs9TUgfNhhV9dRDA5Ycd64u5uPJfI4Apq6uQv38V6SStc+eUkzp9RuRKhJbAxXK6rLEi5BqOXXfMyu7isXULwyEjOahmU1cxtYvnJYKxx7VxWplmY5JYmutvYw4LDJrn7uzMpOBj6VvCF9Wcvs31ObTeJDjt6da2tPu5YsBhn3NS2+mbBkrzVpbMKOe1W0i1FRQ5rwtjn8KY16cdarXcZTJAPNUJmYcdK4qjSOGtNI0Tf5fk0f2oIjjPNYreYx6EU5Y3PWuNzfRnmSm76G2NXAHzHj61E+rxnOOfoaw5opMHHSs24aVM+vaoTkyFVkdVHqCu3BzUouD65rj7TUZI2w/atS11AysAOc1vGbi9T0qM2lc0r+TemAOTWJdO0QPvXRx2DyqDtyDUV3opKH5f0r0adZdT0Y1DnLW4MjVqRQNJg4qK0sgkpyOa3LSzLYArsU10OyNpK4toWjxjpXW+DLWx1vxFZWOr6vHommyN+/vpFLeWo5OB3J6D61kQ6edozVj+yi4+7zXNVlE46zSPYvHeufD/TrW003wx4nvbGO0Y4lsGlVncf8ALRmUYYn1/lUWns3xN0G4sv8AhLtR1DVIFJV12oxQ555QN168+nrivJovD38RWtbw1cX/AIT1qDU9Ofy7mE5ww+Vx3Vh3Brx6rjvF6mEMXyySkro9J/ZN8c3Hwc8a6n4C124nTSdYkM2nXN2zMqXQHzoWYn76gEc4zGe7V6t8dfCcGsXVnrVgDLd2gL715Z4j99SPfCkcdVFalt4M8M/GvwmJrmxa0vSi+aisFlgkABDI2OxwVb6U2wn1+z1G18MazPHcFAqreLGA13GDw2Bxu6bhxzzwCBXiY2pUnTUkvu/r7z6rDxgp+R41ql9/ZUkWoxRYMkRt5XPLFGxg5x/eC/rXV/sya3Dd3fjLSSiXSrLDdI+QdxdCrbQOSBsQduTWtrfhW1hubkXsBi0q83wsrNjyHYffGDjqckdq5r4F3WhWni7UIdNlaW9t42s7+CNHRoZcjIyVAOCGGRkVjDFQng5X3X4ak1aE/bxUdmef/H6+t/Bfj6WG7t/tFtdxidYjP5Su3TBODnGBwfauU8Laxp3iW/g0608PXsN1OrMkkl1D9n2hc53lx6dxXRftfyL/AMJRYTIke4wMAGw2Wzz1qb4B+KItXsij2P2C70u3WFicGOXcMKV9D8jZFdOExcPZJT6EVsK27rc811ae1g1m7tL/AEWVYraYwzGMLJkK3zAENg9+QRX3P8K/2x9F8UaAl3c+GdXtrEfJHcWFs1zGdvBXaoDKRjpjHvXx1Fp8t9r0013bbhcySuisPkbduYZ7Hmvor4OaKmleA4NNESyTXF3K5zwAzPjr6ZBrfE5i8LGPsPifRmccH7Rv2myPV/EP7W2lWujHUPDvgrxL4oXLKv2e1ESll4Odx34BBGQh6GuI8Nftj+MvGNhd3Vt4DstCS3kMZh1O9kMvQEHAjXg5rX8UfF34XfDbS00q98ZaNZ3yr5ckUM4keP1DbM7T7HBryzRdW0fxlb6tqvhmRptJmYqlwsLRo+1cMQGAJ9jjntXZVr4unS56kkvQ4HCi5ctOL9WcR4i/br+LWoa1f2aaP4Yh09JmiRJIpTvAbGc+aCc/QVNpv7Z3xLieG21DQ/Dps42GTZSG0wp6IGdnUcdPlrmbHW/DniU6ppEGm3cuqae628ssluAkkwJDEE8YBX685xjmsW48G6ONeS91eQCdlOwOVUKQCQI1I45445yea9KlKrKPMtfn/wAAwl7NO0lb5Hp/xR8W3P7Q3hbT5dB0F/7Q0y9MksjCO4WJShDoNrfP0BIBUnHAGePI5fC/inw1r5n0/wASxaRdXUYlSezsHhuIc5G3Il+7g+pz3FfRnw7jHgTRJNbs7hm0l5PLypUYk4Az2Oc4z68V02nfCfRPi94ssdTDG2gQP9rS3Aj88jGAPTndkj+fIyoVsTOUlVjZbG0vYpL2bPOPCXxW+LumQrbx/ECfWHMQht4rjSbT5GIA3uwj3OByevTOSaz/AI1fth/Eb4cajpWmQa9uvpLZpbyO70yEs/OFMflooAO1uWI+ua+ybX4XeFfB+jTPa6NaxNFESZWTdIRjnLnLdPevn/xn8LfBvxV1+xZ00+7Gwsbm1P71MHIzjkrz0NcWJr1aNRb28j08NQoV4NtpP0PD9A/4KA/EHU544NX0eyu4WwrG10943Yeu43DhT7bDVX4heILjxfrJ1u405tNa+jQ+WRwSqhSQcDPT8M19A6d4J+Fvw+jL+Kl0/RxBI0UdpO7STTlf40QZZlIIIIGBkc1558fviz4Q8SaNBoPhnSHSK2lEi3sieVswCMKp5OQT1x+Nepga068OaZ52IpQo1OWC/wAjxGeUW4471b0m7w45rE81pWORuzU9t5kLZHA969CpYIOx3tjfkjAOK2YtR2KOea8+t7+RQMZOK37O+86LJPNefJI7lU0Op/tNv79Fc79porGxXtTqtY8NyxAkAkewrjtRtpLdioHPtXs95cxPGQcdK5u7021ut+UU++K5KeJbR4cZM8jeO4WXofoKbI0u7BU16LdeHRDlogD7Gs640dSuWjw9bfWF1NPaPY40WrSJ0/OqzadjPGa7JtMES9OvaoDpqsTtGKp4prYiUzkH09gOFpgsCRyORXVTWSxnkc1H9g8ztXLPGM5JTZx93YFvpWdPp2OcZr0J9DymQM1n3Oh5H3a4JYm7PKrSbOF+y/7ODSi174zXUHw+5JwDUsWglfvLVRrJnPBORyTWLOOn51QudDkmztX8a9AfSkQgYGa1bDw2soUleDUyxHLsaumzyOHwq5PzZ5NbumeEthUha9PXwmo52g/hVqy0EK+NtefVxzWxqpSSsZWl+E1aCMkdR6VZu/BgZCdufwrudL08LEA2OOMVrPp6yIAFyK4lmUovc3jUa1Pne98JyJePsjwM9hWjpXhmZiMqfxr2Z/CqPLv8vr7Vf0/wiZJVSGBpZCeFRcn8hXd/bMlGy3NoYmUdEeaWXhF3Qbl/StWDwmE/hya9bHw+1VIg39myjj+IAH8jUL+EtThJL6bcBR1IiJFc08fiZbwf3MzquvLVwdvRnnEfhYOMFcUHwiRnAr0AWKxvhkKsOoIwRUv2QDkAHisIY2cnqckYyb1NX4brNBpUN5Z3DxanYDyZo93yTw9gw9h0PUEfUH0zW9Mg8XaNHJA/lTD97BOvDxOPf9CO/SvJNPlk025E1udrfxKejD0Nd/4c8XF7mS7dMWshCzIPvRtx8xA7f/WrsjWSkubZn3mBl7agl9qJlCC81aC5imEA1COQx3ElwSFhJBORuOMFen1PSuHl+Fsnw2+MS63pl8smmalZsuoQZBWKU4KOoPYjj23ZHoPX/FOmxSbNWhi88wcyRAlfOj7j8M5H/wBevJ/HXisaFaaleT2b2uiRnzobm6ufmdiMHHXA6DnOeAOhrxMTCWGlJU1fm9f63PoaLVWPvO1jzf45apa28d7qN34Wh8WWjxfZjZiTYU+bPmI6glWUA/d69M1teCfh3qnhDw1dSrpc1zNfRrcM8alAnycKQwB4yc4P+Fc18KfFK/FnxrHZ2iSS2Ns6zS3Ep3bduSB93B5I/wAOK+27SxtbzTDaSRh43UxkE9a9jLqSrJYarpJfqedjpSoL2sFeOh8m+APDFnDpl14g1R2mtbdTHbxk4DAZyTjuOn51T17xVYWPhSeGeZ7eJkZ/JifK7sksDnnH0559+eo+JNtHp3jO48JWsTWel2ttHe+Wjl2MR4bg9y4b8Aa8x8Rae/iLW9P8OFYr3TLh1up7qBCp+zRnLgk/3hhRjuw54ryMZCrLGOnLeL/I9ClKEqCnH7RPpnwi0nTvCEGu+IYbO7jniWSKCRtscO5QxUg/xYyCe1dz4Z1O28GQto0sUcFje20FxED8ojyu1hgeg8voOrV89fFD4rReMdeXQotRSDw9btuuHWcBZD18tSDg8enOPTNe3aJol/8AGH4WaFrukR2850uxAyjESyvFmJkGO5VSw46qte9U9vPDrnvzSPHlGn7S0bWRm3lvZeHv7VlkuTZFJ2lEqDc7l+PlGDk5BHA4GK5TQ/D9n47s9WSN7tbxC/7u4iBZgORubBAJUr1Pf8KteE7iz13U7PT9fgW+ill+zMJwe4wuDwQc7emCOfWu58J6Z4c8PeNW0PRJFj1C4haY2hvXd2UPt3fMWOOGXAxkjFehgcXKeGVm+aLsctbDpVL2Vmc/cWkvhn9k2fQBNbyC/kUSwpDwm+UO2AfQ8YPXB9a8W0Lx7418JJplvBqUyWWn3P2mB0kaF87SpG8cj5WI9PXNfS/xP0BtG+HTGaSND/aaD95wqh58Fzzjjdn3xXmvi/wLHZ+GhLcX8RZ3CJG0BDMxPPzBuBgHPy/lXTTx0JRlKrKzTat6HHOn7OpGmle/6laXxB4++L9zaaRL4z17Ure6m8240xrkrDHAGyd+0ZYBeOSQSR9a0dUvG8A/FKwXwhp+Lays2bULeyYZZSwAX5jgsNoOOCePatbwFFdeAvCQ+yxr/wAJL4klWK1VhwIM/Jk8467z7Y9KueCvDS33i8rblXgycylTvnSPG6Vj33yYwOgUgDpXhUs0qSk5dF+f/AO/EYeFNO/Rfh/wT1HUfEfgv4t+FIf7Rdl1nR2W6MF3E0V4inhhsYBmB9QCOBzwK8n+Jg0/xfqNtLYaQbBLeLyTKxG6YdiVHAxyOpyMfSvWhpNlfb/KeK4eBijeWwYxt3Bx0PtWPf8AhyJdzFQg9TwK9mnmSS5IRseHGXO027s8Li8IMjcJgVb/AOERZk+7zXrUel2BwDPFk9PmFWz4dikj3R7WX1BzXBicxqRZFVTp6tHiv/CKSQkkLxTP7KlgP3T+FewXGgx9MdKzbrQI8E4ArjjmsnuYRxUo7nmX2SX+61Fd/wD2KntRWn9pM0+ts5abx9E5wZAPYmremeJUlY/vBz6mvKpbB3ORTrWO9sZQ0bNj+6ele0opKxxwquL1PdrO7jnXczAd6dfxRXKA5Ct7V55omsyOqqxZX9DXTNqW2MF27d6lwdz2KSjONy3FZCV9r/ge1WhoaspJGR61zY8TJ5uzd34NbX/CSxrbgbx05odNyRE4QKF/psUDnJ49DUEa2scZPBNZPiDxOhPytmsA68W69D6VySoSbPLqWTsjqpb6JcjOPSoEvI3VgcZHeuQn1NmbCk/jQl46rnJzWVXDySuedWudjDdRBz045olnhKnOBXHpqTIT81VbvWZBnaxwaxhSkjKnPl3R0puozOAcda7vRhatAvTpXgsmvSRS5LHrXXaL4zWK1G5+nvRWpSktDqdVHsIFuqk8VU86AMduBXml34+KKcP+tXvCmoal4v1GOx0yBrq5blsfdQf3mPYV5c8JUloVCXM+WK1PSbW+iBH+NdLps0JliWSREZ/uqx5P4envW94O+Alxbxw3OpXIaQckMOM+ynt7n8hXU6h8HkaeK4huTDJGTwNuGzxz/wDrrsoZLJtSrPTsfSYTLqTd8VO3kv8AM53SdJOrXTQwodqcyS8FR+PrXeaXYnQbIvBGEjOf3qr976nrmqFldWvgmwi0+9i+zqzMTdjLIzE5+Y4yP/rdavW3inRR4Yu76TVLW5solZjJFOCgxweSexznnjBr1quXQw9Jywz17noYVUMLX+DRvS+v3HIeLfHQsDl7lY23fKWYc+v0rNsPie0iqi4YDGSjZBryjxrrVx4lubmeyjkmtW3NG7RYRkx8u3v15zzVf4aWmr6HpEty1jLqN7cXSobI/wACtj5hjkgDLZ9AB1rwUsTGHPJ+8+h+iynhIwScND6IivdP1uEfaERnZf4hz+dcxq2m/wBhXsQYh7S4YIjk8ox6A+oPT6kevHBeLvE3jzw1Oi+HPCH9sWxwzz3N2LZhx8y7Nrd8YOT34rzy98X/ABJ+IOrBNZt7bRLeIKgs7WE/KoIPMjZPJUEldvQele/hcF9Yp8tW136aH59msacpuSjZeh769signGO/NeWa78eR8NPjNo+kXMaHw/JblNVf7xj8w/JIR2Cbcn/Zc8ZxWB8Svjjb6X4bfwzOjv4laJDNISFhUBwQS3csq9B6nmvDPE0998QW17V0ZruWfBluLYiMjcWVUTLLgEAj5v4VbvinQwEoSaqry/4J5FKbi17I+/tf8Tv4P01pWZp9GbBjuc7hGD0DHPTpg9Ox9/krxd8VbvxvYyaZLmwS3JlURyD5kHzMAG54O8DjoBXO+E/j54w8N/DxvD7bfKRFtdPvZELyRRFSDG2SQ4x0PGMjrjj6M+AP7F+geMNJ0/xt40S6uo7+PzrTSVmaKIREDbJIVwxLfeABwARnJPCo4BqblPW2x69fGKSUY6X3Pmj4F/G3SvBura5bQGK1hllDoY1OBGm4Ackk5yDk5PXPNfUHgX9qWC+fSbddG1YTX1+NLhu72FYLVJ5AvlbjknYzMo3AcZ6HpXt9n8CvBnhy6W28I+DtC0W5iOTdx2EfmqPVflyST3J/rVnXPAdpp9jLc3gZp0mVmuHTO4cdR6Z/kPasJ0PZYl4qFNu3W/3/ANM7Y1qdXDqhOolpbbX8z5B+I3x4spfi3q3iSy+aC1C2SefErh1RTvyCRjDs+PUY/Hw+/wDjtq3ie/v7myuorKWbCSxpbqB5Y4VDg5A5ycYOSM9K+p/jd+yBpHjvw/fa94SLWGpXLSSurSs8Esr7sl1OSMls5Xp6HpXyPa/DLV/DTalBr+ljStQsZfISOVRvI/d5IYgZwHzkcfMDzxXZGNKUp4ia97f7+3c4ZKcYRpU3pt9xzul6RFZ30lslsbqWeQEBYSEJY4wX5A6nI5PtX0T+yz8WV+HXxH0/w62oLa+HNQnK3FnIiFRO+5Y3JOTHnMWcHGOvQ48o13Q7TQNH0PXra5nV7aN1nhMjbWmDgDAHykZZSScHO7jGMVPGXgm90eeG/ggAaa1gBEoILudjtkYzgDbnkj5jW0aikrvqcrpqnqe6fFbwtb219rsdsG3TXU8Eb2h5Ch2X5ueO3zAc/pXnH7DVjdXX7Q92budpTc6XM9xNMxZ9/wBoh3AseSS3f3Ndj4C8Yvq3h26stevbfT793EkklzuEjnAYgLg9CDznvXGL4TGl+JdS1SyvpI4XuBMrglUKk9woycnBx2B9q4crw9elKrScdHs3sdONrU3CM4u77Ht37UvxF8O6p4K1zSfD+qxavcIWzHbPvG4NwozwxBA6Hpg9687+ECS6z4Ytdf8AFl/c6jbWsKSt9okOVjJdthycbjxnuQFHYVl6Touh3niU2mo3Wl3MscxkEi2y30Msp2hlZQcDsNypwcjit7VPDVlFb3D2lzD/AGTdMHuxoMwktRIAQUMbMCDwAQVBGRg4wT2VMtl7KdOnLWTv9+9jzI5jCNSMpweiM/wR8f8AwrqvxbvLvX76XTbG1hMECwWsswUHh3AVSeEBGMfxd8Vzn7QXjF/ifrQTwLq89jokNpKJJhPJaefuyCrADJBAOVYc76sXWmeXr99JDYQyaBu3NpKWcdu6gRhQyuoIRiATkDknqM5FXXbDw7/b8N/pNvqrpcwRRNFdsYpEfH8QVcsRx1GTtHI61thcsoYacPdatt626/11MK2PnV57/aPOvgN8Vte+C0d29kQ6ahGqXFvcxDaSm4gq+Dhly3qCHPXg19Z+APjfo3jLTTfXuq21sihfMW6kCct0wSAG/wCA/iBXP6v8JSguLXTLeK4jMayfatVtGSIuMbhFLjceWyVOThWO7IFeZ+JPh54h8AX8c82hDTJI5fMhngJaJip3AwzZOfmXPyMPu9OOPepqnKbdNJN7tnDSxCjqfY9v4Ttb6NwqJhwGwVAwMe3Wsv8A4Ra70edjbpKqhsPEeVx6j+dcF8Of2srJXWz8Y6BKirhDqOkoXwcDJkjY8dQflY/SvpvQD4e8Yaf9v8Pa1aaokkY3JBMGdRzjcmcqevBAP5VliMujV0ex7NLMnKDhNXT7nhl9PIJ3QrsYHvXP6vqf2WMlmxXsHxE8OaVZWZnu7yPT5IR5k08rALGhbGXOeOen/wBY1R8K+MfhRq19DoGj31trGrOjN+602a4Zto+YtI0exR053AZI9Rn5aWQRjJ2lZI8l4Zyl7ux4b/wkq/8APQUV9Hf2Lo3/AEL9j/34h/8AiaK5v7Lpf8/PwZ0/2XU7/l/mfEk0ojII6Zoa7Vx70yVVETE8isqWd0JCCvWjWg5HjOtGWxtLehEDZww75qyfErvEEbkjvXKyTzlfmHFLazM8mCuBXTzwkOGJcdi3e6pLJJlCVOetR/2/eMuwsdo70+WNDgYPNQPbKrZHOe1EqiWiCWJkyM3Mty43sSKtRjI5NQpEd2AuBV9LV5ErkdRp3Zy+1d9Stv2uM81Y89NuNwzVWfTpVBI4qstu5YE5B6UpVFJXTNXLmVy1cv5XzBgc9qiTFzHzw1Qy2UrZySaktyIhtOdw9aqDixpRkilf6aVBfsOfrWVJdeWOGxj0ro7hpLxo7aCJ5ppGCJHEpZnY8AADkk+gr2z4Z/sQeI/FMtrqHi1/+Ef0pjvayU7ryRfRv4Y8+5LD+6K6UoSLp0HWfLBXPnbSNK1rxVdm10iwudSlAy3kISEHqx6KPc4FffX7P3w00H4c+GY3vr60FwAvnSs4G+bOGJJ64J2qO2D710lv8L7LRvDH9iaLZRWGkKGiNtAgUuOhYtjcSecknPvXifi39mK2dbiysb68tmO54Yryc30IJPI2TbmUHniN071z08TRpTs4v1tofWUMklShzwqJy/rY+hfFPxb+HXgpohq3i7SreaUbhCLxJJcdjsVi2PfFYh/aa+FUn7qz1u51aXaG22WlXci89i/lbQfqRXg3wV/Zf8P6jqt9F4vgsU1C2YmLS7TKC5jAH77JUHbk42KTt4yTkZ9J8ZfDnTPDOjyjTlj0uygUhIYolAAHvjgHFenWrKnDngkx0MNGdX2daTRu6n8Zfh14hJhk1CawEnH+nWciL+LAED8TivC/Enwtz8RdKvfDHiWGLwrqV6ra1BYzJLBdxkYJ7hWbCqzDBIBycqK249Fj1OCyvDabdMnVTsuCDIik4DZXg5xn6H8K15vh9pOmr9o0qIC72nbJCoDEEYI6cg+lY0qk6sffhZvsejVwtGnrSm2vP/NHsB+Fdm0whSNFikQAkLjCj0xXVWHha00eER2NtGrYClwg3YA7181aD8Rvip8G/D6oNFk8f6Vahin2y88q8SLqsfmbHDqvQZG7nkmsEf8ABUS2S7n0qP4XaxLq8abmt21CMFfr+6z146Z9q2hgcPBudtTy6+LxTtCTukfYA8IG8j3Mqq3riuT8Y/Bex8RWbxXUMcmcHO3BBByCD9a8g8S/te+OX+DUfjLS/Dmj6VNLEsyWmoXkly6kkDYdixBevXJrwRf+CnHjfQdZe01fwzomsAIDILC4mj2MegDsG/EYP1FdEKFCOtjgeJrS0UjnPj1+zPqnwx1C+1K5vJtf0TULo4mnID2oYkpG3+zk4VhgdjyeeE8CiDxEE8IaZYajc6gsgHkRB5muZT94rGBuYDAABwowTkDr6h4m/bSvPi5otzo+peEEh/tB/ssDWs5JVnACAhhy28jGMDgfWvvj4B/Abwx8BvBlpYWkUD6s8SjUdWlA825l43fMeiA8KvQADvklVaXtX7j0JU3Fe8rHzD4a/Yf1PXJNHm1K5m0SwjhE0+n3DRy3aTEYwGQsipjkckjJBBxmvrGy8Oa/ovgy00TT9duc2kIt47qZImm2KMAE7McAAZxn3zXoflQumYyrDoSDVCZTbFijrjOcEVyfUqt9Jteh1rGU0vgXz1PmHVviR8S/gNqd/qOo6NZ+NdBlC/vY53t7qIgnlshwRzy3t2Fdp4o+N9n4k8FpA1pe6RqWpQxm2mgj+0wbmIITcozk5xjb1Iwa9E8S2cWo2stvc2SXdtIMOpI/QV4fqvwwtdR8JeLfCMlsJrZrOSfT1Jx5TbThR9CFx7Eis+XE0FaT5oic6NWXMlZnMaL+1f4G0OOXTdSvrm4vrcyEotu0quqsFOG6bgXHy9zwMkEVyH7TXxq+GfjfR/D2oaPrtofEFvdLa3FkECXccTo2dyMMgKQp3DK56Gvi3xFrWopczWOnwnTXaWOSd7XKtuAwAOOoHfPT8a2fD/g2xs0XU9QfezEuvmtl5DkDHI6ZJyfXiuqM1KLU4qzM5R5ZXg3oet3P2bxpZaXbahp72Gn2swuJ7WJspPEEOI92SdxKLuJ6byQTWt4o8R6l401JidRWBmKq00MSpHZwnqoB5BwuAO34V5dceMZYoUgWCK2t15wVwXwRn6df0/CuxsoH1aURgRSyFGeV2bBjHzBTgjnjbwfQ1506UKb/AK0OlTqVPQoyR3+majZXXmF7R2McsKgOZEBwDu5yTg9fSmeCrDU7rS5oI5CskbqpLyFVWIFVb73I78+/tXRTf8TXSAkCzahfSJIUaCNlgD5I2BiMA5GDnbjjHrWlp+lLZ+Gb++WKK3knspBFFF8yo+W3PycHbk8Y5IzjgVvDFKku7FGnGpr0MnS3+yX8+nwRwS6jDF5cdwECwxiToGYEEAg7cgg8UsPgWMX01npVzH5f+ogsbcbizkgn5t5LkkHpxhutZOs6zbz21lctaW9xIsSb55UJJfvzn5cHccV1nw11S31DS/EOvadcyDVtPEkkbK4jSIlMggYAAzuzknI7E16HPFLnqaM5p0ZttU9TYi8N3/hWaaOPX47OK62ssLx7vJTdkxMvOQB0zjJHpWZq+r6/oWo6V/ZrNrLk+X5YcKI92R8wOAByeD2J5HSotM/ao1exkt9Il8PWN+NRVncnKNu6l2bpjIPTvmsm9+N3h3W4b8X8DWNw48yKVAkgSbdnllVTt4I2810UVzrf8UebU546SpntVj4q1j4g6LMNZ0qSC3tgwlvreNd4uRgKAjYKk5wCCRkEjHUcB4jtdJ8JaZMNY0IGcNi31CC8+YytIW3CAkFzkAnBIGACetYNh8YNe0uG1s4/EVvdQupuHt5IguAzYIIZSPfJGOa9Ij+K+j+J9Cvbe50jRry3EJjSJsBwB91VII3ckkEEEHpg4rSth/ZyvFXR57bi72sjxy8sNDntre8guzPIUIvLP7OyGIg4BJ+6w59ev6yzeF30mO3vYJzbwsCqvaXCEjjAZ9nKAg9+vNdTe+EvD9/qKz+Hg2gu06XTw3fLQjPOzenmDB+bAYj1PcVNM0+JLn+zXk0swXDlGubWWMOyAjdsEoDA57ZG7BxXTCXKrr8SlNPVHGJKbe6me/hurqKUFt73DLycZY8/rz9DXXfDX4wyfCDVbprXTLW9t7sIbhbuApcMo6BJELAr1PQdeQcCuw8Radplhax6Xb6tfXFrLERG6sTF8rch1BDLjA4IYZ7HPHB638NL6xiCXVm8MV4nmpeS28mNgJyc9c4xkbR1HAroUqOJjy1EbUq7g7xZ6B/w18v/AEANK/Jv/iKK8e/4VHb/APQw2/8A4Gj/AOIorn+pYf8A59/id/1uX8/4MYL5nj4PWljIkxzUsemYjyKtQafjkrXwtXlg7xPAaS2IzaCZFBwB/Or1rpcOBuUA+1KqKilG9KoXMxtpgwc4Hoazo4i1+YuE4xupamjc6IXXdGc49RU+neFZr3G5SueM9ap2/iNliYEK3seK2ND8dw2NwsdxEyg9GHNdNGpSqStPQpexe7sV9V8Oy6Mu51+T+8KzLPUIvOC13Gva7BrFmyoA6sK4qLRFhdpEb32t1rzsVT5JNwldHHUg09HdF2doWUkVUNvC3IH/ANanW1v9smChsMP4TWmdAdcntXiVKtSl1Mpc1PRsyxaq4wCMVm3OksZdsas7scBVGST7V1tr4fmduRxXS+GfCt5Jr2nGwjEt8s8bQq4yN4YEZ9s1dDFzUlG97ihUlex9Gfs5fszW/wAN7OHXdahW68UzpkbgGWyUj7ierc4ZvqBxkt7+llKqkZOPpXlGp+KLjwN4Win8Q6l9nCsDJcJJMqgqpPUMWC8dM8nrya8n+MP7dkHwy1u2h0W0g8bL0mi02/jjAIA4yI5CeucjH1r9HgqMI2asfY06c4xUYH1JdW5HBXJx2FcvqenKZDIQ4Y8YJ4z+NeFfCn9vW3+K8+o23/CB61ot9YCNpIlaO6V1YsDjcYjkbf1qDxp/wUH8E+Bdf/snXfD2vW02xZTi0QsASRnG8jse9KVPDzly31N41a0D0Hxb4cTVlhmhmey1G1cS29zEdrxsO6nHfkEdCCQcivMfi38S7LTvhbrq+JphB4jt1RLSBcqNQkZ1WMx/iRuXqACfu81leL/+Cg/woube1/se21LWJnYCVPsUsBthxksWXDd+Fz0rz34jftcfDfxjJFpunqt3dARvAktpMjC4zxkyIihBnG7r321soQgmr6FutOVnbU6TV/jVqfwY+HsljaeHtP1+3sLN7hL3Urx13qkQITZHHzjacEnncM45J8X/AOGz/ib8T1aDwr4B0WzQAF2txLKV9y+5dp/EV03xh1uNPBlto7abPBZXdgqXOpeWJPKTcPMAUkfMV6c+1U/DX7afgD4V6dpeheEvhtf3mj2RzNJcmOCSc4++WG/LE8kkD2xXJh6k5xfMylK1mz1D4UaT8V/F8N3d+MtVh0i3YbRZ2Fj85B5x5s248e3cdutdXoP7Otvb+ML/AMTbWnuDCbd/tdtG8k/3WGCV9e45469a8907/gpr4dtZZFbwReqzFiovL6KOJMn5clIC2AMZ5qz47/ao+L9zoFzdafp+j+FdOjsVvpL60tWuXaFiQrJIxKhmOAFCk9TkDptNLpJmirK3LyKz76kt54PTxjFH4Tmtrg2AuPMuLmz/AHvlIGZtpTHBDfIQAeh6Y4oJ+w18M7+zuJV1DXluSWH2xLqM4k94zEAMZ5BI781w3w7/AGvvHHhDw5Ppth4Y0zUL+eYynX73e7kscszQjaXbPOdwH1HFavhX40+JtV8RX174i1Y6g90QWlmgitljUDAAVQAB+tb4enNaTOKs6au6asfMmreBNX0TWtR0m0mE+oaWk8oktW6zwSqnyHOc8qR0+9617x4X+K/xe0Kz0jTrzx9q8aIrl/PmVy2EyiM754zwST/Lnjp/FEMnxY13WbOSO7tJrobzGQY8qU3KGPJHyqc+5x6VY1e81CyudIkaRIbWLLurIXdg2cgEnG7A55wAFz3FcVRz5mk9EEbSXMz2hv2wPiX4RupIH1hdStomXfFfWMf3mjUhMoEIP3m6+or0j43/ALRvxO8PeC0vfDcOk3dvcQljqsFpLvhyDghHdk44OTkcdK+RbvxDKbd7G3iMaTh7ia8uXG1MseSSMZ+Y8gg/KeQK+yfhk8fiX9mzTo5IRPdRWj2U4QZUlCUyfqAG+jVzTxMsPDmm2VywqTSijwLwz/wUS8caFoMMGu6BYeIGMe9bozfZ5HXrltoK/ko4/OvbfhV+0oPiT4eu/Fep6Qvh+zt7KZ/LW4MzMVzwcovG1c/jX56+MIZWvL238h1aAyWh3KQEfhSB68kn8OuBXu3gG+Nn+zz4iiiuC0z6KyFF4zmHBI/rWOPxlSnRgov4mkaUMPCcpStseN+GNSe/vDd3kUtw15cANIPmKEhsEjuAAf06Zr0K9tvPNqJVbyLVYlO0BQcD1GefpXI/C60RrrbIBtVNzRnkKq/OxBweuAM9ea6bUNTZoxJskeZy05boMkYGOx69a0rNqdo9DaCurkGqWjt4G1HU1iFtJDLb26MzKqEsGZuW6EAKCR9K7f4e2k19ZXnnMqPel/KXaSoG0AcAdDtPX+orkYr+/sdB0zT1tor0axdMGidt2EVCZPkJ2lSBz34z6Gus8QGTQ7E29jNOl7py+ZLMqKPODE9AMkHJyc9ycZzXNKd2ot3u9P69To5FuuhrpeR2mm+dMiRK0m2ERucrGOVfk9eRzx+lJqXim3vrPTbazRZ4zuRrt/m3rt+Zxn3I4Hc9K4iCC7t/D017MskcsgFuYbk5yXQcnnOQuT69Kz18Q2mqS2kKxpDZadayTbhKMDByAFJweinHtVqFnd62Lila66m74qubd7a8g+0XLXGVSLeCMDgccdCSvP1rK8GPrNibnTdGMUkWqW7w3onGEMbKwyPXGSR9K0NE02O+sjqA1Bbr7YjzKTEVZU3Y24PQjj9CKj8A6wthrErrLsWPKpj064J/Gpr124y5TqhQvbzF8Qva6ZrE+G8xdK0lbaNOoEsnHB/76NebT6TnTvNeUzL81y8bNgYzgH2/+vXQ+Irpr7bH56WxvJmupjI/RAfLQep6McfSoLoC900wW8AkG4NJKG3NsVRtUjoO56+npXTQcoQV2cGIinKxh293eeJvFT3MNrBZRRWaxeQrZCgDAPqx4Bz6mrWtzX8GsWllayyJcrtU7GYAEnk8e5/Stfw7LpWiW93eXEztPOFMBEbZ8tf4to5OTn8verGnmKPUDfL/AKRcRkSRJJ1znI3Ht2OPeuxYm0rnFKlda9TpfE/xL8RW6TWdxrFxcQReRG32qQvudR1AzyeG/OpNP+Itzq2hW4vXa6s7WQpFEEQukuASVONzewJ4rzvV9ThvWuWMEjXTSFwCuRnJBx9AB+ddRC9l4D8Iael8Ilvrm6IjSUZZeAGYDvyw59jXRRxEo2vIylQhJuyOhT4lyW1hJZ2uk/6LeYd5LmICTcASMZJAyCRn2/Gp9V+Ml7Y6KbaGS+vNMt1SGS1eUFct6cnAB9uOma8Z1D4nWiXc7Q6c9zOcorTnbtH6+nTipbb4h3l5pR8+KAK52vFFF5SnB4PGc4z6d69ZyaXM0cLoQbtHc9S/4S/Uv+gKn/f0f4UV5L/bF/8A89bn/vk0VP1qob/Vl3PoeGWB4RhQD7VFNewxIR0xUNloN4qcZJPbFU7vQ7zeVKEZ7Gvg604TVkeFWp8/wGLqfiA282VJIzin200+rt5UC73I6+9a8vw6u7i184xsQeRgdK7DwD4NFltWZQiqdxY9TXPQgl70kKnh2neR54PDmp2SsLtdvPBXtXS6D4TkvQjO25xXo/ii2tHsWMcYVsY56mvJpPFt3pF3LCqnCnjArqlBYn3aeh2qhCtsd2mi29jEVkYKwHJHrXNaxY3E8rCGQKnZl5xWOvie41eRmaTYh6g9aZJ4xOku8abZSeoJzXDSwNelVbbuio4Nwd4vQqSyXuiXYJYyt6iugtPGrHy1kYEY5BrN8O6XrPxJ1u307TLN5ru4baoxgKO7MeyjqTX1h4H/AGYPDHg7SlvNVMOuayF3PPMu6GJvRI+hx6tkn26V2V8C8RHVHV9Q9u0paHlOgTG806O6NvIsLDiUodp+hro/BlxqVx4mgTQ1ke+52GLHHGCT2Awec8c16rqXgC5ntkLQOQ2RtdifLGD/APWrpPhR4R8OaDot5/ZGoW8upSMTeSIQZEI/gYdUUH1A9a4sJk16ykpNW1OvE5JhcNCNSFZt32t/wSjrfi3xnoeiurNYm6K4Dxwl8HH+0cfpj0xXxP8AGLxLqd/4lF94z8K2+uWoYK93p6fY71EHAKsv7tiByNyZPTcB0+9NS0L7dDJNLqkDpuEYfzAFPoD6HrXkHjv4RtrrXEAu7SaU9EDqTxnPGSfXj2r6pwr82uqPQhVoRhypW8zgfgD4c8K6Y8+teFtfvNc07U4eY74gyQMpOVZQAVbLYIPseQRXEfED4e+NviF8SC/hPSdPurBsJPd6hEWVCOwweevTjkHnnj3T4GfsgQeE9QvPElxczLeahB5Bton2xiEsGwwH3mJVT7Djua+i9D8DW+i2qwWkCwIo6KuBmoqRxKqOVFWRjD6vfmqu/kfEum/sb+I32z3er2WnyHlksNOVV/8AHyxNYHiP9iG5TVrHVbXWYr28tJvO+z3FqkRkG0gqGTA7g8g9O1foBqOnypEwVGYjFcXrWl3EsRJhJI5+7WP+1wfM5X+R6MamEnHl9ml83f8AM+OfFl3cWnguDT/FHl2lxZxYaGVlV32n7oOfmOBjgmvI7nxCLl4X0jw8sVtI5DTalL5ccaDuW24HHpmvt74jeA7XxbpATUbNBLbnfFcsmXQ+x/LIrh/Cnw8udcS50uOzhuI4DiRGAVgD0YYHINaUatahHlir3ZyvCYad5SlsfEHimK58QymE6zpVwseWMdlp7hF6fxOyk/hkdfavu743eGJLL9lnTtJ02Fp7+XTrG2hCgAby0I3A88gbsfWvJfix+yEz69ZNpltdWzXjGMx2hG588EnPGB1OeCO4r6l1H4fav4t0ay0y6kj0vS7SJEjihPmTMVUAMzYwG46AHp9416FaopR91e8eeqL50k9Eflj8U7q+0jRLeK31O+0i/SVIyLacosgYPv8ArjauCMDknuK80sbCS9uYmuL+9uSfmkkmnMgYepz/AFHav058WfsOeAtXskhu7K4mliXYlx/aEwdfzYr+GMfnXzf8R/2HvE3h65ln8N30OtaWuGFnMwiuRtzgDja2P+A/Sop4iP8ADcn8zeeFmlzqz9Dz74TWn2G2a5uZNtvCTJGHG4Ej5uf72T+HNdBYXl/qYtxO6xSSGUmVk2xhiGK7snhSSoJHIGa523gvNPZtNlt5bNrY7J0lQoytkbty8EdQK7fw8Z4oYoI7UX/2mRFkt1VXIHZlQjnBIHQ4G71wU0lebM53jDljubFt4KstY0Ge31P7RC0iNI8fU4wSrhkJV1baWwvckBq94/Zs1y506w1fwpqWI5pJHls4SeWUBVJH97+FsgdDXho8QJY2dpNpF3BIk0x8qw1SQp5in70avlvmyVK4zk9c8Y1vEWsTaF4q8OeILR7mea0Q3EEESfO24BZUZjwig7wSfwx1HzeKp1a16bektvJnz9DFVaWLvP4dfl/X9M5f9o7wufCPjHXZ7GHzUu9rklf3VuSfnYkn77ngDk4LHsKxPBd/dTeAtasIoPLijt8vE2CAjDGSeMckj8q9X+M3h638U+ErTUDO95ctMtx5EZwwjYDdGcHaGIBbJPGT1xzx3hm60dYtUktnmW0MLym2kO8rEFCtEhwMgoApyAQQvH8RuEY4vDxhLRxaXzR61TGvBS9pNX5tfvei9Tz3QIZ4NMs5bSKXzDG6SSRKGSMHBJPc5CEcds9c1b1dHtAY1E89wdsSRQ7RhsHOQvAGR04HHtmtm00270+G/tbaa3ibT5/muE29NrkEL3yFj4Pcn1rAms3SS6Wa3edxb+Z58Mgzkgtgn+FunUcGvSaknzM9ClVpzTUHqbXhqG51HVtBkvrrdZ6ZaG4+QELK8jfKgOM8IFPHr/tc7Pii/a8UW2/yJLiR5t8Eh3snvyML0HfOTWWt6msaXLPBMbeO4VD+6I/dwKAgVfTgde/P0q1boLmW3ncKHtwzrG2CpXLHH4AAEE9qwdF6SfT/AIc74Wd0O8d3MkHhfTovJMLDCSSxvnCLEiOT3J2gDn1HPWuG0G5i1CKVTaBItjIwJBd2bGdxxjGAMdgDj1rS8bG+1lbO1mlZlnG+UoD8qA5IHt90fXnvTtAsbrULUveiGymceYSoLuQRhQcHHRSSeuetOkl7PVlt/vLJaIuXPiK4tdKuYdMg/wBIhi6xLuHIOcA8E/KB+P0rn/CN9PJhpjIv2pWeORv4/U+vU9fatWXSra8lh0m2ec20z5eKRgAilSM7sd33N04FUNMth/wmNnbJLHPFaqit5DhlK78kLjg9Dx7GtPZrkcUjf2ji1JmxbeFINSE19MFjt5GMFm0kmHdAoA49+v1pltppm8J60zK0O0PArOUALDII7nIxjPGa6HxpqI8I6B9kimVJUjMkiLDtkQlVclW2nkFiCPUfjXlPh/4jzXek6hbW9koSZSsr4Yhy+SvAPHDNk9vStYUa8oJu1tDjqTpqX3nRpexa0BYQwTw24wr5VvNmGD8uDgKAB0B9MVoWvhqG2titqZLa9d1Z3zkshYkKR1685+vNVoNZTRLuC6u1S3lNnzb2m0lCG2ooJfhmB5bnvxV221aDUUvG+wnzLvbDMtwQY0TBHy8ZkPPt39qzlGXM4xOZJX1MOyjuYYdQKW3l3LTBY4FB3lVYqBz0yQTn/a5rr/HOmQm1sIGkgN5HbiOWXHmANjLBCR0LMw5HaudtbfUvEeqXtvZz/YMnZapEchTnb5hHYjIwO2O9cz8TNa1rwj4wGjf2qL77MIpzMIQHMbKG+cf3uenHam6cpTST1C3JHmezKUPhFNO8VWs2/wAqKORTLHncrKeDkY9Ofxrd8WT6O2lSppLiWXe4csuMYAGBxjb1IxUd7qEOuWtpfxtJGbzhAoKswydxOfTAHHfNVrpIbP7OjxOxmO5VCjG3vgd+Rjn0r2qFSX1dpmDpJ1FY5v8AtGf+6PyorW8+y/54H8hRWftfI6PYn28ttp9jEBIwc9PQ1k6glpIS6RgdwSa89fVry5cb2kkbPc10mm2UsulNLO3lDoFJzmvieajVlZaHyHt1JtRRsr4rgtrZomXkcYFY0PjNHmMEBGSeBnmuL164uIQyxEseRzXU/Cb4C+M/Gt/DqMFm0Gmk5N5dqY4yP9nu3/AQacKOIhLlWxOHdecuRq9zH1DxXc22rbbpj5TfKFPb3rptL03SdYhEkgQn1OM16vqP7Jlhrko+3a1c+ZCcMLSNVwfTLbv5Cqt5+zbpPhmJRF4kvE2/MEukRlb8V211QozaavY+hhluIppqK381c8i1fwTp6oz27KpB5xTfA/7PniDx7d+bpunsLAvg31x8kIx1wT97/gOa9z8AfB7RZ9Wt7nVbi2vvNy1tZeb8koBxuZf4sEHg8cc5r6B0y90xtQj0mDU7D7aqfJZRzoJAo6AIDnH4V6GEwWIj71WenRGNKjUi71Ha3Q8t+HPwen+ElhdNYS293qN0AHuZIclFH8KjPTPJ9cD0qO/+IfjTwvd7xY6Zq1qGBkR4PKkx7MpwPqVNe23mlS4YsnI7YrjPEGi/aS0SpGu4ZcsOFHqa7KtOrD3lKx9Dh69GS5JQTuULT9onwddgWmqW2o6TdiIsUktGlQkdQHj3Dv8AxYryv4rfEnwhruh+d4emujdyKzrJZx7WXChgSeoByBn1yOK76b4awTWpKZYsMeZ3I+vp7V57qfwZeBx59rZ3M+NysI8Df/hmuSpmEYL36d/M76OXU5Sco1beX/BPFNM/a98X654/8O+E/wCz5tO0Npvs014t/O91JiM4LSbgBlwO3AOM1zfx6+I/jmy+MGn+HdB8b+KdNW7gje0tUvRiSQswK7pGG5jgYUtz2yTX0r8Pv2W5oNW/tLUnhgsSA0dkU3SBwQRIr5/d4x05z6Dg16jq3wT0PV5jcT2kM9xt2+fIgZwPQHt+Fdf1xxSqcjflseTPBwlVcedJd9z86G/b/wDjR8Pdeeyv7rTZpoJWhktb3RLeFgc4Kt5So4PGeGr6M8P/ALfXjO/sNP1W28K6bq9u6b7hI7qeMmT+NQGdtuD04PGMdRXr3iX9mDw7rNm0M1jAykcbkB/nXzJ8Rf2frr4Vtd3Gi/8AHhK4Z7TcQAw4DLjoeg9+PY1ySxtSeycWbSwVJL3JKX4H0n8Kv2vdb+JCteXXw71LTbMhthXUYJVmKkq4jDLGflYDIJBwwPIIzyfxQ/4KO+Cfh14rm0DUfDmsw6hEA0kd3Cke1SMg5Vnzn6V49+zdq89l4n1CBppYoJFWUxEErHIfldueASBHn1CD0r56/bA0Sx8R/F+/vLS5Jv1CpLHtLZG0EEk8DqeBn6V34fFe1k1J/LQ8iVG1TltofXcv/BS74barpMZXRr6TU3lMbafGNw28YPmEAZPPBA6V5341/at1DU/EGn2Xwvt77SPFmovFHaLOisrs7qDAyldpXP8AFnHT0r4++F/gt7HxGtzfGGVywVIX3Ek5yG9Mcf419WfF7WLfwa/gr4j6dpttdvoytcC2kBjjkLxkAnyypO0ndgHtjpmt5VP3iinoDXJZW3P0P8G6Lq2k+E9KuPGmswaprkcCLdagsKwxtIcbtiAcDPA74HNdjFZWb2yXAu4jE/3ZAw2kn09a/IC3/wCCjnxc1bWP7L/tWOxt3nZVjjtomkjck4XdIjNweBk5Hqap/F/4t/FhtFj1DXfFOsz27OjLE+sMFV8jBVFbBIJzwM8GrlOMZJOLbZPLJrc+t/j58bPEPhP4s6zpFvFK+n6c6RvApwzqUWQsCePQ59M56Vp+Bfjz4X8U+ML6O71y0ihcIlrFdHygxUYbDNgFjjOM55ryjWlt7T4HXOuR3ralL/wiTTw3t2xeWWV4MrI27JyWcHmviuL4j/EKztFd/sr2QwDKbIPH6AE4wPpxXm4WnTxEpymlo2vuOqrUnGMVC9ran6R/tQ/BTTdY8Np400ERXW6Ib5LdgVnTPA3DgjOMHnnivldLu/tfLn0+UOYiY7eJYzh33cEtjpg446kkDOCBxXgb40/ECfRLzTrXV2gsbiaNXsLaPFu77g27yskZGM8AZxz0NdS+myaJrkdvdQ2dldfZkVJpbzy4gpO4AoCCMlB0yeR0GSO+rTbtyrRHKprkftGdNe67p+vafaz6k0UWGURh4FuE8xSm0q+0uOvB2k9zjbWx4/tVv/h94dePWH0y53zRSmJMSbTIGUNt24HJ7ZIBHrXH6pqAt7G5ljvFhmebzN2mAXMZwPmYbTx2PJ5JHA6V0t3cL/wrDQJknZtRvdQuJA6xOJZFRYgBuYfKMbsgnI3jFZSUUndbHhSh7yqQfXVb/dp/mWNJ1eW68LWvhqHUQTbHzYppEwH6lVyQDk89e3fGazPBNhanXbmzu44tMvUdbiSIZKlNv38YwM7TwDgjp6VgaQY9Su7lZryRbxbVvKjIOB8x53568HqMcg5q/wDCVPEem/EDRrTU9YtDZ3WoRBMSCZmiZ9rFVIO9gp7fNknJIGK82lSjOUuVWi1021627lYtyqYb2U5Xm3fXR27J7NfqS3d/ZeHzqlncW1yA9x5bR7QyTu8eIoQCQSApEhx6gZ45xb21sNMtZl1JBfXN8r7/AC2YcELtYnGQMktj0HFb3j68tdE8W60IU+1TJcy2log+fYmck7ezHK5B5x7ZWuHt47268QkajA0UCKq58zDu5ORu9CDzj29K9Dk5lHn6HblseRu2/wCf9f1sd1otlFBpcdpAYrdThMx42quAF9+WOf8AgQ9qtG4sbNtQtnmNsTEB9pc53bVIIGORzt/XnPTDGopFZz6q8ssjQk+QmAoZslVGB2Jzz7jjiuMuN2pamFwXeRzjknO4jpn6dv8A9eKp+0TufSSqeyS5Tobu6fVdXtraBkRMhAWOEYDHBOeemffAzWxqEU9n9qcKVIYpGY23bDg4JI6HAY+vT2rnmg3ywFSI0SThWPBx3zn2/U0MtxIl/I8u1UjZF+yYVUwMkZPXJGD7GolFJjjJsl0tfJ1qKO4vBZ2qHc9xIpYl2DYU4Hqep6DmofB3h82/jG91S6uEtbO3gDWyk5LuGwBjPJyW/AGodRKW0M8e+SVZIg6ZbGZAwUFuwAOOK1ItIijt2EjKot4IsqUGT5jAr3Gcbifx/GsfaN6L+kaXS1fQ4b4oXz6/4rSyur24vV2yN5Vq+4KTyMnOMtgbic4HAHFWtN1G1e8WytbCy0+GKJI/JVNsakNkPlgST3J5yCeeeOw1TwbbWtpqBjtvsV4kYjSNSSzE5IwF5Gfl4yOvU15/c2l/D9qF9FcWl3hwxcELLIR5alQcldoOc8Dk/j2e3542SMJwcHd9SBTZX1xc6ml1d3rz6j5UKl8YxgByuc4IzjHpjPFa+m+P73STc2VrCl3bW8gWJpEOON2QM9BlieB3rU06wi8J6TPPqT/ZLWcqYDMBJMzDqwwTgkhuucfnSjQpJNbvbJbfyTAiMLjeTErbRkMwGM7QOmc89eyvfSOpEabsn1LXgLxrfXHie3trvDx+esm2KIqQPvEZHQHGPx61z+r6Bqv2nXNX1GFfOO2JpZ/720FUUHlsLjkHtXWSeD20HxJazy3MN5p93IiTtbytI48z723AA43MMkDnpWn8W/EXh290ayg0GBAtnOUcW/8AqmLEkZyS2QepPU1KjyNW3ZVRXpNPpqcBcQj+xtIhtmQ2tnEscsgGdzswZlHqRnrXU6tbx6v9mu7mBNiqESYhgx7AEew+lZa339nR2Nm0EEpUb5VjTl367ie2CTXS6zfw/wBlT3DBY1gRiucnkjC/4159bEVadox1TZyxm7s5nztK9D/3z/8AWorn/t0n/PV/++F/xorblrmvtJdz6PtJVtk+eNA2eOcmpopb3WT9khcZc7QiZyfYVJ4eu9N1vSQJSI5ccjbg5+taPgrWrT4aeNbPxBJbjVY7Pc8Vq8u1DJghWJwehOenUCvisMsKqq9/Tuz4/lpuVon0d8G/2W7fQrO21nxbaxXmogCSKwmw8UHcbx/G3seB79a+gBYnylCgBQOFFeHeFf21fCGpwLBr9lfaTeKBuaKI3ELf7pX5vwK/ia3L79sb4ZWhVU1ZneR1iRJLS6UlycAECFsckDNfo9ClhoxUactPxPZo1FSjyQR32pWEgDFUHua4XxP8G/8AhPIvLvtRmtLc/eW2OHP0J4H5Gu4l8X6fLZWV7qd5aaRFcg+THdTiJXYDLbS4UuPcDpzW5psltfwLLayRXELDcJIXV1PvkcVs8Or6I9GGKnBXueM6b+y94L8ORhrXSRczIhUSXsr3Dc53Y3khc5OQAByeOa4Px7+z7o4WCXStG02zmtpRNFttkCKyg4O3G3jtxxivo+XxHpF3qQ0yC/hubxgcw2reYyY679udnb72K5/xZbmOMqkRYM2GBbHPPWspUJbxbOqljGnaST9UfJvgG0+KmifF+HSrfx/q76LcI91cafOEuEgA252hwQEOQoAAwWHXmvqddIuLgM06u+5tzA87z159q+M/jF8ade+AvxIfxNpenwak0sYtp7aSTDGHKsVU/MFYlR/CT06ZOez8J/8ABT34c6lbyDXNF1jw9MBhfPtvOgHHOZItzdc4/d9x05NdcaanDlmzCtJwqc9OO59WQxEIN3zbfmyPpU9joaaiwuCADyFz2968+0H9onwf4i0H7cVu9KtHi80T3cY8rZjduyCTjHtn2r56+OHxhe61CC68CeOTYagi5LWgL+YoIIDcdAxPDcfMfesI0qN76M5/rE5Kydj7Yl0CaWJUiYKvTJPb/GrUfh5LeJVUlmx3NfmnqP7Tfx38O61BqF14703zdi7bC6too7eUdAQiAZye4xzWt8Lf29vi3qPjDTtL1RtA1KC5la3M0sDLyFY7h5bjjgDJFazjShrNGanNr3ZH6LS6IHU7gOeOPSuN8bfD+21iweN1B75YZB9jXzF8TP2lfir4J1OHVbC40vURODGdIhs5JIRxnf8Ae354xwwHPSvALH/gpD8VJL/ULeTQ7HUIFuzKwhil320Z+UxdT8vGctlge5HFRGWHnpYmMqjXNFn0X4u+FM/w61Z9e0q332kg2XcQXPyE53Adcjr+FeB6ra+EfEHizUJby8W81GacobextpLmUbRtG4RqdvA747Vt3P7Z3jHxrBJ9o0PTNMjOY/ILSdmBO4NySQCvG37x7815R8PNfvLj4gafdabdxQahPNParNN86RPIHQOR7MQcD0FcXtMI8RzQ32enmbSjX9nzS0N2f4VxeI9Rb/hGLC8+Vikl1JE0Koykg4Q85yPauh8S/BvxPrHhOHQ9T1WSfTFXBtWSMcD327vyNdNY/tW3nwR1efwjr3w7s9cWyjRjdaHePFujbOGCSRtzwf4uoPNelw/tHfD/AMc/D+LxJN4f1/RNIlMiyTXNvE6RshIbJSQnAweSB07VVWlKp8E7WNIV4wSco3v1Z8j6D+yXPqPjFFtrstcyO00ks53OpHIIY87s46+/PFepeL/2Udb8Q3vmXlzHeXyriO3DcRqBnao6f/q59a5P4pfEz4d65Mp8O+NJLW9JCRvYyzJMGyPlHl8+nfHfPFeSeJbXxLZaxpGonxNr/wBo1W8t7OOW61GUytEzHeRliwQgdCfw4rSKcUo1Zajm9eanoj688ffDy+034KRaeJI8JpVvaNGTtwyiNcE9uh59q8m8H/B/xTYrHd2FnFeae4BlhkIcbO429frXr3xcuGuv2Y7uGC8nXydHEaytnduWMDdu65yOv1r4S8LfELx34DLS6D4w1fSYLkONguPMjZRx9xsgHPHSvPyunCpCo/7zCpUqRsj3b4r/AA403wRd2F3p0KW1nqAJa1g/1cc3HAwD8pGRjoOfYDn2sXeOxJLT3E5KndIqmVTgKOgxtAPp3GPTzWLWtX1jVLrUdW1G81m/mcBby9uHkc7j8xHOOw46cY7CvR9GKyxaY00SwoUwQXC5PBBJJx2Xj39q9TES5VdEU48ysy5qGlzaFPBBZ2cQeVA0wy3mqDwCuMqM/N+A4HGK62PxD4gvNB0iPUNQuI7OBibKGcESW+6Vo1JyvGVVcBh0yB6HP0PVJYLy7a/RVSUeSV3Bl2cKPqcDJ6Z57dNh9Ku9Z8NSS2TWkkOhWUF3fBHZ7lkkjjlV3+bBUOzOG2/wPyM1wzqStGErfcJYWjadRX5u9zlbTSNTv7G7uILM3cDzYEzQMGXOcK2N2z+MYwc4I45roPhpp2meEfHOj6hqNxcaRY2k6PIRGtxC2GUqrJkORnngFuoHUY8k1y+u0W2urbUWu7gxeY8Q2HyNzMUjwQctjJORnp2xXd/D3w5JrHjHS01SWVboXcbR/M065R1+XIA4zu+bG3JHYZqlJRi2tGcEsJOpWjafu+f9I2fEWryX+tare2bi8s769nkiNhIsIxJKWQnGSSQeTjuc1yxkmm1U21lCYbN1ZjJGCyjAww3Hkk4PX3rW1DRrmyvriOa2e0vbdmxA/wC7McmcEHPfGc/WsyA3GlIkcskKyqAk0ijcY2ZmwE9DwB/u5NZwk3uenTw0MLJpO7b/AK0NK+ZYLOYGUuLmQiMdAqg4z09s/Qisq1jW0+aUqAc7ywAZsjjn/PaluoJ9a1V557ony0CDziQpRSOCfUseCe9dl4T8PeFPFK/2Fd622i+JVlZLeW4KGzlBXKRn+JWJB56fMKqVRU0kjrqSjCPPPY4mPXHW4lghdTECJCr/ADKGzgdBkdeQOuB7VNBpeqa9cbLLynFlG1/cyxtuREAO5XHb0OQPwyK9UfT/AA3Y2d1HfaAsc9vKIppJGHzBPv5OfmOT+o9a3zoXw98Tz3Ub3dxpliI0kLLIyC4wcgHnDYPTPetlThLRSRl7VbI8ks9KttRttOtxJJC4tzcTW6uu9XOSsmM9iMY64xml0bSk0ywt9Tns2u5rhQig7WSN24QOM5GVx15Gc16nf/AXwZ4lubKTQtbSzuzGzH/ScyS5BBU5BA4OBgZHWsq6+DHiTw/qMmjWErXcDRqscEVyCRGq9M8ZAwODk571wVsK2uaL0No1FopaM8o1bxLPHFbJ9skg1KO8fZBkZV/lHX74PLYyeNvBz0vWPhixgaGW91e3t3vt0hs5jskJ5VS5ZuAcgjOPbJr1C1+F097pc+t6jp0kJtBsmnvI9sjvghVjAAXtkseR1zmuX1a08L+IvD1pPbStb+Mo2KT2coLxTckiSM8AEggbT3BI95fNKMYvT+vyOjePvbmL4s+G6SXVl9nu3NtPcLa3CtlvKKwRmR1zzxtfI6fKuO9dXd+PPDPgu1Tw/fPHII4ESK5e284KQnRtmWUknjj61y9nrreGLm8uWnlluTcTNCNxUvFt2H2AIGffecY5rz2+v7W/urm4liMszs0g3SH5nPXPAxzk+g9a9enDmglIbS5m4nsmnWn/AAlEcKWlytrp0xQlplESEAhgqAnOc4I9Cory34p6/CfF81tFAiQwCNp4sACWVRxkAAEYI/M+tb/gbV7jTNL/ALPmkR4WG6BplGYjnJXJ6g44/wDr1o+PfhlDe+HHmgOZZrgXDSgYJVuWB9K4J1YUK371aHi4zG08Py03uzy6x8WPfamsM0CwJLlGSQEM4x2AzwTmur1u3u9RCR+SywysGLdFRVwAcenf8a9C8N/ADQvE/hKWa6ttR0rxLCgfT9XspluLSVcf6uWJQXUjnkev4V6JoXwT1DX9T020mt3gsoYgL+UEgAYwcZweeD+NYVnCtVhChu9Ldjkji4tpdz4y+0j/AJ7Tf98n/Giv0I/4Vf8ABv8A57w/99iivY+qVP51956XNP8AlPKtOh07SLU28sygqMsFOMfjVBfEGlyWd3JA6P5OcgfN75JNcnf+HdRGmyam5cyTZIRieBVHwx4Snnl/0mQxK5y/YGvkoYKFKq1Ckn5s8JUffaUTds/G6XV2pNuFBOACa17zzrWWLULKQ2soYOkqEqQR0II6H3qqdL0XQrtY0YPJ/E4xwfxq7KdN1dkt3vERc4Kq3auylRrxpuVSV35LY0UJxXM3qbOh+NfHepW95/ZvjfVre+jQvHH/AGjKyu2ORtZivIHp6U+8+N/7R/gSG0vB4kubvRWcNK5s7O4bae4Jj3H6dSKq6foGnWOp/wCgSM0ijcWBru9A8RW1q8VlqsbtZzHahdsKh6Hr2op42dKr7OfMr7M1jN35Wt+5p/D39qX4s+NfElvpv9t6JDA8ZKyT6SFDMBkbmD9+egFcn+0l+0D8Q/AV9bSarongXWRdAo91/ZUry7VztG4ygjByRV3xR4NfwLOmuaWqzaR5izzwLndF3LLjt6j8fXPb+NfDkHiDSdM1+3t0ureKP97GDv8ANhdSCR1z1BHuBXsUa8pK1Se73/4BXLOnJM+Vn1z4g+Nm0/UoPCPhu+hurRXht9ztGYyNwBjkkKt1HXOMDGMVgRfDS++J97f/ANmeH7aw1KFvLvLZ5SiW8vU/uy2R64Hy46CvcdNEHhS1v7YyRwx2T7rZpGwZIXJZSvHPO7oemK5M+MbfTdan1rS5Bb6uVA8xjhbgA52P7eh7H2yK46lbGUqvJNXjfeP4XOiTnGClLqbXgrVr7Q/h9b+ENckX7bp8RtTIBt8yIZCMB/ukA+4pvjSwGp+BY7uy0y3Oq28PmRTzQhwzgHCn245z2NdRpGveEvjZo5tIg2leJIVLukpw6OBjjA5U/wBas+DUaxlvfCmviKCaJfNt5yCq3MB6uM99wIIz2HHIA56kZUJyrwleMunb/gHLTo+8/vPlz4R+C7z4sXv/AAj3iC8g0iWUfu3vlYpPnqEAGAR3GR7d8drpv7Ous/Ab4h6XBHIviDw9eTgJfxIQ1nIc8MDnAbgA+v1r0PTPB1lqVxrek3GpXVo1pDJc6fHbwxF5gORjcpIKn0I4wQeuHeL/ABvr/hD4fwf21fjUbGUCaG7MIMjEYKB9uOOBk4H0r1bUpUHKP2jf2knNxlpY6DX2ljW1v42Jdd0fLcjKnk18+a5o954O8cpqenWP+nmTzIy0YKTqxDMjjuvb8iOQK9eHiK28UeHZI4ZlEkkQuLdxgD7uV4+uP1rufA3wgvn1Zxqto82tRpGxU5ZAjrkYJHqHB9x6Fa8XCzqThKPVHTyRoyV9meFJ4I8UfEDxBd6zPaw6Wl2yt9ntIyIkAUKMbiecKCT3OTxXS6T+zvqmn3kd/pc0q3ImSZ1I+RmUg84x1xjuPavtrw18JVhjjeeIB+u0rwKu+Kta8HfDmwln1nWNN05Y8BknuYom56feYducdeOK9PDYGo3z1dEVWxcOVQpo/Ob4++HNQf4j6fevnTdSazCAzj92zAnCMe6sSFz2JB7GtqHN/wDsy69cNE9vfGO4aS0BBVWBOeBwc/5612n7RPxn8D/Fp9NsPD0M2oCHdI+o+UyIPlP7sBlBJPc9OOCa8n0/xA48H3WkQfvUmG1mJOSCPX8c8+tY16saVTlpu9uv6ChSdSnFtWPDfh14Mt5PHenXsCziC0WO8uRIoKwhsBV92yfbpn6fQUnhx/FHjPw5cTL5WmWNyLhfPfptVgHcenUj2zzV/wAI/CP/AIRX4X6dJBaT3Gr315DNqLKOIo5A/kqQD2wOPXJPBrJje7vDNponJt7Jxtcwncu4nOW6sASAB2Bx6AXXlKrVttpoyoShCL5tWeqfFOZR8KtY0+ILNELK6VJrZt8e0rJj5gMcZIHToevb4+0fTxe6Exk2tcacB+4cYBhY43AeocjPqHX+6a+iLadYfAmq2I33MbNIqYYBBuhQnBB+bk5/PivANIvks9TW+2qUhjKSI4OJoyArIfqpbB7YB6issrvT9rCL6mlf3owkb3g63mvpo7SOSR4olj3xqhxgcksRjHLEAn+97120lvHFLDHE0jyRliGjbIUAYyffpgfh2rm7K+tPC0kkMVw0txMi7XLqC6EswPXnpH06ED61t+GtYmu/Cl9BkRltQiwdg+dkV144B+9I5446e2O2spSan9kzUlFfMNJna58UAxWyJ9lgle1STJV3CMd2DxwQAAMHJB55xqXdzqnwn+I1rfWMq3CXfhmwjubGWT5ZYfsqht4284PGeO/rXrHw/wBRvvg54YTxNqiWS3eqyCDQLS5UAyzsT8xcg428HkDOQeOKj8XaXp/xsXUtLtdTNnqaFGke6WSE7I1H+rOSsgBJPIBG7gnrXPW57rTc5JVrufKvn6f8OfN3hW7N5dTw+U0P2fO7AwZMhhsPHIz+GBivor4XeINFOg6BYnV0TUGu5AtlPHI7zMNrM8e3gKAoGWyBz04rn9M/Z28TjRZtQa/0xfsxBZftKI8oIJkZWOFBUDOT79+s3w6vdI0/w3caWfGhtPtE6yW1nFF5kJmXcobkZJwyk9AcjJGARzSUqsmoMUX7ZL2etmnoa114LB8eR2098mswtahjdxXCbVkRU+Tcc7SiMuQwHB7Dp5N451qw8Q38F1pLsqXN2gwsW0ScbSVAZuNxCjAPGD3r1HXfhj4iGgXVhpscl4EjmufNt1ZXMsgO6N4TjaQWJGckAE85xXimu+DtY0XWY7TWdLurV0gWczlCwEXAXYQMdOPbHOOlehRw1eU7kpT5+aXQ9D1T4ceMPBWkRjU/B9/Yq0QZ7+4g85Sud3VD8jY/v7eeuBV/4K/C/S/FOtXHibUoby10C0naOEXqiUFyCwVyDjlcHBBHqR0rzm38a+I/Dui2hSfXLXRoibiKRpZPLuCrn5hzgkEdgBxXt2reL/Fvir4eeGPFWjwW+uai1jeXb6Yv7pLS3iCh38st84xkd2PJ9AOueH9ik5vV9joU5TXLWmoruXfilrek63LNawaYjGBPl8mEK8sSnAAxyCSV6jHGe1eE62+qaHqbabbvNdJuRPsyH5lc56j0BJH1zXT/AAwh1s3P9rfaYL+61aNYGSM+W0aEglkBHzEYz26Z45rcOmW2if2kseZ5lfyvtpUbI4x/ArZJZueSScdutePUXsJSqt6GVSjQw0HUUtNvP+meT6Hq2o2WvfNf+UIWxjGAT/EB64Ofyr2ey8by6b9jltb6SzuXy5kbqPx9DTPDPhPRbXS/7Sigilu41IDzxiRUBOSUToW9ye9ZEFjFrfhvVrs2rwSxHEfmtukIB6scYz7AYFeNjMRN0lWT6pnnTnz01VUrWZNqvxe8Ry3DZvLm403zNrByTG3PcfjXR2158N/E2im3v7ybSvFN1IGE8MgRUYDCt9AD0rE8I2Vtd6SkRj3Endg9z3rl/Gnw2/t7WYLKxszNdyEom3gg9QM/hW+BziFWv9Xlv36HZRxqb5J/ier6N+z/AOG7Dx3YatqniKbx1oHklJYYpdrCQgbBuUgYGOnpXkfxs8AReGfGWrHQLC/0/QmcNEJV8yNMjJUHrgcDP1ra8OXGsfDm3utKE0i/ZyRJGzbsMOvPeu30T48a1qjWg1PSLfXIHXaA4AWPtkjHNe9TxsqmInCotFa1iqFd+3fvaHjnh7wnqPjTQ3tIoy80eBJK4x5bHt7npz713HgHTdR0nVE0zWdQ89rSItHKr5Dc42/iPUV7+i+BdZ0tBZ2w0K6WPzJpduxQSOcc15F4h+CWvR39n4n07V7fUtEkl2lEm/eH0J9q5qtGOKrpwalFa7nNiqUq81ZXRteFYBe63JLp6yWUcUhSa3t/kQY98cHPcA5rpvid8Y10WyPh3Qrh90kQS5vI/nAz15H+ea5PVviBpeiM/hyS7IKwBJJoF5BI7n868jvrXVYLS4m0qa5jgklIErDIcZonKhlycrrmf32Jmlhlf7T/AAN/7R/1FIv++f8A69FN/sG4/wBn/vkUVw/XKX8y+9nD9Zq/8/Gd1f2LrIy6lqVvBFEeUD9Kp+KbHT7/AEKI6RcSSSKwBmj559KqeF4pLTRLRtT0q3ub5xuk8wbjnfgg/QVqeL/F1r4e0T7dcWsUNlEAqW9qCGmc8Kij+8ScDjuK6p5xl8ZKEfemnZJfcenUxtF6R36HJ2fht7qwLJa3N1ct3bggYPrj0/Wr/hv4F65rFut9K1vpPzEkSyHIwenbn8ak8K3Z02ycST7by8L3FzIzbi8pCl1BzwFGFUdgBWnf6YvijSoUbVZLR5JJP3qv91evIB7D9TXDQ4mpOtKm4adGc1LGwc2prQ6HTfh14Y8Jwtf694tyQMtHA/6cGuS+IXizw/qxgfw/cXElujeUjgZXdWE3wzMWtNZ6mtxdTxHAzkgjqCSfbmuh1Dw/o3h+Gzs9VnOnW+3z8QpvBJ45x3r3MPmkcTU9nCG3yPQjiITk1Thf1Oz+EnxPVIY9C8RzpLHICkLN3/2SD39677wjqf8AwgcreF7+R20K63SaTc8FRFkZt846oeB/skenPg9p4s8HWF5JZWCSLesCUuBAWYjHfI+td54B+Jml+JdGj8O+LZHEDsotb5ztaFgflJP8JB79D3rjxdJQdk7X6HbKpTi4qo7NmX+0V8Np10CXVNKg+2R28jSW0bLkrtOShAxlTk8Dpnj28W8DwaL4/wBHbXBA+mW1kdl9DNL8sUo6xr656j2Ir6r1K51bwTajTNQ/4mmkOjJBqkfKyLj+PPTsP/15PmXij4TeHLfxJd6vaJKkGoTK13ZWrfI7KOJNgOCRkgkdRzyRzGGzBUn7LELVbM6XR5lpsea63Hp+o+VfWrf2b5I2Ws9sdkqAerAZP41euPEfjG407T7yVY/EE1i4aC5hkxOF/iRl/iVh6dwDjiuzS30S0un0+ytYrp4h5vlp8wIJ6fXnpVDWfC17rlwb/SrSTTmjXCShTtBx97Z/Fj3Na1cTQrTcVFv5aHGq1Hn5Y3bX9dS/eaivjTSotQs3l0nVUK+UpAjmjbBDAjqB1z61ylx4V1TxdpE8UuqRmS3yWsbtVVgx5wnQEE98fUDpWn4t1/xLo9lZXF3Ba3KWgPmXUMZ3qMfxIecd+D9BXK+FPGNr8TXluVgjWKS4VcXQKMrfLyuDkg9RjuT64rhhRrx/dwi3EuTpVbqxd8OeDpvDGkva3jSuty7LaOz+XjJYlWHG11OVKjjocAllrd8SfGfxpogtbzSPEwXU4ESAXl2sbMsSMGXcQpLnBY4wS3mnPC4be8XfDPxLFJYSTXejG0naIRySXMbMclVQMWw2TgDLY4HOMYHGt8MtG8aarNqFtqYJM/llBcCRYvmBfk/MGBbgHuR6Vo3OnOTSa/I8hqV71b8vRf1sReG/j38TviXrGqadrPjHWntPJAgEEwtQxIO5iIAmeeg5wMDJ6nw60+H91b6lLPc38V+4c+bDdSkPuBI4YnOeOnevpGy+GWneFr5NS07WLUgxEG1kmwyIzEgBex+ULg9ue9YN14BIvp5xqulQfblW5kzMyoAxG5Sdo2sVxzk4JOfdrFe2vBy1sdlLF0ItuL6HnOkMbC/Ro7cx20bDCqOUOSGXB6Y/WtY6CnhyN5OJbofeaJCwXLL5XOMD5S2T229a7xPhFM4lu01DTrgTkQGMXYV2f5mJ2dlySQx65A9a57V/hl4iurh1h13w6mnidbU3K6qEd/L3cqNo5AKnb1+Ycc1hRo1K0XOK066owqYmtiYx9joup678GdcuPEHwz+KWm6hfSSAaIt0A6sXtlQNjYMYODsGM/wAPpXgvge707xJr9xb3Vze2N/qEIkhv7c7RCSuXk2ZAZS275WJGBjOSDXvHwptNM+Huj6/He63FJrWoaPJDHHJMZtoZk+Xy+AcqOTjHLdeg4TRPhz4httRjvF1nQtPsxiLF27kSxbNzopCfKScDCkHncCMc+1OdOfKoSV0r79Da3I4y3dijr9hb6Bd39oZ3mhSLzFnhKiK5dlyBGAMEHg5GNuSDg8Vk+HfCPg2HT4LEaO9/bTiSQR30xe9km+UK3lwbWEIJKjcwU8k7vlI9IsvhD4Ks9Shu7u91HWpLmMSJpsTpZwbypyGbn5dx9V/TNZHhfwvc26vbxaZYWjh/KkdZVkljYZUATgAkHIZgOM9BXM3h6cXJS95769bX6HX9bVKGiXz1MmL4Xwza7ZXOm6oLe6gjUwtYx7ooZ5I1DxlZSxkUBcDJyNx9qsyeHF8EatDJdaNYTwP+8k8pCN8nQnyySqk9ePWt2L4c6zDq2k3L37208IeOWOLocNkNwfQDn3qTxHZ6hqOtyz71IztKOcKG7kZ6V5eJxvNJRi9UtfTt+p5arqp+8Ry/xKKeMLXS/Et74Y1NVsFNtbOMCF9p3Exg8KV+U5XBOBnvT/h94f1bWtT0zxFpmpz26WJea4l2mcSDYA0Tp1VSARx03nFal9/bVv4S1eAzJc6Xp0kcr2zKHUNJlcjPtmk8OePdf8MW0CaZBBYwyqEMlvGh9hzjI/OvTliqVOlFwenma1KnJTXs+p0PgWz8V+IdWvtUj8Q6PPoET77PUNWCiSV9x2wyHhkZcHJ9QMdRS/EPwv4V8X6bY2/9nW2m61auriTRAY7K+lA+6jL91uMZPPHfFYd/psOvRpJdXwt5WdrmZRGAskh5zgcZNJ4Mli0e6vEIEmlx4lW3u3yC4OdwI6Y5xiuGWMoSl7Si0m+2n/AOaliKUJ819TjNe1/xRo4km06DWYLu4lMElpb+dIEmOMuxycthTgnjmuz8HftL6zb3clhNodzDsUwHz7ZkbaOduG6gnrnvzUP/AAmt+fEzm21CeKG4JLBD1565610l7pSW5j1C91NVO0yNBIdxY9j+Ndn9oQhG/K07X3Ouvj6cFee76FCy1mz+J0kukapaix05Ww1nHGYlhJ5Ow4xivRYPCA8G+AbzTvD1tBeanJEbKzdnwYo5XJm259R+J/CuTXxGupalDC0cc5bEcLIFGFI9e3vWhceJF0OeK0u43S5aQogifIJ/Dt/KsqmYTUuZfD+Op5tXHOsozSTgtDyqTwF4j+G91FfaTfi8kmTyLiymiRw2G+YEYHy8dvSo/Elp4t1iBb68tSbJgD+7lAjhUcEBOv8A9avWVulUXDyFXSdy+9hkjtXNanpNxqULwRDYmeFDYU1x1Mxp4pSg15fIynjadaPIch4RebTNMkMs5YM+UTqF5r0nR7WGbRLkzLHGJVIBA65ryDWxd6PqcVjFGSScnZyBXo9vdTT2NvErYUKAwr5LF4mVGnKy0ukjznKXyLuk+EY9HEIVg/GRisfU7TVLDUZL2EvCIyHDIcZOa1Pt17DPDbRjO5gN/YV3OsWEMGjx20pWZ5U+YqORWWGw1WpL6wqbaTIjKbfNa6PAVmuNW1C9up4ypdSSTzuJ71oeEvC8MYSOK6VLiVsgk/c9K9DXwtbQWWSI/KXIJB5q7ZfCTRJdJ/tGPVBDIcsAH+7X3GGweMnWVaUeWDte/Y93D0alaquVWRzNzoc73YtI7xp7hv3TITw2TVT4g6pYfBzwrLotvNJcazeOvCuSEz6ehrmBr0fhDxdIt3qXnor5V8+9TeLPFnh3V9QW5aL7RcEbgzV6tHLqWHqzqxklzfgj044Z0JzkM8NaYt5pwkmjh3yHzJXlGXPtmuuhl0+7torCJtiryox3q/8AC/4i+D1tZTr1iI9vCllzmu01b4v/AA4sdPeS209SoUhWSPmvkK+HdWrP29aMlsjnWWyxHvzqLU4P+ybn++P1orE/4X3oH/PjJ/37NFcn9gUP+frF/Yj/AOf0S/cajKsEN1cqFec7I9pGAoxz6EcV594x1aO/1tLCMtOtipuiijIEjfu0/ELvP/AhjpXT+OtXfTLeDTVTz4IESOG7UErE+CxXpzngnuARXk2j+Io4Nfv7WecLcCRXkd/lAOAAMdeMdMY689q758OV8N++pR5rRto9eZ7t/K5wzwcqdnFdPxO7v44bXT1uDJiceY2WPA3Hr+Q/UVStdaNlYWzy30cUjk4WRsEgnGAOtcd4m8SXul30rBE8hpSkRK7hkA/zP9K5HUPFEA8q+VBcCfEkd15u7a4HKMhGFI7Yxkc15OHyqpUjeXr/AMA4VF2sz6P1f4qXFnfQrKPN4UhXHTC4GOff8cUuqeIrTXdILMq3EjKqlQOvqD+lfMV145u71VkumPmtuCheD2+vqOlenfD/APtPxPp32DStPl1GQkSBAWyh4+Y8AAA9ycV6EcHiMPJS5ncqVObacNz0SCPQ4bqG8itEW8jX5nkmIPpwMciqmu3H9q3FqYIktElcLlQWLH8sUzxPo3/CKLpqXt9a3d47fvbeIiRouc8ngHOOcDHoTTZ4LW9tLovqC29u0hEp85IdwUZwQzDgDHIHGa+hWIjeUaq1t6tnXiJ1qkPY1Y2Z3HgT44ah4JsLrTdcshrPhqKEZjkIaUNux8memB2P6VJrPiewWfTbzwhcPf6ffh5ZNMMZV4B0wT1HfgA8dhwD5na+GLPTr+5SXUbOFXJOZ9Rhyq7QxLRhix4POBxntivQvhxfWXhHVYpGuNOntoD5c1wbyIoJGJZB13EFCn3VPfNYV17WlFezba07HvZNKTn7GtdKz1Kcq23iC9j1MKtnqCMxCRkxHAAJBJGc8Ac55z71Z8K+LdQ1jxjrAvvFE+k+FdPgMP2nekU7TFRtQImSzZxyq49a3fiB48i8SXs/iLRPDNlp8VtvhfU5mjE7rtGx0AyAQwJDHBC7RxvOPDbHUIrGxh1dLl/7Xup5XEW8jzEVgD04J3E4HtnNehh6dXA0JSfvPoh4yVK0pxWvXzOk8cfGKy+Hja5YQ3Gs+PNTV8RHV7VPs8CsCzZiwGZUT+MsQzKQABzXL6t4TbXtN07WdU8YzNiCIRaVptr5SWxI6KzAKFJUjaFGACOepoFNP8c3k2rT3c9vJJcRyPDBnzGZTiNeASq54PQ9ea6uxka7svKsXOkxW+Uyg2lSBgsvGA3JGQAep6mitiZuMHdw5tW7X/4CZ4yxqvFP3V1sQ2GlHWxYQa1f3FzEIGjjmkmWaVBvHyg54G7PA+UYwMHJrdv76PSrpEgkinYNujljQAMGHXjkH5eh9qztG+yfaJEtZ/OFvGTI8xwq+hA7dcVg+IN0N7FLGpud3DMuQAexHuK+ZrOeNqc0L8l+vXueLi6qxFV8j0NTWNWljea4gkYgRFWTPLHPH8qoWN1cXlr9pk2zxGPZtlOdhzhTyeox2Hc1y8uqTXEotTJHC6kufNJUL3z688cVsM+txeFxeafpU0sUT4mVYCwEeOoPofbBqsNgX7Rc0b9/kYQpy5kn1Hv4mvGlaB2jhJIE0meSq9AT6c9/Wtvw5DpviaWRdQtUtryCQNbX0AIEpABw6kYz/tL7c1c+EHgTUobfWLjWtOOn2V8iqwvPlKxEncUzk5Bwc/hXS3XjXRPDNl/wj3h2xudbu7eHbHqIUMkbL1L54x3r2Y5fOFHkpy5W76u+ny6ntU8NNU/3btffpb/M0pLyxe0zNDE8yoEEwA3qvXGep5qnpFrb+I72KNZxHNaMTsPPm5HAz2xgV5y3iC6uLVI763+zXYONycknPX6Vs+BZtXLy3UyfuC2xGx1we3rXxFGhiKdVxm+dLT1XQMKnTqOLTkn/AFoen6lFp9rpshuoo4rpn27M4LADGPpWcZV0qCKAtGZJlyB057f0ry/xP4uij1Z5b+d5Ei+QyIc7fqKZb6pL4k8QwxwSusMiBo5HOQ4HYV24mjKUXOO39X/A9TG0aVnOHb53f5Hok2tXUWoSbrhlvIWwFzwQfU9hWf4ma+v45b+1uPMs3mWFgkgBiPGGcdeeuaXU9OJeOQOVlKAOnuO/5VavdF0ibQDqMBlW/iOGiLkIR3+X1rmy2oqcnKWsYp+up4dCapTXYXTJb248Lajok0iG2mkDPITlnxnaM+2c81zM9gfDARZLcmBMbZI+MnuSM9T3Nar3/n6asUBCOJAWOO1N1HUPJkkRD9rhxg5GAK76WMhWg4tCqzlKOrMrTtdOss0eC2OFUHFdPH4VnkuLczcW78uma4HSNOa31qKSN9kUsv3f7te2OsdvbJGW3ZAIJ7GuDEVaVClBwdzz+W2hj6lodlZT2zonIGC2KwfETw2Nk6XcryRjhSWzx6Cp/F+pTafaswkJGPlJ9a5xorjVvDfmXGJQGy2Rzj0r1cBKFWClVe6IdKcneTLvha0vtUvI7qyYrArggKecV0esmRNcQLJtmC4Vm5x61t/B/wAO2l1ZM6gxkcCug8ZfC65W8W5sW84kbiAOlTVwuJrQUobLsehGlNxvBaHFSXps7YQ/6ybbg+9UtMa71K8SNnZCOABXTQ+Cru3ngudRkWKNOGA7il8Ra9oXhrbeWckbSR8kKc/nW9LIsbiOWU1yRXfqTSwFao+ZRsWNJ8MvKkq/2cZrts7ZJBXQ+GPhZbRSF9cvfIycmPftFePa5+0/dx/LptsokTocZrznWPjF4s8VXJmuJWhX0BwK9tZRluD9/Ey532e33HrQwdGj/Hlf0PrPxXfeFdAjW1spY5pRjkHOK861nxcvhe1nncm4aRTtDHO2vC9Ju9Rmv1uJLh5+c89BXa/YLvxGQ0zHygPumvPxeOq0qqeHVor7jlq1+SaVHSKON1v4sa9dTzWltuSN2OCTwPwrlNT8WeM4biK2W7kEMhxgMcCuz1fwXLDqoK5HzDArT1rw+nl2U4GJIzkrjmtHnlZqKb3RqsXUTTTMXR/Bttq7xf2rM8lxJgsWJNek6/4J0TSrCwe0iAcDDDHBrOltRFbQTsoBC9qIddjlI+15MScCvk6uaYjEwcG92efOvWqfaZBc6JZzgIQFQdulYfi+Q6Ro6JbQebI7DCAZNXdR16FrjMBwvUA1b0++e92ubdZxnGT2rzqbqU5qc9UncUJSjZvY863at/z6D/viivWNh/54r/3zRXb/AGpD+U39uuxneO7640i9a9s7iWC5mjEjsrkgsTsyFPAO3jIFfMmpajdX/wAVbiG4neaKa5IkVzncApIoor9kqNrm9D6iq37FHqGl2MF34UtVlTeGvr1DyckbCvX6Afz61Y1bwZokFyttHp0KwJdSQqgzjaA2B15+6OevFFFfHUJPv9t/mz5FN8zPcNF+A/gS+8NaEZvD8bMAvzLcTKTuKbskOM9T1q98cCPh5pz6V4aVNF0+POILNQgOAOWPVj7kk0UV6rb5L+Z9LlKT52zgfDOgWF/8N9S1q5txPqs0YV7uRizkAg9c8fhXmEF/cF9UcysXXewJ7EyKD+hNFFcuYxSqqy6Hk4zWs2+5sfCjQ7PxN8Q9Os9Sje5tmikLR+a654c8lSD2H5Cuh+MVxJLd21u7E21kltJbQf8ALOFjAWJVegyxJ470UVcP92TOyk2sPJre43R0A8ETT8tJeXIM5YkhyFznB46ntXb/AATZLzxlHaXUFve2rWrKYLuBJkxkdFcED6iiivMxs5Krh7Pozhx7fu+jPUviV4f0vRvhk1tY6bZ2kM+opLIIbdFLOeckgZ/WvC9Jvp7/AFvVhPJ5hKqxYgZJKLkk9TRRV4Vucved9X+h4q1g/wCuxx3h+aQa3fqHYDbng+2a2prOHV7mxN5GJ9oGA3Tp6UUVvhdEku5svi+X6Hmmt3k5+JsCmV8Rsqpz90KxCgemMCvtWTxRqdz4SguJbnfKDtyY1xgIMcYwfrRRU4mco4mjyu12/wAmehRVqlNo+cta8Wax4g8XxQ6hqM91ENw2s2OODjjtXSGJNH80WaiAXLHzQo+/hcjr70UVjmEpfWFr0/yO/ESaquz6HLpcyzXh8xt+5gpyO2a9t8VaZa2Ph/NvAkJSyMi7BjDcc/WiiuLCL9x8v8zbL17vyZ82a3bxjT7xtuSzvkkk54rrvgQfOtIlcBwmCu4ZwfaiisYv9zL+uhzVm/8AyVfkel+JiYLiCWP5ZN/3hWfeTvdzt5pDZAzgAZ/Kiivn6Hx1F5HjwMG+Y21tIIzsBbtSacxd0ySdxw3vRRXdSS9gvmP7JWvz9n1K0EfyjzR0r0a4lcxLluwH6UUV89i/91p+rIjvE4/x9IzafACSQzAGp/DSiSxKMNy7M4NFFfQ7QpWNKnQ9P+FyiOIheAGA4r2/RgJICzAM2Opoor9EylL2KPo8u/3c+e/2i9TurQ+XDO8SEcqpwOtfOGqXk8sG15nYOfmBbrRRWubykqejOjEtpaFGwtoklLKgBJrYuYI9ifKKKK+ArtuSufMN6l23Jt7AtH8jYPIrtfAEzzKu9i3zDrRRVYtv2cfQyn8DOl1e3jbUYiUBO3P61i38ayahtYAqDwKKK8DH/wDLswh0K3iFjDZpsO35e1cQZ5HQqzEg9RRRVYZL2UTpp7FEqGvQCOMV3HhgCKybbx8xFFFdNXYdTZm5RRRWHs4dkcp//9k=" 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" 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" 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" width="200" /></a></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
</div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> As imagens têm em
comum a presença de fungos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> O que
será que aconteceu com os alimentos da imagem? </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Eles
emboloraram pela ação dos fungos. E não devemos
mais comê-los. Os <b>fungos</b> são o grupo
de microrganismos responsáveis pelo apodrecimento dos alimentos da foto acima. Os
cogumelos e as leveduras são exemplos de organismos que fazem parte deste
grupo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -7.15pt 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Os alimentos se
estragam por causa da ação de microrganismos como fungos e bactérias. Eles fazem
isso porque é pela decomposição dos alimentos que eles conseguem obter o que
precisam para se alimentar e reproduzir.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -7.15pt 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Existem
fungos microscópicos e fungos macroscópicos cuja estrutura é formada por
filamentos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Os fungos participam na
fabricação de muitos produtos consumidos pelos seres humanos. Ex: <span style="background: white;">Iogurtes, queijos, pães, vinhos, cervejas, leite
fermentado.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> O reino dos fungos
apresentam as seguintes características: podem ser uni ou pluricelulares,
heterótrofos e suas células são eucariontes. Cogumelos e bolor são fungos.<o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os fungos são importantes
para os ecossistemas porque são organismos decompositores que auxiliam na “limpeza”
do ambiente e também têm papel fundamental no ciclo de nutrientes na natureza.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Frequentemente,
os fungos são estudados juntamente com plantas, na área da Botânica. Em termos
biológicos, é <b>correto afirmar</b> que essa aproximação não se justifica, pois a forma de obtenção e
armazenamento de energia dos fungos é diferente da encontrada nas plantas. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> veja as dicas</span></div>
<div class="MsoNormal" style="margin: 12pt 0cm 12pt -70.9pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="background-color: white; font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">Veja as dica</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt -3.6pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As<b> bactérias</b>
participam na fabricação de queijo, coalhada e iogurte.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -3.6pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Alguns <b>protozoários</b>
podem provocar doenças nos seres humanos, como a doença de Chagas e a malária.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -3.6pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Os <b>vírus</b>
não possuem estrutura para se reproduzir, por isso utilizam a célula de um ser
vivo para a reprodução.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Alguns <b>fungos</b>
podem ser observados a olho nu; vivem em ambientes úmidos.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Com relação às algas podemos afirmar:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">I. As euglenas são algas unicelulares dotadas de um
filamento, o flagelo, que auxilia na locomoção.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">II. As carapaças das bacilariofíceas acumulam-se no
fundo oceânico formando grandes depósitos de sílica, e são usadas como material
abrasivo e de construção.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">III. É provável que as plantas terrestres tenham se
originado de algas semelhantes às clorofíceas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt -0.05pt 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">IV. Várias das maiores algas conhecidas, como os
sargaços, pertencem às feofíceas<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">V. O ágar é uma substância gelatinosa extraída de
algas rodofíceas.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O
cloroplasto é uma estrutura exclusiva das células vegetais e de algumas algas. <span style="background: white;">O cloroplasto contém em seu interior uma substância
denominada clorofila, que, na presença da luz solar, permite a realização da
fotossíntese.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Dizemos que um ser vivo é um microrganismo
quando esse ser vivo <span style="background: white;">só pode ser visto com a
ajuda de um microscópio.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Há
vários anos as marés vermelhas, formadas por algas, ocupam vastas áreas do
litoral chinês, reduzindo drasticamente a pesca e afugentando os turistas. Esse
fenômeno é causado pela multiplicação
acentuada de dinoflagelados, geralmente devido à eutrofização do ambiente.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Os
protozoários são divididos em grupos de acordo com a forma de locomoção. Por
exemplo: flagelados utilizam o movimento dos flagelos para se deslocar;
ciliados se movimentam por meio do batimento ciliar, os sarcodíneos protozoários
como as amebas, locomovem-se <span style="background: white;">por meio de
pseudópodes ou “pés falsos”.</span><o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> O esquema abaixo
mostra as etapas de um fenômeno conhecido como <b>fagocitose.</b><o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><b><br /></b></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><b><br /></b></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><img height="160" 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" 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<span style="background-color: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> É por meio da
fagocitose que os protozoários sarcodíneos se alimentam. As partículas de
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-70214397665129052752016-05-08T13:20:00.000-03:002016-05-08T13:20:38.995-03:00REVISÃO PARA O TESTE DE CIÊNCIAS DO 8º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> <o:p></o:p></span></div>
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<b><u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">SISTEMA
RESPIRATÓRIO<o:p></o:p></span></u></b></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">(FUNÇÃO) Sistema respiratório é o conjunto de órgãos
responsável pela entrada, filtração, aquecimento, umidificação e saída de ar do
nosso organismo. Realiza as trocas gasosas do organismo com o meio ambiente,
oxigenando o sangue de modo que ele possa suprir a demanda de gás oxigênio do
indivíduo para que seja realizada a respiração celular.<o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A respiração
de uma planta de dos seres humanos são fenômenos parecidos. Tanto o ser humano
quanto a planta respiram consumindo oxigênio e liberando gás carbônico. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Veja as dicas.</span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Os pulmões e o coração encontram-se no tórax.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">As
últimas ramificações dos bronquíolos terminam nos alvéolos pulmonares.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Cada pulmão possui cerca de 300 milhões de
alvéolos.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">Cada
pulmão é envolvido por uma dupla membrana serosa denominada pleura.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">A
traqueia é um tubo formado por uma série de anéis cartilaginosos. <o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">Os
movimentos respiratórios dependem de atividade muscular.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Nossos pulmões são responsáveis pela
respiração e transferir oxigênio do ar que respiramos para o sangue.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Aglomeração de pessoas, poeira (poluição do
ar) e más condições de higiene favorecem o aparecimento de gripes, resfriados,
bronquite, pneumonia e alergias respiratórias. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> A gripe e o resfriado são causados por vírus.
Os principais sintomas dessas doenças são: mal-estar geral, dores pelo corpo,
coriza, febre, tosse e dores de cabeça. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Podemos prevenir gripes e resfriados
mantendo </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> os locais bem arejados; lavar as mãos várias
vezes ao dia quando estiver com gripe; não ficar muito perto das pessoas
doentes.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> RESFRIADO, GRIPE E ENFISEMA PULMONAR são
algumas das moléstias (doenças) que atacam o sistema respiratório. Além dos pulmões,
outros órgãos também podem ser afetados pelo fumo. São eles: coração, garganta,
boca entre outros.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">Proibido esquecer<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">Gripe
e resfriado não é a mesma coisa. A diferença é que a gripe pode matar e o
resfriado, no máximo, pode te deixar meio caidão. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">A gripe e o resfriado são doenças
diferentes, mas as duas são causadas por vírus.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">A gripe e o resfriado podem ser
transmitidos da mesma maneira, pelo contato com pessoas ou objetos
contaminados.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">A gripe e o resfriado são doenças que podem ser transmitidas.<o:p></o:p></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A tuberculose é uma moléstia
contagiosa causada por uma bactéria conhecida como bacilo de Koch. Você saberia
explicar o que é uma “moléstia contagiosa”? É aquela patologia que é
transmitida de pessoa a pessoa.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Podemos adquirir a
tuberculose com um simples aperto de mãos, um beijo, compartilhando objetos
pessoais como copo, talheres, toalhas ou até pelo vento.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Agora vamos entender o que é um <b>fumante passivo e ativo</b> e quais as diferenças.
<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> O FUMANTE PASSIVO é aquela
pessoa que não fuma, mas vive junto do fumante e pode contrair as mesmas
moléstias. O FUMANTE ATIVO é aquela pessoa que está sempre fumando um cigarro,
vai adquirir todas as doenças pulmonares e cardíacas possíveis.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Quem fuma pode contrair doenças
como bronquite e doenças cardíacas. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Ao colocarmos as
mãos no tórax, percebemos que lá estão o coração e os pulmões. <span style="background: white;">Os pulmões podem ser percebidos pelo ar que entre e
sai pelo nariz, a respiração, e pelo movimento do tórax. O coração é percebido
pelas "batidas".<o:p></o:p></span></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Durante a respiração pulmonar, o diafragma e os músculos
intercostais alteram o volume da caixa torácica aumentando ou diminuindo a
pressão em seu interior. Na inspiração, a fim de criar um fluxo de ar para
dentro da cavidade torácica, o diafragma e os músculos intercostais contraem-se,
aumentando o volume da caixa torácica e diminuindo a pressão em seu interior.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Em cidades que estão acima do nível do mar
como La Paz, na Bolívia (3600 metros de altitude) e também em Garanhuns e
Triunfo, em Pernambuco, o ar é rarefeito. As pessoas que vão praticar esportes aeróbicos
como o futebol, por exemplo, sofrem muito com os efeitos indesejáveis da grande
altitude, dificuldades para respirar e maior
velocidade da bola em jogo. <o:p></o:p></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os jogadores podem
sentir dificuldades em respirar porque </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">em
altas altitudes o ar é mais rarefeito e a disponibilidade de oxigênio para a
respiração é menor. Os bolivianos que já vivem em La Paz têm o metabolismo
adaptado a essa quantidade menor de oxigênio e não enfrentam problemas
semelhantes durante os jogos.<o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Veja a sequência
das estruturas do sistema respiratório: </span><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">fossas
nasais – laringe – faringe – traqueia – brônquios.<o:p></o:p></span></b></div>
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<b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> ATENÇÃO: não se esqueça
de estudar o desenho esquemático do sistema respiratório. <o:p></o:p></span></b></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-32277772961229542222016-05-08T11:51:00.000-03:002016-05-08T11:51:48.194-03:00REVISÃO PARA O TESTE DE CIÊNCIAS DO 9º ANO - II UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Veja a molécula de glicose C<sub>6 </sub>H<sub>12</sub>
O<sub>6</sub>. Carbono (C), Hidrogênio (H), e Oxigênio (O) são os elementos
químicos que compõem esta molécula.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Você sabe o que é um elemento químico? E
uma substância química? <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ELEMENTO QUÍMICO – são os vários
tipos de átomos. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">SUBSTÂNCIA QUÍMICA – é uma
combinação de um ou mais elementos químicos.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> SUBSTÂNCIA SIMPLES E COMPOSTA<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Substância simples é aquela formada por
apenas um tipo de átomo. Ex: Gás Oxigênio (O<sub>2</sub>), Gás Hidrogênio (H<sub>2</sub>),
Alumínio (Al), Ozônio (O<sub>3</sub>) e outros.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Substância composta é aquela formada por
mais de um tipo de átomo. Ex: Água (H<sub>2</sub>O), Gás Carbônico (CO<sub>2</sub>),
Cloreto de Sódio (NaCl). </span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> As propriedades físicas e químicas do ouro
justificam a importância comercial histórica deste mineral. Dentre estas
propriedades, relacionam-se as seguintes:<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Sua
coloração e reluzente beleza, que o qualificam como um metal precioso
(PROPRIEDADE FÍSICA).<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">É
relativamente fácil de ser moldado mecanicamente para compor objetos artísticos
(PROPRIEDADE FÍSICA).<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">c)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Não é oxidado
ao ar e não é facilmente solúvel em solventes comuns (PROPRIEDADE QUÍMICA).<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">d)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">É
cineticamente inerte em soluções alcalinas e em quase todas as soluções
(PROPRIEDADE QUÍMICA).<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> A densidade do ouro (Au), é 19,3 g/cm<sup>3
</sup>. Um anel que pesa 200g e tem volume de 10m<sup>3 </sup>pode ser de ouro também.
Porque se você calcular a densidade do anel (D = m / v, ou seja, D = 200
dividido 10 = 20 g/cm<sup>3 </sup>), desse forma podemos concluir que a
densidade do anel é bem próxima a densidade do ouro. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Em um laboratório há um frasco com um
liquido incolor e transparente, que não se sabe se é água do mar ou água
destilada. Sabendo que não se pode experimentar o sabor de substancias
desconhecidas, podemos ferver a água. Aos 100 ºC, a água entrava em ebulição e
viraria vapor só sobrando o sal na água que é sólido.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Veja o que significa:<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Z – Número atômico.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">A – Número de massa.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Zn- Símbolo do elemento químico
Zinco.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">COVALENTE – Compartilhamento de
pares de elétrons.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">METÁLICA – Cátions em posição
fixa unidos por um conjunto de elétrons móveis. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">IÔNICA – Atração elétrica entre íons
com cargas de sinais contrários.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Nos átomos, o núcleo e a eletrosfera se
atraem porque possuem cargas com polaridades diferentes, isto é, no núcleo há
prótons (cargas positivas) e nêutrons (cargas neutras) enquanto que na
eletrosfera encontram-se os elétrons (cargas negativas).<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> O volume da eletrosfera é maior que o
volume do núcleo cerca 100 mil vezes, aproximadamente. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Quando os átomos apresentarem o mesmo
número de prótons e elétrons, dizemos que ele está eletricamente neutro. Ex: o
Carbono (C) apresenta 6 prótons e 6 elétrons, portanto eletricamente neutro.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Não esqueça: - {o numero atômico (Z) é igual ao numero de
prótons (Z = p<sup>+</sup>). <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> -{ Para calcular a
massa dos átomos que se encontram na tabela periódica, devemos somar os prótons
com os nêutrons, ou seja, A = p + n.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Considerando a
organização da tabela periódica, veja e aprenda.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> As filas horizontais são denominadas períodos e as filas verticais são
denominadas família, as famílias reúnem os elementos de acordo com suas
propriedades químicas e a família 2
recebe o nome de Metais Alcalinos terrosos.</span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> As substâncias químicas
constituem parte fundamental da nossa vida. A respiração, a alimentação, a
ingestão de água ou outros líquidos e o tratamento com medicamentos são alguns
exemplos de atividades essenciais que envolvem compostos químicos formados por
átomos ou íons que se unem uns aos outros.</span></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
Substância química</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> é o nome dado ao conjunto de
moléculas iguais ente si. A <b>molécula</b>
é a menor partícula que mantém as
propriedades características das substâncias químicas. <b>Elemento químico</b> é o conjunto de átomos quimicamente iguais.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Então veja o que se pode dizer dos átomos que
se unem para formar as diversas moléculas:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">No sal (NaCl) que
costumamos adicionar aos nossos alimentos, a ligação química é iônica. </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> A molécula do gás oxigênio que inspiramos é
composta de dois átomos que se unem através de ligação covalente <b><u>sigmas.</u></b></span><u><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></u></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">A molécula de gás
carbônico que expiramos apresenta duas ligações duplas. </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">A grande maioria dos
medicamentos é constituída de substâncias orgânicas, nas quais o tipo mais
comum de ligação química presente é covalente. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> Mas
qual a diferença entre ligações covalentes e iônicas?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt -0.05pt 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Na ligação iônica, um dos átomos perde elétrons e forma um
cátion enquanto o outro átomo ganha elétrons e forma um ânion. Na ligação
covalente, há um compartilhamento de elétrons pelos átomos envolvidos.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">E por falar em ligações covalentes
e iônicas observe as moléculas a seguir.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">Ácido Clorídrico(<b>ligação covalente</b>); </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Ácido Sulfúrico (<b>ligação covalente</b>);
Gás Hidrogênio (<b>ligação covalente</b>); Metano (<b>ligação covalente</b>);
Iodeto de Potássio (<b>ligação iônica</b>); Sódio e cloro(<b>ligação iônica</b>);
Iodo e Cálcio (<b>ligação iônica</b>); Potássio e Bromo (<b>ligação</b> <b>iônica</b>);
Magnésio e Iodo (<b>ligação iônica</b>); Cobre e Estanho (<b>ligação metálica</b>).
<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Em
agosto de 1945, os Estados Unidos jogaram duas bombas atômicas no Japão. A
bomba de hidrogênio que explodiram nas cidades japonesas de Hiroshima e Nagasaki
é um exemplo de reação nuclear do tipo <b>fusão
nuclear.<o:p></o:p></b></span></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Quando a massa de nuvens de gás e poeira de uma
nebulosa se adensa, a temperatura aumenta, atingindo milhões de graus Celsius.
Então, átomos de hidrogênio se fundem, gerando gás hélio, com liberação de
quantidades fantásticas de energia. A fornalha está acesa. Nasce uma estrela. A
formação das estrelas também é um exemplo de reação por <b>fusão nuclear.<o:p></o:p></b></span></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
O HIDROGÊNIO </span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">foi preparado e identificado pelo cientista H. Cavendish
em 1776. O cientista lhe deu o nome de “ar combustível”, pois, ao ser misturado
com o ar, formava uma mistura explosiva. Em 1783, descobriu-se que ele era um
elemento componente da água, surgindo dessa observação seu nome. Sua molécula é
chamada de <b>gás hidrogênio. <o:p></o:p></b></span></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">O lixo radioativo ou nuclear é resultado da manipulação
de materiais radioativos, utilizados hoje na agricultura, na indústria, na
medicina, em pesquisas científicas, na produção de energia etc. Embora a
radioatividade se reduza com o tempo, o processo de decaimento radioativo pode
levar milhões de anos. O gráfico seguinte representa a taxa de decaimento
radioativo do rádio-226, elemento químico que pertence à família dos metais
alcalinos terrosos e que foi utilizado durante muito tempo na medicina.</span></div>
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<img alt="" height="217" 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TNnIkkSHR0dvPvuu3z++S6trJjMEwgEQowfAKWlpbz22o+ZNGkSiqLQ1NTEb37zG8rLyzVBVhRFiLJAIBBifL9QBfaJJ57glVdeISUlhUAgwIULNfz617/m0qVLoZup04mQmwKBQIjx/RTjYDBIdHQ0Tz/9NM888wxmsxmPx8ORI0d46623tB16wn8sEAiEGD8A0tPT2bp1K2VlZZhMJlwuF7t27eIPf/gDXV1d93RC735b2MKCFwiEGD9aN0mnixDYqVOn8vrrrzNr1iwMBgMDgwN88MEH7Nq1S8swfa8Qy+YEgrGBQdyC20OWZfR6PfPmzeOv//qv+ed//mcaGhro6enhrbfeIj4+ns2bN6PX6+/6XBISSlChr69vVHGV1QHjVhavJEnExsYSFxcnGlQgEGL86BEMBrVlbHq9nmXLltHV1cXPf/5zrl27RlNTE2+++SZxcXGsXr064jt3qMYoisLHH3/M/v37iY6OvmsxDgaDuN1utmzZwvPPPy8aVSAQYvzoEe4PDgaDGI1G1q9fT19fH2+++SadnZ3U1NTw5ptvYrVaWbx48T3xH1+pu4LJZGLTpk2hc98kpOitxFiSJAKBANs+2EZ9ff3dDRQCgUCI8cOCoijExcXx/PPP09fXx/vvv09fXx8nT57k17/+NRaLheLi4rtvJIOBmbNmsnnz5ntS78qKSvQ6vWhAgeAhQkzg3QOSk5P50Y9+xMaNG4mLi8Pj8XD48GF++9vfcvHSxQgXwZ15KyQU+d5M5MmKjKLIYhu3QCDE+PFyWagCm5mZyeuv/5jVa1ZjjbbicrnYt28fv3nzN9TV10W4Eb5X1AFB6LBAIMT4cRNk1eKcPLmAH7/2Y5YvW47FbKa/v58vvviCt/7vWzS3NIsbJhAIhBg/CGRFpri4mL/8yV+ysKQEk8mEw+Fg586d/O6t33Ht2jVxkwQCwbCICbx7RPiE2OJFi/F4vHi9XiorK+nr62PHpzuwWCz88Ec/JD0t/Y6s8HtlzQsEAmEZjxlWLF/Of/p//hNTpkxBr9fT29PLtm3bePfdd2nvaL/t44mtywKBsIwFdyCcOp2OVWWr8Hq8/PznP6e+vp6enh7ef/99dJKOH/3oR6SkpIzamh0YGODq1asjCvOt1hnrdDr8fj+Dg05SUsaJhhIIhBg/3qirLIxGI+vWrUOWZX75y19QX99AT3dIkK1WKy+++CKJiYm3PJYkSVRXV/PBBx9oYjucu2E0mz4URaGuro7c3FzRUAKBEOOxIcgAJpOJDRs2AEH+9//+F5qbm+no6OB3v/sdfr+fl19+meTk5Fsez+Fw3DJM52i2QyuKwsDAgGgggUCI8djDZDKxceMm3G4Pb7zxBk1NTbS2tmqCHO6yuJnVq9frMZlMI07AjcYylmUZnV5MFQgEDxviqXxAREVF8fzzz/PTn/6U7Oxs9Ho97e3tvPPOO7z99tt0dXaNaPWqAqvT3X2TiRUVAoGwjMe8IG/duhVFUXjrrbeor6/XkpsqQYVX/uIVMjIybiqgqojeiwSoQpAFgjFuGaspjMbiUq1gMEhUVBQvvfQSP/3pT8nPz8NgMNDV1cV7773Hb//vb2lpaRG9UiAQYnx/BCg8a7LqtxyLYqxatAaDgR/84Af89Kc/paCgAIPBQG9vLx9//DG//vWvaWhoED1TIBBuinsvQIqi4PP7cDldBINB4uPjx+xrcrir4ZlnnkWn0/PGG29QV1eHw+7g008/xePx8JOf/CWFhVMwGAxaeZ1ON2IG6tFM4IkYxgLBYyjG4dYugNvtxmAwYDQaI8ro9Xo6OjvY9dkuXG4Xf/3Xfx0hDCMJhGpZDz3ncCI02jIjWeXhgja0jiOVuVldbnZO9b48/fTTmEwmfvWrX3Hx4kX6+/vZvXs3g4OD/Jef/YyiadPQSRJerxeXy6VN4A2XG2+064x9Ph+yLIveLxA8TpaxoihIksSVK1fYuXMny5cvZ9asWej1egJyAL1OHxKJIHT3dONyufB6vfT09BATE4OiKHR2daLIChaLhfj4+Btys93tCoKhAhkSpSAQjLBUh7Mihxt0hisTLrKjGRzUa9Lr9Tz55JOYzWZ+9atfUVVVhdPpZP/+/Xi9Xn7yk58g6XTY7XYuXLigHVsJ3r4YqwwMDGgWt0AgeAzEWH34T506xdtvv01PTzezZs0iIAc4ceIERqORoqIiLBYLkiQRFRVFb28vhw8f5tq1a6xevYp9+/ZTV1+Hc9CJ0Whk06ZNLFq0KOIc4WIcLnY3s6jDxfNmQhouxIqi3JABOnygGcl6H1qf4QaOofUZehy9Xk9ZWRlRUVG88cYbnDx5ErfbzaFDh3A4HMycOZO//Mu/JCoqasRs0aMVY1mWmTdvnuj9AsHjZBkHg0FSUlJYsGABDQ0NmEwmXE4XH330ETNnzmT27NmaJSjLMuXl5fT39/PKK68wOOikvb2d4tnFREVFcezYMbq7uzVhMRgMuFwu3nnnHWw2G/Hx8SxZsoSsrCwAvF4v1dXVnDx5UhNOq9XK6tWryczM1MSvqqqKw4cPa/5Wg8HA5s1PkZaWrgloVVUVR48e1cQqOjqasrIyJkyYoIlcVVUVJ0+e1F7z4+LiWLRoEbm5uVo26OrqaioqKhgYGCAYDBIXF0dxcTHTpk3ThPry5cucPHmS3t5edDodVquVefPmsXTpUswWM7/9zW85cOAAHo+HyspKBgYGeOWVV1i/fj1Wq5VAIHBXYgyhZXYCgeAxEmOdTsekSZOwWCx8/vnnIdE6XUVXVxfJyckRE1BqZuLBwUH0ej39/f1YrVYWLFhAamoqHR0dw7729/X1odeH3B1+vz/iM7fbTW9vrybGXq+XQCDwnfUpSXiuu0X0ej2KohAVFUUgIEcImM8XKqOKsd/vR5YDEW4Mt9tNX1+fdg5ZlvH5fBFi6PV66evrw+FwaNa1x+OJsIa9Xi92u12rk8fjob+/H0mSWDB/AWazidjYWPbu3YvD4eDy5cu8++671yf9nrnBjSMQCIQYR7yWK4qi+TunTp0akYxTlmUCgQDTpk1j0eJF7Nixg1WrVtHV1cXevXsxm83U1tZSWloa8Z3QVuKNZGdnA6F8c6pgG41Gpk2bRlZWVoQrYNy4cd+JejBIQUEByUlJmmUMkJSUFCH8kycXkJSUrA0aOp2OtLTUiDIFBQWkpqZqk4oGg4GkpKQId0hubi5JSUnaBJnBYCAhISGiTHZ2Nhs3bsTv92tumLi4OO3zmTNm8Vd/9VfY7Xa+/vprZFnm/Pnz/OIXv6Czs5MXXniBzMxM0XsFAiHGw7srvF4vDQ0NXLxYw9/8zd9q7gT1tTg3N5fs7GwWLV5ET3fICk1NTaW/vx+73Y7f74/wiSqKgl6vJz8/n/T09IhzqUKXlJREUlLSsPVRy9kSE7ENEx1NPZckSSQmJg4bQS1cjG02GzabbcQyNzuOarkDxMfHEx8fP2wZdZVFQUEBOTk55OXl0dXVhcPhoKWlhd///vfY7XZeeOEFpk2bdsP5xbI1gWCMi3FMTAyZmZkcPnyYzMxMdDodx48fp6+vl6KiIjIzs1hZthKCIav0xz/+MT29vQwODuJwOJBlhYyMDO0VXJ3oGs41MZqB4VbCFD6RdrMJweF+H3rc0S7PG7qV+WYhMMMnFadOnUpOTg7Xrl1j165d1NXV0dfXxx/+8Ac6Ozt59dVXWbhwobZkTYixQCDEmNjYWGbMmM6f/vhHSkuX8O2332r+4YsXL/Hss88yfvx4TZzS0tKIi4uj+uxZWlta8Hi9FBfPZvr06cOK1O1YfndaZrila6P9zmiiqd2qfuF/1+l0PP300+h0Onw+H9nZ2bz11ltcvnwZt9vNl19+SUdHB3/1V3/FsmXLsFgsojcLBEKMwefzcfZsNV6fj8ysTJwuJ1u2bMHtdvPBBx9w7NixCDGGUGjJ5557DpfbhQSYzWZ0YbnkxjrqCg2TycSzzz2LzWbjN7/5DVVVVbhcLqqqqvgf/+N/0N7ezsaNGzV3zWjeDAQCwWMqxp2dnVRUVFBSUsLcuXNZtWoVkiSx/ZPtxMbGkp+fH2H1hYtNbEysaIlbuF10ko6VK1eSlJTEm2++yYEDB3A6nTQ2NvIv//IvtF1r46WXXiJ7QrYQYYHgEeSeBQoyGo0UFxezdu1akpKSiIqK4ttD31J+opzp06czffp0ZEVswb0d/AE/Pr8PRVFCQeF1OmbPns0//MM/8NJLL5GQkIAsy/T09PD279/mf/5//5OKigpx4wSCsWwZ22w2ysrKiI6JBoJ8/PHHVFVVsXr1apYtW4bBYBDxEG4DRVHY/sl2AoEAZWVlpKenI8uytrrkpz/9KVlZWfzu97+juamZgf4B9u7dS3t7O6+++iqbNm26YeeicF0IBGNAjI1Go7Zc68SJcn7/+99jNBpJSUnBbrdr1rFg9LS0tOD3+fH5fEiShF6v11ZipKSk8IMf/IDUtFR++5vfUnW6Co/HQ0VFBT09PTQ3N/Piiy9G5NcTgiwQjAExVpEDMjExsTzzzDNERUURHR2NwWDAarUKEbhNTCYTOp1O862rQqqKanR0NBvWbyDJlsR7773H3r176e/vp66ujt/+9rdcvXqVrVu3UlxcLMJnCgRjSYyDwSBIUFhYyJQpUwgEAtpmB3X32+2KwVjNCgLg8Xjw+XwRsSiG3g9JkigpKSE5OZnMzEw+3fEprVdb6e7u5qOPPqK1tZXnnnuOtWvX3rD8TYizQPAYW8bhVlx4XOPw1+TREJBDsR+MRuOYFAxJkpg2bRp+v5/o6OgbPhsqqPn5+fzn//yfyczK5MNtH3LhwgU8Hg8HDhygqamJ5pZmNj+1mQkTJgCROwIFAsFjJsa3erhv5+H3+/34/X4t/OZYFOOysjItb95o7mFCQgIvv/wy2ROyeeeddygvL6evr4+6ujre+NUbNDY08uxzzzJ3zlwRtU0geNwt43vm8lAUFEVGpwanH4NYLJaIBK63ug/BYBC9Ts+KFSvIysri3Xff5csvv6StrY3BwUE++eQTLl++zMsvv8yqVWUkJ6eIJ0AgEGIsuBdvG0PLqq6g/Px8/u7v/468vDy2bdvGlStX8Hg8nDlzhqtXr3Lx0kVeeOEFcnNyRdYPgUCI8cjCIkk6LQnnWMTlDiVwNUWZRi2Y4UGPbIk2tm7dSkFBAW+//TaHDx/GbrfT1dXF+++/T01NDS+/9DLLly8jNlbESBYIhBgLbkBRFP78xZ8JBAIsXbqUtLS0OzqO2WxmwYIFpGdksGP7drZv305LSwtul5tjR4/R0tzC2TNneOnll5k4ceINbo/btc4fRcSqEsHDgE7cgoeXa23XqKurw+l03pV7Q5IksidM4LUfv8Y//dM/UVpaSpQxikAgQFNTEx988AH/7Z/+G7t27cLtdt0gxg+DWN6PuoT74wUCYRkLbiqmJrMJf68/IrXTHVt+QEJ8AmvWrGH8+PHs2LGDzz77jLa2NuwOBwe/OUhrSytnzpzh+eefZ/LkyRGZUb7fexHKaN3V1R2ZUmuEezdSUlo1D2JCQgKxsbERyzEFAiHGgmFFNJSLT77r4wQBidA68KKiIlJTU5kydQqf7viUY8eO4fP6qKmpob29nYsXL/LUU0+x9okniIuNveFV/sG/1ktUV1fz+9+/jdlsxmQyjThI3EyMIRQx0O12YzQaWbFiBevWrRMTmAIhxoKRmTRpErGxsXedgFTNIBIuSikpKTz/3PPk5+Xzpz/9iT//+c80NjZqefcaGxs5f/48mzZt0rZTh7suHqQgB4PQ1naNy5cv84Mf/ABbYiLKXYhxW1sbZ86coaGhQbgoBEKMBbcW0Dlz5uDz+bRkpXcqfiNlI5k9ezaTJk1i8uTJ7Nq1ixMnTuByuairq6O1tZXz58/z1FNPsXzFcrIys24Q5Qf0joDBYCAvL48fvfojrBbrXR2tq6sLSZLExheBEGPB6EhISLivwqdOXiUkJPDSSy9RVFTE9u3b+eabb2hoaMDr9fLtt99y6dIlzlafZePGjR/q6QMAACAASURBVMyeNZuYmJjvxWURkAM4nc67FmOn04nP58NkMolOJhBiLLg7i/ZenwNg5syZFBYWMGdOMZ98sp2KigocDgfd3d1s27aNEydO8Owzz7J69Wpyc0ObRR5UNLh7ffzw5K8CgRBjwYi4XC4CgQAWi+WGoEv3WuBUQTWZzDz11GZmzy7mo48+Ys+ePTQ1NeHxeKi9XMu//uu/cvDgQV5++WUWLFhAWlraAxE1SZJQ/wkhFggxFjwwgsGgFuhn/vz5ZGVl3fdzqpHcJEli/ITx/O3f/i2lpaW8++67HDp0iMHBQdxuN+Xl5Vy+fJnly5ezdetWZs2ahdVqFY0mEAgxfjxpbGzk6tWrTJky5YG5RVSLUSfpiIqKoqSkhJycHA4cOMBHH31EdXU1Xq+X7u5u9uzZQ0VlBWvWrGXr888xefJkQFidAoEQ48cMWZbx+/0PZOXCzQRUkiTS0tLYsmUL06dPZ8+ePfzxj3+ktbUVp9NJfV09H27bRsWpUzzxxFo2btpEVmZWhOtDIBAIMX6kiYoKbVn2+/3fWx3UgcBkMlFUVERmZiZz5sxhz5497P1qL93d3fT19XHy5EkamxopP3mCNavWsHr1alJSUoY91kjiLxAIMRY8VEiSRHZ2tjaB932jWrmJiYmUlZWRl5fHnLlz+PLLLzl65Ch2u532a+3s/XIvF85d4Pjx46xatYply5ZpiWqFtSwQCDF+JJk+fToTJ04kMTHxexOxm50zOzub7OxsZsyYwYE5B/jqq684e/YsLpdL83WfPXuW8vJyli1bRklJCbGxsTfsiBMIBPdIjIeKhLB87h02mw2bzfZQipfazkXTiphSOIW5c+fy1VdfcfjwYS5fvoTb7eHixYvU1tZSXl7O8uXLWbp0KbNnzyb2eryLOxkY9Ia7D+qj1+vFoCB4vMQ4PPzg9xdEZmy4LB7GOoWiwUno9XpKSkooLi5m0aIS9uzZw6lTFTQ2NuL1ejl//jwXL17k8OHDrF27lkWLFlFYWHiD+2Kkaw0Gg8iyzODgIFaLFUVR7liI1R14Yjme4LGyjNXlUOqDom5QEIJ893g8Hvx+PyaT6aGMozC0jU0mE6tWrWbu3HkcPHiQ3bt3c/bsWdrb2/H7/VRXV1NTU8MXX3zBE088wbJly8jJySExMXFU/cXhcHDs6DGSk5NHnNQcKVBQVFQULS0tdHR0kJiYKDqZ4PEQY/UBcjqdVFVV0dDQwKZNmzThuJmVLKzn0XH58mWam5spKiq6IQvHw0xCQgJPPfUUS5Ys4euvv2b37t2cO3eOnp4efD4fFy5c4MqVK5oor1y5kpycnAhLebgBv7e3lwMHDhAbGzuiZTySGOv1enp6eujr62PKlCljNqWX4DG0jD0eD+Xl5fz7v/87fr+fdevWEQwGqa6uJmVcCulp6SiKgtfno7e3l6CikJ6eLgJ6j8IFVF9fz+nTp8nIyHikxFjFZrPxzDPPsGTJEvbv38/u3bs5f/48/f39eDwhn3JTUxN79uxhzZo1rFmzhry8vIhAREMFVv25EzH+7hgKoIYCFX1N8JiIcU9PD/39/WRnZ3P58mUUReHKlSv86le/4rnnnyM9LR2dTkdvTw/bt2/H4/Hw93//99rDoSgKsiyHJmeuT6wIayWEoij4/f479o8+DOj1etLT03l6y9MsWbKEo0ePsnPnTqqqqnA6nTidTi5dukRbWxtffvklpaWlrF+/nmlF07BYLeil0KCt9gm9Xn/LgXwkMVa/L97MBI+VGMuKTFJyEqWlpQwODoYSXbrdfPXVV1gsFtLT0iOExW634/F4aLvWRmVFJQsXLuTq1ascOHAAgMzMTGbOnMm0adNCuXYIWUDhYjTcRM9IKXaGlrmZq2W0ZW5W9mbHuVmdhpv4HFpmaECb2znOzf52qzqNVJ/RXPvQz2VZRqfTYbVYmTBhAqmpqcyfP59Tp06xa9cuTp48yeDgIA6HA4fDQVtbG4cOHaK4uJj169dTUlKCxWLR6hwIBAgEAiiKMmJ73axPKIpCICBr/SpkJY/NN6+bta/gERRjnaTDbDJjNpmJjo4GoK2tjWPHjrF+/frrsQq+s5BiYmK42trKl3/+kvHjx+PxeDh48CCJiYkYDAbOnz9PUlJSSIxvIXTDvcYOfZ0dTtyGisVQ//VwwjKcjzv8d1VwIo6DRHiAMUVRbijDkGOGl5Ekifj4eDIzM7VZ//Bru5OH6Ha+owrXSPdarfNIZfR6vSacoahwJnJycpgwYQKzZ8+msrKSvXv3cuTIEU2Q+/r6aGlpoaKighkzZrCybCX2PjtOp5MzZ85oEewURSHIkIHhemwM5brI6iTd9bRToZUf6MA54MRsNj8ybxz3QzjFbsjHTIzVRlStDLvdzpEjR4iPj6eoqChiBYDBYMDv93Ps+HG6urv553/+Z5xOJ8FgkEWLFpGQkEB/fz9erzdS8HU6LBZzxO9DRfRmQnCzDjeSFXsnAnbDa7N04zGGlgkGg+iG1Emv10fUZ/r06RQWFpKWljqs1Xera7vbv43GXTS0zHCD23BuBYPBQH5+Pvn5+SxevIiKikq+/vprDhw4QGdnJ4ODg1y4cIH6+nrOnDmD1WolOjqaBQsWMHXqVEwmEx6PB1mRRy3G6n2TAzLR0dHMnDnzkZi7uB9iGf4cCR4DMQ4nJiYGv9/PgQMHePnll8nJycHv9+P1erFardqkS2JiIjabjUOHDlFYWIjf70eSJAxGQ4TlGPId6+nq6uKX//Zv2Gw2AoEAXo+HJUuWsmjRIu3cnZ2dfL57N3aHAwgSCMiUlJSwYMECzYrq6Ojgq6+/oru7G0UOTeDMnj2b+fMXaFZ9R2cHhw4dorWlBVlW0Ov1FBYWsnjxYm2jQk9PD0eOHKG29jJIEnqdnokTs1m1ajUxMTFAKJPxkcNHOHeuGr3eQDAYJDMzk82bN2M2hwaWQCDA/n37OHP2DCaTGa/XQ1bWeJ555hmtTEpKCvv37+fjjz9CUYL4/T6ysyexdu0abVmWLMscOHCAmos1yNfjWGRnT2Tp0qWkp4fcRH6/n6NHj3L+/Dncbg/BYJD09HRKS0vJzs4GwOfzcfr0aU6ePBkaECVITEhg+fIV5OTkaHU+d+4chw4dwuf3IRGydNetW6eVATh//jx79+7VrHidTsfTT29m4sRJmgBcuHCBffv3QTCIwWhEr9NrbomTJ09SUVFBc3Mzbrebmpoa9Ho9aWlp2O123G43U6dOpbi4OGKreISVfj0Da/jgNdKk3sNsHXo8Hurr60MT4LcQz5tlwx5qPNhsNiZOnCiynTwuYhze6JMmTWLatGk0NTVp8W0/+eQTfD4fGzduRJIkoqOjWbFiBQsWLGD37t1MmDABq9VKRUUFXq+XpqYm8nLzIoxLn99HW1sbLqcLv9+P2+1mxgxHxMPj9/u5du0aXd3d2u9Tp06FsFdYn89HR3sHbW1t2oThpEk5EZmX/T4/nR2dNDeHxNhg0JOSkhJZxu+nu7ub5uYWzeqLjo4mEAh857YIyPT09NDc3ILRaERRFAwGww2vxT29vTQ2NmG1WnG73URFmSLKKIpCZ2cnjY1NSJKE1+vFYrEiy4GINujt7aW1pRW/34/P58NiseLzeW/w17e2XsXpdBEMhuIWezyeiOM4HA5aW1txu92hLMouN263O6LM4OAgra2teL1eJEnCYrFElJEkCZfLRXNzMwRBCQYxGPQR55IkCafTSUtzC/5AAFmWiYmOZunSpTzxxBOUlZXx3nvvcfz4cXp7e6mrq8PlctHe3s4XX3zB4cOHKSoq0jaaTJs2jfT09EgrXRrehXUrf/rDiMPhYNu2bTgcjlum4tLpdFofUu9H+CAlyzIul4uUlBRee+01bcAWPARvQMFR9MYTJ07wi1/8gn/8x39k+vTpw4pxS2sLb/zqDbKysnj11Vepq6vjf/2v/0VGRgZ/93d/h81mo7KykmAwSFFREYcOHSIhIYErV66g0+no6OigubmZJ598kvXr11NTc4G//du/QVHgl7/8JdnZ2Xi9XhRFwWz+zketCqTL5dI6XTAYxGw2Y7GYkSRdRBnVQpckCaPRiMVi0V5VVbEPF1+DwYDVatXKBAIB3G43gUBAs0JUf7ja+dUOr5ZRfcFxcXERD4jL5cLn86HT6ZBlGb1eT2xsbER9HA6HVg/1XFarBYPBqJ1LrY9qiRoMBiwWM0ZjlHYut9sdEY4z5P6xRKwJd7vd+Hy+CHeD1WqNKOPxeDRXknosq9UaYWF5PB7cbrd2fxRFISYmZsQykiRhNpsxmUxIksR7771HZ2cnBQUFHDt2jDNnztDY2EhXV1eEBThx4kRKS0tZuHAhU6dOJTs7W3tDGc5t8ijS2NTIP/y//8CMGTOYP39+xJzI7VjG6oBeXV1NQ0MD//W//lfy8vKECj4AXC4XP/vZz1iydAk/fOWH989n7PV6qaiooLa2lhdffAGPx8OBAwfIzs5mypQp2tbT0tJSrXNs2rSJ1tZWLl26RHp6GjExMej1ei3sYpDQGlCdTkdCQgJWq1WbyBraEQ0Gw003DAxXRn1AhztOXFzciJMdBoPhlrEVdDrdDWXUASD83oWLxnDX1draSn19PZMnT2b8+PHDltPpdDccZ7gyVqt1RFFShXekLcKqJRzuGhhOFMxms+ZqGW2ZoeUaGhqQZZl169axfv16Tp8+zZdffsmJEydoaWmhq6sLr9dLc3Mz27ZtY/fu3aHJvpUrmTNnDllZWaSlpT02yyQtVgsli0pYvWr1XR1HlmUsFgudnZ2P9JJJ4aa4Cf39/XR1djFnzhwSExPZvn07Op2O7OxsBgYG6O/vH/ahzMjIYMWKFXz++ec4HA5WrV7FnLlz1EdzxIf5VhbPSJ/favXE7QY+Gq7MrVZp3KxM+LU2Njby5ZdfEhUVpYnxaO7F0DI3s6LuxbUON6jdSZmh9ym0BC2Ax+MhOjqa4uJiZsyYQWtrK9988w379u3j8uXL9Pb24na7GRgYoLy8nIqKClJTU1myZAnLli2jqKiIpKSkYQesR+b1VZJCE5HK3btUhi4VFTxmPuO4uDg2bNigvZ4fO3aM2NhYgsEgra2tpKenMWvWrBtenSRJYuLEibz22muh0d9iQa/Th2mxdONyMLjl7/ezzK3E/W7ONdzfh66nvZ/nupNrvV/3Wl1bHC4cBoOBiRMn8uKLL7J+w3qqTlexd+9eysvL6ejowOv14vF4aGlpYceOHXzxxRfk5uSwdNkyli9fTk5ODtHR0fcluev9RHcflrSJ5WyPmRirD4vBYCAtLR1JgsHBQX72s/+CLCucPn2apKQksrLG37RjjOa1fywzlnYjhlvLCxcuxOVyDVsuKiqKlOQUli9fzty5c2lububIkSPs37+fmpoaXC6X5pN2OBxcrq3l008/ZcqUKSxfvpyFJQuZMGECRoNRdDDB4+OmUGdv1YE2Jiaa4uI5BINBTCYTdrt92LgKN9u1JUbs7zCbzSQkJNzgWx0LLFiwAEVRMJlMN3XDGI1GEhMTSUxMJC8vjzVr1nDhwgW+/fZbjh8/TmtrqzYJ2tfXR1tbG6dPnyb9o3SmF01n8eLFFBcX37CiQGyIEDySYnyj9fbdMqLJkycjy7ImJiO9qopOfyOTCyaTnJJMSnLKmLje8D4w0gA0XF+Jjo4mLy+PnJwc5syZQ319PdXV1Rw/fpzTp0/T09OD2+2mtbWVq1evcqnmEocPH2b8+PEUFRWxYMECZs6cSVJSkuiLgkdXjIdDXYImuHOSbEkk2ZLG3HXf6cSiahhkZmZqiVNXrFjBpUuXOHPmDKdOneLixYvY7XbsDjt99j4uXbrE6dOnOXjwIDk5OUydOpUZM2ZQVFSEzWa76XlGioMiEDxUYiw6671QJW7YWv04E7454erVq/j9ftLT028rsH64cFutVqZMmaL5ii9evMi5c+c4e/Ys1dXVNDY24nQ66e7uprOzk8rKSpKTk8nJyaGwsJDCwkKmTJlCQUEBycnJEX05PEaIiM8teOjFWHB3yIr83e4xnRQKdDMGrGKdTseJEyfo6uxiw8YNZGRk3HV/S0hIYOHChSxcuJC2tjaqqqo4d+4cly5d4tKlS7S2tmrC3N3dzalTp0hMTCQ/P5+ioiIKCws1N0haWtoNEfUEgodWjAV3T2dnJzU1NWRPzI6I/fA4o84/XLt2TbNc77X7IyMjg4yMDJ588kkaGxupqKig8nQlV2qvaCmZBgcH6enpoaenhxMnThCfEE9ebh4zZ86kqKiISZMmkZmZSXp6+iO3VE4gxFhwm7S1tbF9+3bWr19Pbk7uY3+94dbmcOvL7+XbWvg694kTJ/LU5qdobGjUghTV1tbS3t5OT08PLpcLh93B6dOnOX36NBaLhezsbGbNmkVxcTGTJ08mLS0Nm8024m5IYUkLhBg/ouj1egwGw5hZaxwuVkajEaPReN+ufagwGvQG8vLyyMvL49lnn6WlpYVTp05RXl7OxYsX6ezqpN/Rz+DgoJadpLa2lj/96U+MGzeOadOmMXfuXKZPLyIzM4uEhARiYmJEcl6BEOPHgfCcb2ON3NxcYmJiIgJC3e/7rAq/0WgkJyeH7OxsNmzYQHt7O2fOnuH4seNUVVXR3t6O2+3G6/XidrtpaWmhvb2dQ4cOERsbw4QJ2cycOZM5c+ZSWFhASkpKRMClezWAfF/HEIwxMb4egXZM76VXA/Pc7UP8KFJSUoIsy0RFRT2Q1QrDuTBCEfKs5OTkMH78eMpWltHb18elixc5efIk5eXlNDQ0aBHxnE4nA4MDdHV1U1NTw2effYbNZmPy5MnMnj2bWbNmkZubQ0xMLAaDYdiEA8PVSVHu3fWr5xDxKYQY30avUVP1jN3Gyc3N4fXXXx92vevjzoMMej6auBmq2yQuLo6szEzmzZvHiy++SHNzM2fPnuX06dOcO3eOzq5OAv4A/f39OBwO2tvbaWxs5Pjx48TFxZGSkkJhYQHTp4fWMufm5mA2W25ptarxpvv6+kY0UEYKoanT6fB4PPT394vleI+jGN8qAejQwEBDrY+bHUOWgwSDjOmZ6tjYWGJj40QvfUhQ41IbDAZsNhs2m42cnByKi4vZuHEjHR0d1F6p5fy585w9e5bLly9rPuaBgQGuXr3K5cuXqa6uZt++/SQlJZGamkpeXh6FhYVMmzaNnNwcDPrIx1Kv1+Pz+fjmm29ob2+/rWSsQ8XY5/PR2NiI1+t9JFJOCTG+AyG22+1UV1czu3g2MdExEYHFbxBaRYZgeFyLGy2TwPUUQmqy0rGILIcSbuok3Zhb1+pwOPB4PMTFxUXET/6+3UbDGRNxcXHExcUxadIk5s+fT3t7O1evXqW1tZW6ujouXrxITU0NTU1NeDweent76enpoba2Fr1eT2JiImlpaaSmppKens7ESROZnD+Z3NxccnNziY6ODiVwaGlBlmXtuRpOkG8lxmqmmoSEhJsaSoJH1DKWJInz58/zH//xH9jtdqZMmUJMdMywD1dFZQV+n5+ysjKMRqOWueJmQi/LMgaDYcx2lPB7M9Ym8aqqqmhoaKC0tPShyUYxmlgqOp1OW8c8b948PB4PjY2NNDY10tjQSFNTEw0NDTQ2NtLS0oLH46Gzs5POzk6tzRMTE5kwYQKZmZlkZ2djNpu5evUqHo+HgYEBLWtKIBDQjBZZCYm0hKRlzFY3CWm/SxKKHMr6kpiYKAT4cRJj1SKurKyksrISvV6PJEn4/X7+9Kc/MXXqVKZNmwaEknR+c+AbPG4Pq1evxuVyYTAY8Pl81NTUaGs+ExISNEtY7SxD/Ye3sw11NEHob+WvG+1bwt3WZWiZwcFBKisrmThxIhMmTLjn5/s+rn20Vlhrays1NTXMnj37gdzrO70/t7ous9msba1WnwNVkOvq6mhpaaGpqYmWlhY6OzsZGBigr6+PgYEBqqurURQFi8WCwWBAlmVkWSY+Pl7LZJKamsq41HHEx8dr6bsC1/MKhlvPwWAwtLVeCQ0YEyZM0PLpCVF+TCzjQCBAQUEBmzdv5ptvvkGWZSoqKvjkk094/fXXNTFW0wMpikJtbS2tra3MnDmTs9XVnDxxAlmWGT9+PCUlJeTn52sdxO12U19fryUGTUxM1ALXQyiXWnd3d0THU8uEH6Ovr0/LEydJEnFxccTGxmrLmTweD319fVoOOJ1OR3R0NPHx8ZqF6vV6sdvtWnJNNY+czWbTzuX3++nr68PlcmnHNpvNJCcna2UCskzv9c0EqqvGarVGlFEUhZqaGv7t3/6NFStWsHHjRkwmEzabTRusZFnWMl2o126xWIiPj9cGMFmWsdvtETkC1TLqKg1Zlunv72dgYEBrV6PRiM1m046jKAr9/f0Rkz96vZ6kpKSIwdLhcGC32zWB0ul0jBs3TlsVoZZRc/upb0dJSUmYzWbt+g0GAx6Ph+bmZs1VFRcXF7HUTc0ioyaDVcuEb7xwOp04HA78fr9meapuBRWXy6X1D7XeCQkJEWXUfqYms5VlGZvNRlxcnHZdXq+X7u7uiNyH8fHxWu5DdXVMeno6qampzJ8/n46ODq5duxaa6GtqpKW5hcbGRlpbW7V8g263G4PBoK05Vy3kcePGYbFYSE5OZvz48YwbN44kWxKJiYmjcu0ECQoXxeMkxsnJySQnJ9PS0oJer8fhcPDZZ58xY8aM6xmav3vl1ul0XL58mY8//pj8/HwcDgdnzpxh2rRpKIrC0aNHsdlsEWLc1dXFrl27iI+Px+l0sm7dOmbPnq11os7OTnbu3KklG5UkiRUrVjB79mzNxdHR0cHevXux2+0Eg0GMRiMLFy5k9uzZWqft6OjQJkhUa3zGjBksXLhQywvX3d3NoUOHaGxsRJIkoqKiKCwsZMWKFVqEuv7+fr755htqa2u1ycfJkyezYcMGTUS9Xi8HvvmGy5cuYTab8Xg8TJ06lc1Pb0Z3PYGqz+/jzJkzWgAbt9tNTk4Oq1at0gYan8/HoUOHqKurQ1EUZFmmoKCApUuXkpKSomWAPn78OBcvXtREa9KkSZSWlmoxHzweD5WVlVRVVWlik5qaSllZGZmZmaH6+HycP3+eo0ePan7+hIQENmz4LnZEMBik5mIN+/ft1xKoms1mfvCDH5Camqq1z8WLFzl48KA2ECQkJPDkk08yfvz4iMGoubmZvXv3UlNTQ0JCAkuXLiU/P18bHGtrazl+/LiW1isxMZGSkhKKiorQ6XQEg0EaGxs5fPgwvb29SJJEbGws8+fPZ968eZrwtrW1sW/fPnp6erQlZ6WlpSxYsEDrvz09PXz22Wf09/djMBjwer2sWr2KhQsWatfV29vLzp076e/v18R46dKlzJ8/X7uujo4OvvzyS3p6erQBvaSkhJUrV2I0GhkYGOCrr77irbfeoqOjg5ycHAYHB7Hb7QwMDGgTgleuXKG+vj6UkkmnIzommglZ48m9Hj9jYvZEsiZkkZKUQkxsjLZmO9z1JSGNqUBUj70Yqw+hml24pqaGlpYWXnvtNbKysiJcGoFAgJqaGoLBIFu2bGFwcJAoo1ELV9jR0THskh2j0YjBYCAqKgq9QR/5aiWFPg/PYDzUD63T6bQyanaRkcpAKJvE0IlDSZK0eqhiPNxqD7WM+tkNxwGMBgMmkymiTqoQh9dJFb6b7cZTzxUMBgkEAjfsWguvs/r3occJL6OK8XA7x/R6fcT1DrdDTq/Ta/cuGAxq9yq8zXR6XYRVrh4n/HxpaWlMnToVk8mEwWDAaDTess2Gq094GfX/hx5HvS613qrhMLTto6KiQn1Qr4/oZ8P1RVWMh6uzej3hLg71PsTGxrJo0SJOnz5NQ0MD//2//3c8Hg8XLlzg4sWL1F65wtXWVvr7+/F4PLhcLrxeL/2Ofs73X6Dm4kV0utD9jYmJISMjg7y8PPLz85k0aRJZWVkkJydjsVgwmUyYzWYRW+MhQQqOYmboxIkT/OIXv+Af//EfmT59+g2fy7LM559/zi9/+UsKCwvJysri2Wef1YKoREVF0Xq1lQ/e/4DKykomT55MRkYGU6ZM4dSpUyxZsgSbzcaePXvIzc1lw4YNVFZW8jd/8zekpaXx85//nHHjxqEoyg0Pk5q4cmgG5+HKhPsBVXHTJjYUJSKVvWpxqH5w9dVU9cWFlwk/jiqKsizfIAjh51KPFf46H14mSJDay7X88pe/ZPnyZWzYsFE7V7hoqXUOnzG/kzKBQEBz9YS7CtT7qF7X0DKqaGsumOuTSuGz+uGCrPaXoWWGCqnf78fr96LjuzYIH0TUwV1dXaD+TW1XtY7quYaWCRfSoWWGXvvQMmob3tAXgwoBfyDCT6u6F26nLwJ89NFH7Ny5k3/913/V+r7f78fldtPT3U19fT0XLlygtraWhoYGOjo6cLvd+Hy+0ITe9X4aLv4mk4nY2FhSU1OZOHEiOTk52oaWcePGERMTo9X3VhPnIt7G7eFyufjZz37GkqVL+OErP7x/lrFeryc7O5u8vDzq6upYt24d58+fZ8+ePRQUFLC4dDE6SYdOp6OwsJBVq1bx/vvvk5WVhdvt5sMPP0SWZfx+f4RrQ30ooqOjb7oJIPzBGql+tyqj0+luudFgNMdRrcqRrA2dThchvsMeB4msrCx+8pOfMG7cuJsG6h/N7rzRlLmVdaRe1y1ftYaIz52WUa3QOz2OKhL3qn+MqoykR2+6++NAaI250WjUfN1q/zSZTCQmJJCTk0NpaanmP25vb6e+vp7a2lquXLlCa2srnZ2duN1uFEXB6/Xicrno6e2htbWV6upqoqKiMJvNREdHY7PZyMzMJCcnh0mTJjF+/HhSU1NJTk4iKsqkvS0MfcsRPGRuCtV3rFrCdrudrq4uEhISOHToWwYG+nnqqc2sWbMGCMUdUEfsSZMmMXnyZFwuFw0NDREWZbhFNhYxm80UFRWJw5VO5QAAGSdJREFUjj8GKSoqwmq1EhsXe9MB3Wq1YrVasdlsWhQ5p9OJy+XCbrfT3t5Oc3MzDQ0N1wW6he7uHgYHB/G4Pdo8izqwnT9/HovFgsViwWwxY0u0kZSUREZGBhMmTCA7O5vMzEzGjRtHfEI8piiTaKiHRYzDX1Xa2tpoaGjg6aefxul0amuOz58/R1tbG0ajkWnTpmlW4eLFi+nt7aGuro7z58/T09NDfl4+BQUFEccWjqTv7vVYEmWfz4fP59Ner8caWVlZZGRk3DJqXXi/UC1nm81GVlYWRUVFuN1ubWu23d5HV1c3bW1tNDc109zSTHNz0/UldYMMOgcZ6B9ACSoRbx7R0dHExMQQGxtLdHQMiYkJJCUnkTpuHBkZmWRkZJCZmUlqairx8XEYjVG37d4QqzruwTpjgL6+PiorKzGbzVoyyH37vmZgoJ/BQSfjxqVqjRtOQkIi8+bNIyk5GY/HTX5+/g3race0Do/hbBJXrlyhoqKCyZMnR6xqGCuoRston8GboVq6qamp2t+8Xi+9vb309fXR19dLV1co7VR7RzttV9toa2uj/Vo7Pb09OJ1Ourq66OzsjHD9hNwbVuLjQ0sAExMTiYuLw2azkZRkY9y4VNLS0khJSSElJYXk5GSsVutN6yve/u6hZVxUVMSMGTOIiY3RFuuPHz+B48eP0d7ejt1u1xaZh4+E+fn55OfnC+UdBrvdTlVVFdnZYyfTh0pnZydnzpx5ICE0xxomk4n09HTS09MjnkeHw0FXdxfdXd1a+qmuri46Ojro6uq6/tNJT08vTqcTp9NJe3vHd1atBGaTGavVSnx8PElJoTXP8fHxJCYmhoQ6OZRkV43tERLvJG356L3Qo3CBf5QmGu+JzzghIYHFixeHrOTrGXfVjQoXL9VQX1+nbZQYeqPCb6AYHW8U4z/+8Y+sWLFizImxwWDAbDaPyfChAL29vTQ1NZGRkUFKSso9C7I/VLBUIVXXjSckJJCf951xFAgE6O3t1US5s7ODzs5Ourq66O3tu25dh37sdru2Mai3t5f6+nrtHOomquiYaBLiQm6OpKTvflSxjk+IJz4untjYWG1zTlxc3Kj6wdBYHMPFvXns3RThmM1mysrKuHr1Kp988gkBv8yChQtJSEi4wS8kxPfWguR2u3G5XGPu2tWlXGN18vbq1avs2LGDsrIySktL75kYjyZc6NA+OG7cOC2byXci7aenJyTS7e3ttLe3axZ0b2+vJsrqRhX1p7enl+6ubmqv1EYYZUajkfj4eM2KVl0bNptN+29cfBzxcfHExMRok5fqT/iOw0d1xYfhXj9AUVFRrF+/nqNHj1JRUcHChQspWVRCVFTUsIvgBTdHr9dHrEsdS9hsNgoKChg3btyYbHt1E9XAwMBDOZltMBhJTU0lNTWVoqKiG97oent76ejooK2tjWvXrtHR0UF7ezv9/f04XSEXh8ftwe12az8DAwM4HA6ampoi+r8q1gn/f3tnG9TWdebxn64AvYCQhLCwUYwwBvMWwC/BMbEd22TicSauk3i6iZtM25m0k5n17HY/9WM37WZm02yn2+lMp52mO918yEwmcbqJ29iOnfiFgGMcsMEQHNtAABPMiwQCJGG9az/I90YoIIMBIZv7n7kD0pV0z7nn3P855znP8/wNBoxGIwaDQYr8jT70ej3p6elotVrUarUkzJCWloZKpUqa7H8JIWOFQiFKdLBt2zYeffRRiXxFB3QZ8yNjk8lEesbKs5uWlpZSWFiIUims2LZXKpV4vd6kJON43g+iuSPWtBYIBpicmGR0dFQiZzEvx/DwMHa7HbfbjdfrxePxSB414uFwOBgdHZWCrYBpQUAqlQqDwRAxd9yxWYtELZpDskxZ6HQ6VCpVJCAtNU2K8hSPaJNIKBREEBIzgVx0Mo5W942GTMTzR4Yug4MHD5K9KnvFktFKhUqlQq/XT4sKTSbciwkgRfltUv6ioiIpSlA8vF4vDocDm82G3W5ncHCQkZERibhtNhtOl5OAP4DP55uWoS4YDOL1erl1K+INIgaoiP1I9E4R83gYjUaMBmPk7x17dfRhNBp56CELeoMeQoqE8JcsSJrE0Kg1bNmyZV6pJ2U8GMjOzqa2thadTvfAiivEDrgajQaDwYDVap1GtOLeQTAYxOVyMjw8IhG2eIibijabDZfLJRF8NFGLSfknJiYYGhyaRtJiaLtYnrS0NH7+85/z3HPPkZKWmImkTMZJjLmGID+ImE2cc6UgMzNTGogf1BXCbNJr8dMFrKawsAi/34/f75dycXg8Hum1y+VibGyMsbEx7HY7o6Ojkl+1qLIyNjbG1NSUlG9EDBsXI37FdK6JfP5kMr5PsNJs7l9//TV1dXVYrVaeeOKJFdfeYua1B32yca+DrZj/JZ5/st/vlzYHRbuzxxPZNPR6PbhckUhh0S1PPEZHRwkEAuTlrU3oqlQm4yTG1NQUra2t5OTksH79+hVVd4/HQ0dHBz6fb0WSsYyFI1rROx5Ewp6ampLSkvp8PgoKChLqqyyTcRLD7XZz4sQJtjyyJWl04BIF0X90peYo8fv9DA4OMjExQUlJiZxzeIGmkFhSjf5fDBnPysqacUUqk7EMAoEAw8PDOCedK/IhiiwnvSuy7X0+Hy0tLXz55ZdYrVaZjBfRJBKPtGPDpxNpGpTJOIkhSgfFphVdKTPj8vJysrOzV2TbKxQKXC4Xvb29KzYKcTFJ+G5knAxRe0lPxoIgzJpY/UFHZmYmq1evnjWn7YOM1atX88KhQyhXqH+6Wh1JuCMml5fx4COpyTiyVJ2iv7+fVatWSYmFxOAS0Q0mGdyexLLF6qdFL33mO6Lf9njYvHkzZrNZEt2M91uxbkLR78fqtcUmaIpdnsV7Pdf63O2zYplmWwqm3vGvFRW7l7rtxPu03P1JlJQSkyUtdf1lLE4fWmi/SVoyjhjdg3R1dfPGG2+g1WolP0AxC5RarU5I4vF4ZBX7QIvx8NHLnnvdhIomibNnz855SRZ7vbS0NLRarWT2iEewiSBjUahUo9HE9aGNvva9Xne2NIqznU9PT5fEQpez74fDYbq6uoCIBqXZbJY0E+Pdi7n01YUOoqK2n/jsxUs+NNPv3K2/zXWiEPuciFp/i23nna2M4uvMzExMJtOCXRGTloxT01Ixm80EAkG6urqm3xAFhENh/AE/hJfezjPXDgFIUT/3Ql4zXVck0JlUs+dKxtHx+8lAxuK5+fhwLjUZx664kmGmJfalpqYmKWnO3Qg2EWQsisPOtqmYaDKO7uczKagvFRmLz+T+/ft56aWXWLVq1YNHxuFwGGuelVdf/SUej+c7nVB0VfF6vZLK8HKTsQiv1zvNzjeXjj2T2SD6/WiiiH4v9rOx58TXYoRStKr1cpKxIAiSQGa8hOCJImPxdTAYlKKykoGQlUol4XCYyclJqU/NpT8lYmYsBlDMNHgtFxn7fD68Xu+iu6PFI+NwOIxKpVqU6yXtzFin07Fp06b70nY009JtuWdY4o58MtiMlYKSUDiSrzj6wRHDYEVijP6uIAgolUopfDXavivmIZiNgOdCxuKqRkzMk0ztFwgEpIFUEIQZV0nRZrHZBt3FImNAyhkRvWcT7z4ngozFPBSJImPx0Ov1dw0sue9txvcj5lvutrY2nE6npJTidDo5e/Ys/f39ZGVlUVtbS05ODteuXaOhoYFQKERFRQU1NTUA9Pb2UldXx/j4OLW1tVRUVHynPMmWAW3SOUlfbx+rVmWzevW30j9Op5Pr169jMpm+o4UYDAbp7+/HarVK91hMFmOxWBblYZAhY6ED50J4KynJeCUkhXG73bS1tfH73/+ewsJCtm/fjtPp5NixY7S1tWG1WmlsbMTn81FVVcWJEyew2WyUlJRw7tw57HY727Zt45133mF8fJzMzEzeeecdHI4xHn98V9J21J6eHhoaGrh58yYqlYqqqkp27nycq1c7OHXqExSAx+tl+/bt7N69W5oNnzx5kpMnT/Lqq/9OdvYqzp07x4ULFwgGgxgMBmpqatiyZcu0Dd77AYFggBRlijQzFz1yYjFbbpJQOISgEBLajtEzcKfTydjYGLm5uStSxXsxIQd9LBNaW1upr6/nxo0bkprF8PAwn39+nj17aikuLmbNmjVkZGQwNjaG2WzmySefpLKykr/+9a8cOXIEo9FIX18fL7zwAhUVFbz22mt8/vkFtm2rSdokMy0tLYyMjPDoo4/S0tLC++//jbVr8zh79hy3b99m544d9PT10tzcTE5ODhUVFXR2dvLWW//L6OiYZHL5+MQJ0lQqtm7dSlNTE3V1dZSVlaHRaO4v3TNlCvX1nxEMBqmorMSUZaK3t5fGxkbC4TAFBQU88sgjKJUCX375Je3t7YyNjbFu3Tq2bt2K3qDnWuc1LjZehHCYTZs3U1FZgTIBCdHdbjfHjx/n4sWL/OQnL1NRURmHxOFBn2M9sK5tDzoEQWDr1q3cuHFDsvHdvj3F0NAQt24NYLfbJfXs7OxsqqqqMJlMOJ1OQqEQOp2O7u5uzGYzBQUFZGdnU1hYKOmQWSyWpKz32rVrKSwsJC8vj76+vjuDRpiSkhIqKytZu3Ytbe1tHHnvCDabjdFRO3V1dWg0WkpLcxCUSkZGhhmfmODQoUPs3r0bgAsXLtDZ2UllZWXSt330LLevr5c//elPmFeZKSragM1m48SJE3R1drHKvIobN26QlpbGmjWrOfbRMRyOMTJ0GQwMDKBWqykpKeHoh0e5desW6enpXLt2HVWaitKy0iWvx+DgIKc+OYXNZqOh4Tz5+evQ6XRM3Z7Cc9vDwMAAXq+XwsJCSRl+cHCQvr4+dDodGzZsIDU1FafTSXd3N263G6vVisViWZG5u2UyXiaINt+PP/5YCujwen0MDQ3z1Vdf8dhj2zlz5gwOh4Mf//jHEhH/4x9/p7+/n2eeeYbOzk5xSAYiu+9TU1NMTEwkHRmLD1d1dTU+n4+TJ09y/vx5cnLM5ObmUlJSKq0O3nv3PRSCAovFQmNjIyjg8OHDfPzxx6SmpPJ199eEQiFpWazRaHC73fT09CQ9GUdvPjmdTt5//29MTd1mldmMSqWip6eHzs5Oamtrqa6u5o9//COXLl3CYrHgcDjYXbuHiocraGxsRKvVcvXqVTqudvDaf7yGwWDgF7/4Bc2XmrHmW+Oml1xIO4qbir29vegydOx/ej/19fUMDg6i0+lobmqms7MTt9vNrVu32LiximeeeYaBgQE+/fQ0g4ODBINBduzYQXV1Ne3t7dTV1UmbYfu/9z3WFxSsOHUgWQspCWZJIlF5fV40Gg3/+i8/48UXX+T5559HoVBgt9sZHx/no48+oq2tnV27drFj5w4MBgMej0cKGfb7/ajV6qTdzBJ3u91uN9nZ2axbt47e3j46Oq4SDofp7+/n7bffZmx0jKf2PcWkc5K6us9IS0tjeCQibtnU1ITdbv+Ov3SsdlkyL2Ujrn0empqbcDgc7N27l+LiYrxeL/n5+RiNRhoaGqivr2dkZASz2czg4CBOl5MvLn7Bm2++ycDAAJZcC98MfIPD4cBisaDX66mpqZHki5ayDoODg7S3t1NUVERx8Qbcbjfd3d2EQiGam5tpbW1lx44dVFZWUl/fQGPjRf7yl//B4XBw6NAh8vLyOHLkCOfOnaOjo4NQKMT27duZnJzkZl/fiszHIs+MlxmBQEAKdzUajKxbl8+kcxKXy4Xb7Uan0+Hz+XjzzTe5cuUKL7/8MpWVlXhue7BYLJw+fZqBb74hMzMTu92OyWRKWhOFy+Wivb0dXaaOmpoaNFoNNpuNGzdukKnP5M9//jOE4aev/JTKikpOnjpJe3s758+fJxgMMjo6Sl9fH4cP/zOpqalMOiMrisnJSTQaDfn5+ffNANzT08PRD4+yb98+AoEAt27dwul0kp2djUaj4dKlSwwPD0v9Y3x8nK6uLoxGI4WFhZw5cwaXy4UxyxhxCVRGXMyysrKw2WxzChJaCLq6u/ii6QtqttXw1VfXCIfDNDY2RtRJBAUbN25k06ZNuN1uUlJSOH/+PFeuXOH111+ntLSUnJwcuru7cTqdGAwGPvvsM9RqNeXl5ZSWljywUlMyGScx1Gp1JJLwjj11z55a3n77bYqLi7l27RoHDhzA5XJx5coV3G43Fy5coKGhgfz8fB5/fCdarZqjfz/KubrPIi5yO7YnrWaeIAgcP34cpVKJNc+K3WZHKQiYTCY+/OBDbvbdZNeuXTgcDlpaWihcX8hvf/tbADo6Ojh27Bgvv/wyZWVlfPrpaS5fukyOOYfW1laUSqWkRpzseoFTU1NcvPgF/f39fPLJJ7jdbux2O1qtVvKdfuONN1Cr1Zw6dYqjR49SUFDApk2bePbZZ6msrGRiYpyenl7J/zoUCqFAgc1mk1YKSwWPx0NXVxfBYBCj0Yjb7Uav13Px4kWefvppFCjQarXTIhqDwSChcEhqH6VSSVpqKgpBwc7Hd5KZmUlXVxenT59mfHycl156CY1GI5OxjMTYDkPhED/60Y8kscWMjAyefHIvarWakZERDhw4wNatW3G73Rw+fBiIqBf4/X70ej25uRZ+9rN/o7n5Ek6nk507d1BZVUkwFEzIbvp8TRQarYbnn3+e+vp6fv3rX6PVanl6/34KCtZx5swZAoEALS0ttLa2YrFYeOGFF6iqqpIGrZs3b1JVVYleb+CHP/whp0+f5g9/+AN6vZ4DBw7cN65VgiCQl5fH9u3bpUi21NRU0tLSuH37Ni6XC61WS25uLgaDgZSUFIqKirh8+TJ+v5+0tDT8/gB6vZ7i4mKu37hOf38/+kw9jY2N7Nu3b0lTj16/fp3enl727t3L/v37Adi4aSO/+uWvaGlpwW63s2bNmm/7eShETk4OhesLOX78OA6Hg6tXrxIIBiEMH/zfB4RCIfLz8xkaGmJsbEw2U8hIPMrKyqSlK0BWlpG9e/fidDoxGo2kpqaSnp4+rXOLfwVBYMOGYnJy1uD1ejCZTJFZUjiUdLNDsSwbN24kNzeX3t5e0tPTWb9+PYIg8Morr+CeckcGpkAQrVY7LfBjzZo1fP+fvo9GE9mUqq6uJicnh8HBQUwmE1ar9Tth48kK1R2XvIcffhi/309zczNDQ0NUVVWhUql49913ef31/yQry8TExAQHDx5ky5YtXLt2jbfeeov33n0XFAoOHjxIwfoCurq6+N1//47MzEwEQaCoqGhJk9F7vV4KCgp44oknMJlMEROb0ciLL74oeYqIqxSz2czmzZspLy9n06ZNNDU10dbWhsvlYs+eWioqHqa9vZ2rV68yPDxMVVUVmzdvXnGzYpmMl5mchKj90+idY1EGJnpJF0tq0YSj12cC327aJTIIYD6zQXGZajabJd9qESUlJXG/r9FosOZZp/1efn7+fWMnjoZSqSQ9PZ309HQAdj6+k6mpKbJN2ahUKg4cOEB7exs+n5+cnBwee+wxMjIy+MEPfsDVjo6IFFNpKdXV1aSkpvDsc89y+fJlwqEwRUVFEhEuFTZs2MDatWunJcYRBIGnnnoKtzsyoBoMBsLhMHl5eRiNRjIyMlCr1Tz00ENMTEyQkpLCQw+tRavVkJ2dTXFxMS6Xi6ysLGniIZOxjITPFhf6mfsFyThILDdCoRBGgxGjwUiYSPRgWVkZZWVlUk5jcVAuLy+nvLx8mp9yOBymqLCIosKihCmIGwwGyW84+poZGRlkZGRMM8VFTywALBbLdzaYU1NTsVqt074n+xnLkCEj4Yg2PUUPwtGbcNFhyCL5RXtMiO+LrpJLSWax5Zzp/ejBJnpDOZpoY8t4v5iZZDKWIeMBXR3N5P0Sm6ksXqrK6MxmiZgZx6azjX4/1v87utyLIbggk7EMGTKWlNjmKpg523vLMZucT5lmIuS5/N5KgmzEkyFDhgyZjGXIkCFDxrzJOJkSlMuQIUPG/YK5qI7P2WYcCoWYuj1FOBzC5/MR1/6uAMJR/xP1eqbz8T7LHM4tNeZaxpnOKxJY5rneo3hlnOncvdZnMet+r9edqW7L1T6L1f/Ci9RXl6rdZrrPcy2j4i5csRwcsJAyKkApCLjdrghvhsILI2NBEBgaHuI3//UbVq9eTSAYuEvZFYTvlEZxp3ThqNLHno/32ejvzHZu6dtibmWc6Xz0dxNRzrnco3hlnOncvdZnMet+r9edqW7L1T6L1f/ilXc+fXWp2m2m+zzXMsZeezHqs9jP1XzKqEABikhGxY6ODvbu3Tv7dcJz8DEZHhnmzJkzTIxPRBRr73IzBARChKT/Aen1TOfjfTb6O7OdW3pbztzKONP56O8mopxzuUfxyjjTuXutz2LW/V6vO1Pdlqt9Fqv/xSvvfPrqUrXbTPd5rmWMvfZi1Gexn6v5lFHg28hTQRDYsXMHxRuKI+Qb66oYnqPDX6wEfNyR5C6KrndT751NUXa2c0s+Ms5DoXYhasqLUc653KN4ZUyEOvRC22C+7XU3dehk93mdrT4L7atL1W7LpQ6dqOdqPmWMVusWBGGaSeOeyViGDBkyZCzlDFyGDBkyZMhkLEOGDBkyZDKWIUOGDJmMZciQIUNGBP8Ppu90RiIbnaQAAAAASUVORK5CYII=" 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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">As informações fornecidas
mostram que a amostra de rádio-266
diminui a sua quantidade pela metade a cada intervalo de 1 620 anos devido à
desintegração radioativa. <o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-85166422327603941202016-04-30T20:45:00.000-03:002016-04-30T20:45:18.444-03:00TABELA DE ÍNDICE DE MASSA CORPORAL PARA ADOLESCENTES - IMC<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheyvQPpB7Lc3j6gh1lAuGN2Kov9fN6IIrE01CCUOvOqVqPFRo94JGhpuQIIpTah9s0JD5vOVxT9Z8T-S58jEH-KuPDTiYdA5wKlWMCU_kEHKUvnqWkNgWXlEJdhybvYQDyNi50zYjeEMWl/s1600/tabela+IMC.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheyvQPpB7Lc3j6gh1lAuGN2Kov9fN6IIrE01CCUOvOqVqPFRo94JGhpuQIIpTah9s0JD5vOVxT9Z8T-S58jEH-KuPDTiYdA5wKlWMCU_kEHKUvnqWkNgWXlEJdhybvYQDyNi50zYjeEMWl/s1600/tabela+IMC.jpg" /></a></div>
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<span style="font-size: x-small;">Fonte; efvilarinhodobairro.blogspot.com</span></div>
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<img alt="Resultado de imagem para tabela de imc por idade" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTd-VELR9blVmyfvIATLaUT-glynvHQMv_JhA2zlZdRlcEKHgdXAA" /></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com1tag:blogger.com,1999:blog-8200619331035097792.post-58648463005717452002016-04-07T13:05:00.000-03:002016-04-07T13:05:25.267-03:00REVISÃO PARA A PROVA DO 9º ANO - I UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">É errado afirmar que o
chumbo pesa mais que o alumínio, mas é correto dizer que o chumbo tem densidade
maior que o alumínio, pois <span style="background: white;">quando dizemos que o
chumbo pesa mais, não determinamos um volume. Porém, quando falamos de
densidade, a ideia de um volume fixo está implícita. Por isso podemos
determinar quem é mais denso, uma vez que o volume é sempre o mesmo, e o que
vai mudar é a quantidade de matéria.</span></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Ao adicionarmos 100 mL de óleo à mesma quantidade de água,
percebemos que o óleo fica sobre a água. Ao adicionarmos 100 mL de óleo a 100
mL de álcool, percebemos que o álcool fica sobre o óleo. Assim podemos concluir
que </span><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">a água fica sob o
óleo, podemos concluir que ela apresenta densidade maior do que a do óleo. Uma
vez que o óleo fica sob o álcool, podemos concluir que este tem densidade menor
do que a do óleo.</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> <o:p></o:p></span></div>
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<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">O controle de qualidade é uma exigência da sociedade moderna na
qual os bens de consumo são produzidos em escala industrial. Nesse controle de
qualidade são determinados parâmetros que permitem checar a qualidade de cada
produto. <o:p></o:p></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Em algumas bombas de
combustível a densidade do álcool pode ser verificada por meio de um densímetro
similar ao desenho abaixo, que consiste em duas bolas com valores de densidade
diferentes e verifica quando o álcool está fora da faixa permitida. Na imagem,
são apresentadas situações distintas para três amostras de álcool combustível.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Analisando o
decímetro podemos concluir que </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">a amostra que está dentro do padrão estabelecido é a de número 2. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A produção da energia elétrica acontece em lugares chamados
usinas. No Brasil, as usinas hidrelétricas são responsáveis pela produção de
92% da energia produzida.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Para
as turbinas se movimentarem é necessário que a água tenha bastante força. Para
isso, deve existir no local um grande desnível (queda) de água.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Na produção de energia de uma usina hidrelétrica, ocorre a transformação
de energia do <b>tipo </b></span><b><span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">energia mecânica
se transforma em energia elétrica.</span></b><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Veja as dicas;<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin: 12pt 0cm 12pt 46.05pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Combustão</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
-<span style="background: white;"> é um fenômeno que ocorre quando um material se
queima, em geral produzindo fogo e, consequentemente, luz e calor.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Para que haja combustão são <span style="background: white;"> necessários
três elementos: <b>combustível, comburente
e energia inicial.</b></span><b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Veja a função de cada elemento da combustão:
<span style="background: white;">Combustível é a substância que se queima.
Comburente é a substância que alimenta a combustão, por exemplo, o gás oxigênio
do ar. Energia inicial é a energia necessária para iniciar uma combustão; a
chama de um fósforo ou uma faísca são exemplos de energia inicial.</span> <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="background: white;">Mudança de cor, liberação de gás (borbulhamento),
mudança de cheiro e liberação de energia (luz ou calor), são </span>as principais características que indicam que uma reação
química está acontecendo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Quando </span><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">um corpo em repouso é
submetido à ação de duas forças de mesma intensidade e orientadas em sentidos
opostos, a resultante das forças será nula e o corpo continuará em repouso.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> Em um ônibus que está em movimento em uma
velocidade de 60 km/h. Será que todos estão em movimento? Depende do referencial,
veja: com relação aos passageiros, o motorista está parado. Com relação às
pessoas na rua, tanto motorista quanto os passageiros estão em movimento.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> ISAAC NEWTON</span></b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> foi um cientista inglês criador do calculo diferencial integral e das
leis que regem os movimentos dos corpos cujas velocidades estão abaixo da
velocidade da luz.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> Newton criou três lei básicas conhecidas
como “OS TRÊS PRINCÍPIOS FUNDAMENTAIS DA DINÂMICA”. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt 0cm 12pt 46.05pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">A primeira lei de Newton lei da inércia)</span></b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> - “Um corpo tende a permanecer em repouso ou em
movimento uniforme a menos que sofra uma ação de uma força externa.”<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 46.05pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">A segunda lei de Newton (lei
da aceleração)</span></b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> –
a ação de uma força sobre determinado corpo pode fazê-lo acelerar.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 12pt 0cm 12pt 46.05pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">A terceira lei de Newton (lei
da ação e reação) </span></b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">-
quando um corpo exerce uma força sobre outro, haverá uma reação, isto é, o
outro corpo exercerá uma força de igual intensidade e direção, mas sentido
contrário.<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt; text-align: justify;">
<b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">
</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Uma pessoa que está cavalgando em um
cavalo ou se deslocando em um ônibus, se houver uma parada brusca a pessoa
continua em seu movimento para frente. Esses fatos têm relação com a LEI DA
INÉRCIA ou primeira lei de Newton. Segundo Newton, um corpo tende a permanecer
em repouso ou em movimento uniforme a menos que sofra ação de uma força
externa.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> As estatísticas indicam que o uso do cinto
de segurança deve ser obrigatório para prevenir lesões mais graves em
motoristas e passageiros no caso de acidentes. Fisicamente, a função do cinto
está relacionada com a primeira Lei de Newton.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> Quando
um corpo se desloca apoiado sobre uma superfície, pode-se observar, na maioria
dos casos, o aparecimento de uma força contrária ao movimento do corpo. A essa
força chamamos de <b>ATRITO.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;"> </span></b><span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt;">Em diferentes corpos
celestes, seu peso muda, mas sua massa não. Cada corpo celeste tem uma força
gravitacional própria, portanto, o mesmo objeto pode assumir diferentes pesos
dependo do corpo celeste em que estiver. <b>GRAVIDADE
</b>é o nome da força de atração que a Terra exerce sobre os corpos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt; text-align: justify;">
<span style="background: white; font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Um
operário puxa, por uma das extremidades, uma corda grossa presa, pela outra
extremidade, a um caixote depositado sobre uma mesa. Em suas mãos o operário
sente uma força de reação contrária à força que ele realiza. Essa força é
exercida <b>pelo chão</b> (a força da
gravidade puxa os objetos para baixo).<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Pode-se dizer que uma pessoa que sustenta
um objeto pesado em repouso no ar está realizando um trabalho pesado – o que é
correto sob o ponto de vista fisiológico -, porém, do ponto de vista da Física,
dizemos que a força não realiza trabalho, porque a força aplicada não causa
deslocamento.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Dicas importantes.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">- O peso de um corpo sempre muda,
vai depender da aceleração da gravidade.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">- A força de atrito dificulta o
movimento relativo de dois objetos que estão em contato.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">- Sobre um objeto que está em
repouso, podem atuar várias forças.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="margin: 12pt 0cm; text-align: center;">
<span style="background: white; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">RESOLVA ESTAS QUESTÕES<b><o:p></o:p></b></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Qual a
velocidade média de um carro que parte de Recife que vai até João Pessoa
(distancia aproximada 880 km) e chegou às 20:00hs em João Pessoa?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">Faça as conversões
das unidades.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">10 km/h
para m/s. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">80 km/h
para m/s.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">c)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">75 m/s
para km/h.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">d)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">36 m/s
para km/h.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">3) </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">Um veículo estava com
velocidade de 20 m/s no instante t<sub>0</sub> = 0. Sabendo que sua velocidade
no instante t = 40 s é de 30 m/s, calcule a aceleração do ônibus nesse
intervalo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">4) Qual a velocidade, em km/h, de um ciclista que se desloca a 10
m/s?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">5) </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Um atleta inicia sua
corrida quando o cronômetro indica 5s e termina a competição quando o
cronômetro indica 10s. Qual foi o intervalo de tempo?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">6) Um asteroide move-se no espaço desempenhado um movimento uniforme. A
cada 24 horas se desloca 144.000.000 km. Qual sua velocidade?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<div class="MsoNormal" style="text-align: justify;">
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-81069298194895042822016-04-03T11:46:00.000-03:002016-04-03T11:46:52.405-03:00REVISÃO PARA A PROVA DE CIÊNCIAS - 8º ANO - 2016<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: VITAMINAS E CARBOIDRATOS<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> No
século 15, época das grandes navegações, era comum os marinheiros dos navios
serem acometidos por uma patologia chamada ESCORBUTO, também conhecida como
doença de marinheiro. Essa doença provocava feridas na boca e nas gengivas
levando o doente a óbito.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Talvez pela
sua participação na prevenção do escorbuto entre os marinheiros, a laranja
ficou por muito tempo com a fama (não merecida) de ser a melhor fonte de
vitamina <b>C</b>. Hoje, sabemos que outras frutas possuem uma concentração de
vitamina <b>C</b> muito maior do que a da laranja. O camu-camu, uma fruta do
norte do Brasil, é o primeiro da lista, seguido pela acerola, pelo araçá e pelo
caju. [...]</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> O escorbuto
era causada pela carência de VITAMINA C no organismo. A vitamina C pode ser
encontrada na ACEROLA, LARANJA, LIMÃO, MANGA, MORANGO, CAJU, GOIABA E OUTRAS.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> O nosso organismo é capaz de degradar os
carboidratos em glicose. Os alimentos ricos em carboidratos são: O MILHO, O
TRIGO, A MANDIOCA, A BANANA, O ARROZ, A BATATA e tudo o que é feito com esses
produtos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Em cada alimento especifico encontramos
certo tipo de carboidrato. Ex: na PERA encontramos um carboidrato conhecido
como GLICOSE; na CANA-DE-AÇUCAR encontramos a SACAROSE; na BATATA o AMIDO; no
LEITE a LACTOSE.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: SISTEMA DIGESTÓRIO<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> A úlcera gástrica é causada pelo agente <i>Helicobacter
pylori</i>, um micro-organismo que se instala na parede do estômago, causando a
ruptura da camada protetora de muco. Muitas pessoas possuem o <i>H. pylori </i>no
estômago, mas o desenvolvimento das úlceras depende de fatores como estresse,
condições alimentares e outros. O tratamento é feito com antibióticos
específicos. <i>Helicobacter pylori </i>é uma bactéria que se instala na mucosa
gástrica, A perda do muco gástrico deixa desprotegida a parede do estômago. Sem
esse muco, o ácido clorídrico do suco gástrico atingirá camadas mais internas
da parede, provocando uma forte dor.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O aparelho digestório do homem compõe-se
de boca, esôfago, estômago, intestino e ânus. Além desses órgãos, o fígado e o
pâncreas secretam substâncias que atuam na digestão. A principal enzima do suco
gástrico é a pepsina, uma protease (enzima que digere proteínas) produzida na
forma inativa de pepsinogênio; A bile, produzida no fígado e armazenada na
vesícula biliar, não possui enzimas digestivas, mas sais biliares que
emulsionam as gorduras.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">O alimento passa do esôfago para o estômago como resultado de uma
onda peristáltica. O tecido responsável pela peristalse do sistema digestório é
o <b>tecido muscular liso.</b></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> "Dentre os tipos de esteroides, grupo
particular de lipídios, é o mais abundante nos tecidos animais. Está na
composição da membrana plasmática das células animais. É produzido em nosso
próprio corpo, principalmente no fígado. Trata-se de composto químico,
precursor da vitamina D e dos hormônios estrógeno e testosterona." Esse hormônio
é o <b>COLESTEROL.<o:p></o:p></b></span></div>
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<span style="color: red; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Defende-se
que a inclusão da carne bovina na dieta é importante, por ser uma excelente
fonte de proteínas. Por outro lado, pesquisas apontam efeitos prejudiciais que
a carne bovina traz à saúde, como o risco de doenças cardiovasculares. Devido
aos teores de colesterol e de gordura, há quem decida substituí-la por outros
tipos de carne, como a de frango e a suína. O quadro abaixo apresenta a
quantidade de colesterol em diversos tipos de carne crua e cozida.<o:p></o:p></span></div>
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" /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="name546056f55e762ef87"
o:spid="_x0000_i1027" type="#_x0000_t75" alt="img_56f55e75b8a3e1.jpg" style='width:230.25pt;
height:104.25pt;visibility:visible'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"
o:title="img_56f55e75b8a3e1"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="color: red;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"> Conforme as informações do quando acima,
podemos afirmar que </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">A retirada da pele de uma porção cozida de carne
escura de frango altera a quantidade de colesterol a ser ingerida e A pequena
diferença entre os teores de colesterol encontradas no toucinho cru e no cozido
indica que esse tipo de alimento é pobre em água.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> No duodeno, ocorre grande parte da
digestão enzimática dos alimentos. Nessa região do trato digestório, a enzima <b>tripsina</b>, presente no suco <b>pancreático</b> e digere <b>proteínas. <o:p></o:p></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Os carboidratos são nutrientes de origem
vegetal. A esse grupo pertencem o amido, a celulose e outros. É sob a forma de
MONOSSACARÍDEOS que nosso corpo consegue utilizar os carboidratos.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> As substâncias encontradas em
todos os sucos digestivos (saliva, suco gástrico, suco pancreático e outros),
são as ENZIMAS<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Glicose, água, sais minerais
e vitaminas não precisam ser decompostos para ser absorvidas pelo sangue.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;">- BÓCIO – Carência de iodo na alimentação.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 10.0pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">A
salmonela é causada pela ingestão de ovo cru ou mal passada. Trata-se de uma
bactéria que ataca o sistema digestório, causando diarréia e muitas dores
abdominais.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Pode ser evitada fritando bem o ovo na
hora de consumir e jamais comer ovo cru.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Atualmente,
têm-se visto muitos casos de pessoas obesas que se submetem à cirurgia de
diminuição do volume do estômago. O emagrecimento obtido após esse procedimento
está diretamente relacionado à tentativa de se obter sensação de saciedade com menor quantidade de alimento. </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="c1" style="background: white; line-height: 17.35pt; margin-bottom: 7.9pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="color: #444444;">Atualmente
vemos inúmeras embalagens de alimentos industrializados alertando os consumidores
sobre o conteúdo de gorduras trans. O consumo de alimentos com gordura trans
pode aumentar muito a quantidade de colesterol em nosso sangue. O colesterol
alto pode ser responsável pela acumulação de placas de gordura nas paredes das
artérias dificultando a passagem do sangue o que aumenta a probabilidade da
ocorrência de infartos e tromboses.<o:p></o:p></span></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <span style="color: #444444;">A ingestão dos
alimentos ricos em fibras é importante porque </span></span><span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">acelera a passagem
do bolo fecal pelo intestino.<o:p></o:p></span></div>
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<span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Uma
alimentação saudável consiste me </span><span style="background: white; color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Comer uma variedade de alimentos de maneira equilibrada:
quantidades adequadas mais vezes ao dia e evitar o consumo exagerado de
alimentos rico em açúcar e gorduras.</span><span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> <o:p></o:p></span></div>
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<span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Uma pessoa que não tem uma alimentação saudável</span><span style="background: white; color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> pode ficar doente e indisposta.</span><span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> Estudar o desenho esquemático do sistema
digestório.</span></b><span style="color: #444444; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: CITOLOGIA<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> </span><span style="font-family: Arial, sans-serif; font-size: 9pt; line-height: 115%;"> "Derrubamos a grande barreira que
separava os reinos animal e vegetal: a célula é a unidade da matéria
viva." Essa afirmativa foi feita por cientistas ao descobrirem, em 1839,
aquilo que lírios, águas-vivas, gafanhotos, minhocas, samambaias e humanos têm
em comum. </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 9pt;"> Pode-se dizer que todas as células dos
seres acima citados têm as seguintes características: <b>núcleo individualizado
e mitocôndria.<o:p></o:p></b></span></div>
<div class="MsoListParagraph" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> O modelo tridimensional a seguir é uma
representação esquemática de uma célula eucariota observada ao microscópio
eletrônico.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin: 12pt 0cm; text-align: center;">
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Pl64rsfBXiC41eyuLLVFCatpsnkXSj+L+64How/UGumoooooooornPH9xaWvgfVZL6BJ4vIKhHGQznhPx3EflXA24n8NPa+G/EUvmaMVUwXgRk8iZvmVGcYxhgcNznPPtyTf2XeWNzoegxXTagJCn2qcAPOm8b14OB0z7gGtO30ax8F+M9IWOeMySxbJFmcFssSoPoM9voabeeNbrSvEV++n6bELeCQwzG4YByQTnnPB9MZq5oPw81DVUjljuGt9Kv/AN9LlWWTawyVx0I6DJrrPiF4Zs9c0dbWz+wx6pEymEySqj7QCCD3YEcYrzLWbny9Ih1BY3juCQrCUHcpUbcKeoH0NMeKK88Ptf6tcSM5GICyq+FIyFyRnOR1z0NQaDqFnY6LeTfZ92zZlQ3LvyMqSOBzQPCV9c5uLQuFeUAkN2PIcHHQZPvUl28t1ajRreKee7fcWATcwAPsucHrmqN7ZPaQ2avLFIPMEWzyQSvQEEtznjoRWp4jtorLS4ovOuJm37iJZMjp02DCiun8AaOLDw/ea1q8dxa286b454W2GNAVIVMHOWOOg5wRXVW3iHTdUvzcx2+oaXe2hjD77YbpoXfO3aM/KzdTjIrpLy2ud3n2E2Jo4nSO3YkW7k4wWwM8Y7etRW7WV5qDyxlZL+yDW8kiMf3ZbDMnPHpzisTWF/4R7xnpGtW+Qt/KNOvEAzvDfcf65xz9a72iiiiiiiiuW+JcEc/w91jzFz5cPmL7MrAg/mKqaEkfiLRxq128l5batBCXs58PBAyjDbVPqwya56bwbpml6hfXl5cQW1qZFjtpA4do9xyVC445yM8nGBWXd+BobzxIIg0z3CCIyIzAkKTkMxHITg/MDk8DA6108eg+G0jutZ1GzMlxZuySyOjoHZDx8p4Y5IAPeuM8UfEnU9Vlaysz/ZtoG2SNC2ZR6ZfoB7CuCuLi02bSWaXB3sxywYdwfQ+ldpoxTUvB0NhqKhppZWkt1njO54x1KkjkDPXNdFovgGw1zR3W4DJDHG0do+5g27GBIR6A9q5yz8La7ZxDTL7SRG883lwzS4ZMkEkgjOBgZq1a+C4YI5Z75W1G7J8uFUu2hSNvu4IC7iQfQ12/hHwM/h7SLgm9/wCJxeHE93GoJiGQdq7uw5z7n2FcJH4Wk1HXp9TupZLpDO7HaApBZidxycccdPWuqh8HTaibeT7IlqHVTM8p8wjjJC8c/Wuch8QxWl3r9rqKQ2tzBFbrHZI2Y2lhc5CA9iMH8TU7+KtabWp9TOqaSstukdt8vy/aBIFfYpbOAvdj61raPrup6rp0H9rmK8spLoQTbAY5bG5DZQMVPzxk4575rr44b65uLdb8mI24WaWezk2x3EvIZChySmNpya53XzZS6VocenB/s+qazFLu3tlvm3seeR06V6RRRRRRRRRWL4wto7vwbrMUudhs5Sceykj+Vcv4Tgm0/wAAadZTWVzNBLaoxkt3DOTMxLDbkbQoIOc9/avMNK00eC/ijb2urOkttHKSHYZWRcZR8fXH4g16h8TtS1PTPBp1DR5mglWZGkkQDPltkAg/UivPPBus6x431Cfw7ret3KwTwFoyyKWDoQwweD6n3qW7+Et3a2N1dT6osQjnEaC6CxrMpZQHDbsDOeAfpXdeGPh94W08Ge0RdTuIZDDJNcEMEkHDAL91SD6g1rvZxRanqj6hYSXilPtEW1GcbAoBjXccBsjO1eDwa1FjBiiaBfKUqGVGTbgYBAI/hI9K8X8VfEHWB4hv7OC6ubD7LLtt1VNoO0kgOvPJz1HB4yMdOm8AfEOw1m4W11iGC11onAuAgUXH/wAS/wDOvQ7y7FjaNM8NxIqsqlIYy78kDO0c4GefasTTPDlpcG+uZkdGmvHELwTBcxK4KgFTjBK9+eoNUPGPiLULR57eyzZ2luqG9vip+QSHC+We+BknFcRbeFrfVr37ePO/sXUrtrG2klYmZmCkJOW7/ODx3AqtoN1q+lB7u50iyvopm+xwm9XILRkhxGACSSR6ZOPatfwbLa3HiAXV3Dc6dpt5c77O3R/9HMsYxsfIznPIzxnj0r1O9UtZ3G2WSNzG/wC8i5ZCAfmXPUjsD3rkdfuVvtD8KajE8gRdStXzMmJGBO0lgOAT1Nej0UUUUUUUVFc20d3azW86hopkMbqe6kYI/WvMdGumj0PUvC17aTXuo6GVEcEblGuYg+Y2Ug9gRx9PWsX4yWTh9I1kxuDjyZSwAZc84bHfkivO01rVH0+TQpr64+xB9whY5wQegPbgdOmQKuQytFFaappztBe2TNAzxnBJIZon/Eblz/siuo8N/FO5sQbLxEJNVtZIQ6bwpYOPmHJHIzxz3FeheG/E+leLLxLnT/tEE0Ue54PMVYy0n3gyg/O3y9e2a6qNjgrsPyj7xHH5d6g1O8isrCWeTD7FJWPzFQucH5V3YGTivLPFenaV48vUaxC2mosoMdw2UWRBHuzKDjGCAm4Z5I615peaddWt/JY39vLb30PBVl5z/h717F8K/FOparDcabqrecbNFaG5BJLoTjBPQ445612whOnwW0Ol29rBbib96mSoSM5LFdv8WTnn1rO8U6APEE2l2t1C8unpJK85WQLsOwhCR1PJ6CuHm8AS2IaCO71KK2tCr5S5JVTncrKvYkj8KND0u/8AtX2m2823uIISzyAqWRWOWdAeASDycZJzk1bj02S3F1ZWM73sUdw1wtukW+QsVB8zP3VY56e1dXokyx+FbRdAgLKpCiK6fZImW+cuTnDjJb3yK5my1SHxb480rRbCee7sNELXFxdTNuad04Uk8Z+YivV6KKKKKKKKK8u+J2nX+n+I9M8RaFIIb4IYTnpLjkIfcjPHfFOlvYfif4RaCxkt7a5OReWsoJkjZQcbB7tjk9sjrXiM+m3kNy8E9u8Fzbtsl8z5NhH97PT+vFPiuzbG6h3wyrNHsYjIXPXIPqCOO1Q4QxKMiSQnBjIOfqDV2yFz4c1jT9RjXzRHsukZQSGXPOfxBB96+l/tU8unQXulwpM84SRY5XMfysQWOcdQCeO9Q+INJOtaU1pmNS2CHeMOQOchcj5WI4z2rmoNF1rWZLB9Xt4YY7OCJ1j8jcsjAKSjAtneCOM5XgHrWzrvhfSvExhk1G3YzW7fu5l+WROOhPfrmksvDelaTDG8CNAIpROXEu0O+3aHcDA5B6dM9asWjXxcAzW13bSvKWuYSFNuuP3YAyQ55OTnsKhuNTh8O29tBqU9zJGU2vqMsQKKw6Byo4J9cY455p9zAdUj+1abdI4mja3fY25JU54BHRhzz271ydlo9/q0El5YApuV4oZnkAjZFBQIVHJyRyT1PNbfhyS81C+/ti0MMNpdRCG/tsHfFcRAr8vr2H0FUviB4itvB2hTmzt40vNSZwNi7TvK4aRj3wMD64q18JPCn/CPeGEu7mPF/qAE0jH+FP4F/I5/H2rvqKKKKKKKKTpXM+PY7afwq88tzBF5LrNE8jhVYj+EE+oyK8Aa6jsdXbVdHnuIG3FlnZyiKe+O7/TFaEk1t4qguNRutSmvNajbdLDOiokkY4DRgcEjuDzjtWFrOnsgF6oZQ5BKEcD3B6EfSp9R01bjQbfUrOLcjD94UX7jDhgfTsR7Gqltrk0dnBBLGJY4NwQZI+VuoyPzr1j4c+NNRm0+Kzms3ukMLraCIrvd0wShLEAHac16I+myssxj1G7j86ZJQcqRGBjMagjgHHPXqaktZ2vUlkEUsJSVosTR7S2DjI9VPY9657xj4pj8NW0a28IutTnyIYAeQo6scdQPTvXjOva3qmtyStrN5My5GYgSiR8ZHy9OcfhTvD2uw6JJHPFey2ssbfK0RJUjAPKnggk8j8q9+0u8bUdKtrl4tguIVkZHXkBhkjH4/rWaukWkrapaHT57e3uNgaSOXyo5epOwKfkweCQASfWn6e722n6idP33QgmkWC3MQgEZXH7oHjIJz83OayvEni3SdGa2NxGZ9ViJljsrZ8ujsuCX2/L35znpkCvNLS41D4pfEWyivogtrE254UOVihU5YE+p4GfUivowKFACgADgAdqWiiiobu7gsbdp7qQRxKCWc9FAGST6dK888T/E64haSHQbT5FGTd3C8EHgFE4J56E9euCOa4DUvEGvahcw3curXX2nLKnluUCjqfu4AHHv0qk3iXxEkeJtbuwm4Nhbl1yB75zXRWPxV1y2vLa2u7uP5WVpBNGvzJ6EgZBPrya6fxPqvibxv4dSHwfZBLO4BS5uDcIrEgkNGuSDj1Pf86d4O+Hck9vFdeNobi7v7YhIYZ51kgRFAC7VU46dc1xvxe8L3GlX63UQxpcpLRbU4jc5JQ46D0/+tXl4JVsqSPQ10+jX2prp/l7ILyzOR5M44HHZu351a8O6xZae91Y6lC1tbv8Av7fduISUAr1HUFSR35xWVFptpd6nNBHOGVslXjIx+RruPhbMunand6e77mikS6gyB67Hxz/dYH/gNeuW2nTKYpL69mnu0gaFpYz5aNk53eWOAw4wat20RgtY4mllmMS7DJJyz44yTjrXinxJS5m8bztcrmFfLghQkcg/MM/3R15HWsjTvBmo67E9/Dp1xdWMMnlsYiqTSqOMqG4JH0zz+XeeF9F8H3ziCyWeS5ixvs7v928bD+9Fxk/TNdVew6lqVy9tFexWWnlFLSwMROx7hOyAEDnnIJ6daydQ1/QPDt5GJPE0imLYHtxJ55dUUrtPB2k9SepIrmPEPxJt00S6XQ5ry+u5WcC9ntxGsEbH7q+uO3euAsNSl0/Qrlw2bu6bYGPLkHqPX/8AXXufww8HR+FvDMctxCF1K8QSXDN1UdVT2wOvvmu2oooorhNX8VDUNY1LS0MccNhFuKs+HkcsEDY/uqST36CvN/EZmlY6jcxi2eNQJ4kzMpxhVcODxkYzWLdWqiQ3v2mGbc6iWVSRCq45UOcgt7Dd1JqGJ4biZ4bOOaSGYojRl8LgDoowXI75GOvIq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/></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="name670556f55e760bab5"
o:spid="_x0000_i1028" type="#_x0000_t75" alt="img_56f55e75b872b0.jpg" style='width:125.25pt;
height:99pt;visibility:visible'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image007.jpg"
o:title="img_56f55e75b872b0"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-language: PT-BR; mso-no-proof: yes;"> Vamos identificar
as estruturas numeradas a seguir.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-language: PT-BR; mso-no-proof: yes;">1 – MITOCÔNDRIA - </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">Organela abundante nos tecidos e/ou células
que requerem grande consumo de energia.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">2 – RIBOSSOMO – Responsável
pela síntese proteica. Organela envolvida na redução da cauda dos girinos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">3 – RETÍCULO ENDOPLASMÁTICO
- Estrutura celular relacionada com a fabricação de proteínas.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">4 – COMPLEXO GOLGIENSE
- Estrutura responsável pelo "empacotamento" e pela secreção de
substâncias.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> Determinadas agressões no estômago podem
provocar o aparecimento de úlceras. A pepsina e o ácido clorídrico, utilizados
para a degradação de alimentos, contribuem para o processo. Medicamentos podem acelerar o processo de
desenvolvimento de úlceras no estômago. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 9pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> Agora
vamos conhecer as estruturas do neurônio, célula que faz parte do sistema
nervoso.<o:p></o:p></span></div>
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<img height="117" 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QxJz/tMSsxqDFBHov7YkEkCIpcnpEmz7fODh/Js3NBm6WIfdS2ECPBRM4diCSKDZ0JwRSIzyZNPjLJhQxPCNmIdKg6jGUwyjqlaQE2V+txint9e5XWXOQp5P7GUXjgCeOaf7byGdgSLxMQLS6NRZts2n56eOVavGceQwTM9ybjrHEgbXI64aeUxPdHH9u0tDozN0FfxWb8+z9CSGTwTYcnhNMIYTdw7O8TMEPtnpEiR4sx5/0+2JKZnWue0wpAunzoraXwTosWQeREXrAbvIKJZNCyA1OMxtNfwopovJkV4ZiYxe8xAFIvYcAXAx5o6I0vnGF1eYs+OOR7d9D2q629kSX+LkWX7yHpTiCuCtBPfhjMjgOK82AvBToL6OGewpo7RWD8xW28yVY0YXNTEiMVqsvra9YBpkfEaSDgE3m7ELaHZqCNaAcYQJ1hJVr8ml7lIC9EcPcUqq1aU2Lkb+vuEyoDD2lnERFhjEJNFnCbeDxciX6gRtfvwvDYBszQjj+d3XIPqFtasMWB7sCqIzMX7OzyItEXLeQRhmcNjWbZvb4E2eNMbiwwMzGEkwuDHI7K06RRspFux6ZDNFClSnOsKw/Fw733385lP/JfTIhOnbQ39wTvvZGR0lNve9nbu/9svX9wTEmqBANUsSJso8hDXj3PJzPt5jWTVtUZJX9vHSMTIqMcll2R59pnNHDw0y+RELy7KdX9GNUt3UuG0ESZ2zZl4Mk80dnHUHEo8IRGGkgR7ByZIhD1tIEyEjxbcYOLjENFuxUHeyPHfW99gnZWrImp1ZeuPMzy3dZTtz46wf2+Z2qzi3IWbCQuC57VwThB6makuolo9xLKlGQwGo4pII2khOMIwwDHE3Oxy9uxcxNiYx9Ilyq23FukfmsZ4c4idA9NIKwgpUrzGuPe++1mzchUPfueffqLlsNA6uvM4ldh92tbQn/rkJ/n8F2ITiDt+9w7+9stfuohJg41vllpApQmuh63bQgb65hhcJGceV88pXDI73ykb+zjnwExx3QaPbXtmmRhv0JPro6/SQz7TQNRPcsbgzGSBEi3obUeJDs/inMG5CHV5Wu0wcaaMoDsG6YNGqKmDmYkJhjRxmqVRz+D35MEYoHkckheSzQVcsiaDcy1cVI81/wbUefHkprlAKwzqgamDVnBRhoP7K+RzNQYWBRgJk3Mat2SCqAFS5MjBQXbubaPRNKtW+ixeMovvNxAtIJpFpImSbEFNd3qlSPGaYCEhuP32d3DjTTezafOmY37m+9/5NjdsvIGJ8SOvToUhxcscRmmimkMlYraa47En9tNqhT8FOns/qRsHoC7ZZmkxngPb4IYNQ+zfu5daPcfkRFKREJe4BZ6FyoxpgwlQ9VEsTmqoNHDqI6ZF5GpADaQOJvlT2iAR6gqoqScmgi2cGpotTSoQwfHrKpHDoKi2iKI5rDeH9Wcx3hxetonnRRfs1SrkQUKcwMSEY2rCcMkqD5iJj7E6iAogDj+bZWqqnxd2tEBDLlvXYtHiXRgzSRj4iKsgmu9WijQVNqZI8doRhgW7JDp7JBYOJVTKZe74/T9gYvwIG2+6mY033XxKz39av92VcpmPfuxjfPrTfwbARz/2sYvetMlJFN8sVdh/wNHfV2HJshzWa53fGZdm4uAqIXSmItQDDIJl5aji2RaTk1UqJWHJYjASoGJQjc6weOKDzCR/7yHSCGUcMSUOHQ5BIpYsKuBcHbEGjRKjIeejGFR6cDoJhITOR8QSuRbiV+PPpflXvvCtQTGAR8Z2suIItJ0subKc56Wh0z/lUR4nBodhYiqkkPcolebwLLSDkKy1qIQohsnxXnbuDCjmhcvW+2Qzc3imgFBErAGmkmsHRLPpHTtFitcQK1eMdjUMnQVT3/qHbxxTgXj+uW08/vRT/Omffpr9+/adamp8evjUJz/JZz7zaWaS9sRFTRY0AixKhNM8h49ErBgt42dMXN4/z/PNrjWwJDPzAM4HV8C3LdZcWubQ+Bgzsz6iRVzUsf8908g1v4xIcRgrRC5L6EpMTOXp7fXoKXuIifdcqEpsm0CE4lCZxWkr/nu0iMgJ1jNoVAQyJ3htE2v3pYbYCcSOIzITf017ko2YFyoU1TwqlokpJZ+bIevXsMbD9woghlDbNJs97Nrt4yJYt65NPjeGlTCZPPERiRBpx94KLp+0tlrpXTtFitcQH/rDD3PDxhv4mwce4NF/e4SvfPXvugl9pVymVCpRKZfZumULO3fsOKVk/7QIw3S1yvrXv5677/4cH/noRxkZHb2ofRgcIZDBaYvpaUur7bNkqcO5KAl25zM6K6P9RLzp4qmPpOxv1Gfd2iLV6kHqjQz1eh4wiSfDmZo2tWLdhyui0sJpiLphtj+XZbZWYNWqPgqFCAgIgxZiA8SrYbxZjF9FqYP20Wr28+QTjjBqU6qEQO7EAb+z98BlIRqAcClEQ+CKCZG5cBX9YusoWeoNodUqMDQ0F0+EqIcKBM7Savez6fEZDo9PsmZNhp5iDasBnrQQmQPqsVDWZcHl4mtnIeFMkSLFa4KZmRkGhoZYvnyY8kvIwHS1yv/6n19JNAzjTIwf4YaNN/A7H7jj3BCGjgfD1i1b+NY/fINf/vfv6PpVX6wQiVC1ICH7988BOQq9raTXf76/+U5GmIgPJYq/ZhogDaLQp7/fw7kmYWiYGA/xbIZYnHimhKEZj3RqEaRJq91m65YmP35mhmx2EOdWcuTQYiaPjjIxsYLZ6VFmp5YzO72IuelBjhzKsvOFEo9vbjE52cPSpQU8fw9iplDax59Q6SzcwgFNkLnkUU+OyQUc+GQO5yxHxuvkswMMLoq668wjbRI6yzPPtDg6IVx+eR99AzOI5ghb2YRMJdUbScilmQY7mxDITHrHTpHiNcQX7/k8Dz74TdauW0epXOZdv/pr81MS01V+6Z3vYtPmTWzavIlfeue7+MpX/45SqcTuPXtP+NynvnyqXObxp5/idz8QT0YA/O5JspMLt8IAvm0SNXt4fnuDUmmGQkawpk0QZrHWT0R7jdj7SAvgcslUQIiKI4raWK8JONQZDFmEXNfVUNWLTTqcRQSsVXARYRhiPIPxLM7FHv/GKEY1Dohy/EzZuE4mnozDOZ+FWwXVr1LUXkaGisw26xyYUpavKODbOTB6fH1GdymRiU2fpJ1MOvigRTTqIWIWz1MOj/Wy+UcBBw82qNXn2LHrWwwOLmdw0aJ4x7s6/GwPxvTEGxBcRKvmU69PE4VHWLmixhWX92BMBUOEqEXxgDbHLpWK8ZW/f5x3v/evu///55/8Ff7T7/188qF/yi9I00jGUzuaglZ8HSHgPFyUQU2G6enFDA4pOZNDozrYGkFQZtfOLHv3TXPVFQWGl1fxTDw9kckWE1JZT0SOCwlYeqNOkeJ8wA8feZRbbr6Rd7/zV3j3O3/lmPXWK1eM8i8PP9xdTnXb297OyhWj9PaWWLli9OwThhQvk6y6IuqgUReq0w0K+VxS0o+XgRipx8WcqBQfcjWICZJstoG4HMZ6qOsnUo/QKWIigrDF9FSZ6Zl+ajVBKWCNJZMJyOVrFItN+kptslolbM3h+1k8eiCS2DnR1uOS8ZmQoUjxrLB0aT8HJpq0WhYhQ+RcYqd8MhmtJkJCBfIJgaiB7zBRkccedTy3vU2z1aBUrnHD9WXKfVcQtZtEUYPJqSnGjzSYPBRSbzhQj3yuSHmgxevW9bF06QC9pRBDDdNxFpQQSUxMVRZst1T4zne38u73/jUPfu1O3v7z63n6mf1c/YZPMjLcx7t+ecMFcEVm5m2YpRVfCxAbXmkvyARzsxH1eov+UgbHHMZEhK7I+JFB9u45yvrLS6xY1Yj9GPDjA9f9e4oUKc5H7N6zl8999rPccvON3a997rOfZXj5si4heOmYJcAfffyjJ/X8pz0l8cE77+Suuz4CwAfvvPOinpIQ8UAjGvWI2bkGA+1SXBVAsSaHMJcs3UmscSWKe+TqAeVEyBeAqdFo5jh6tMD4ZIl6vUi91abRnGR2Zobq9AxBGNDb08PA0ACLly5hulyk0tNmoDKNiapYaSPSQo0j1F582mf02TxrcMDQogJ7joSo+gShIeOfRFqZ7CuIs9uQjs8DIrHboMvyb4+02LnLMTPT4IbrB7jmujxBWENdjaxnsdah+EShxXiGhcuvQs3g2Rowg+AS63GPjqOgiktK6EmrJT5ZfPM7z/DuX93A239+PQBXXTHMB9//Jr7+zacvDMLgMkmAbyUVpgxg4tNhGogWeXzTYepBloydYs0lk4haZquj7NrVYvFQhVWrprHeDEIusXZmXqOQbpxMkeK8xCtVCSqV+fj8Ox+4g3174/bDyOgoX7zn8ycfD071DU1Xq9x110eO0S18/zvfvqitoVXbsY4BSxiGhGGIJEFNxKfraAhJi6EdBzXNgmaJzCStZokdL2R54cU6URRQndlPEDQZGvBYtsxw5aVZFi1ZRCZrmRiPGNvfZM+OLTw7IywfWc2KFYP05AoMDcxS6DkEpomEvWceexxYXyiXLUG7iTFl2i0hl0nWXR9X+JgE+CRYKwakhSKoy/PiDsuOnQ2CdsjP3tLDutfNoM4ja/sRP8SooC4O/2ItlmRdcuIBIRKhTtBIQBKbaXHx6yYCznhIpYDYKpJUGf7qv727e346mJiqXUBXpIv9LYhiR07NxzTLzIE5ytH9l/DMM88zvGKYqakaQejjmQJP/XgG5xyXrPHw/RnE9SJkENuIbxUuqTSkFs8pUpy3+IVf+uWuMdPA0CL+44f+sBubp6tV9u3dy4MPfhOIl0hOV6snHbtPS8Pwmc98mrc+8QQT40e46+N/zA3Xb7zIfRgsUdAmDJVCwcfzBbE+GjYJdRoPUCfximBjUY1wYkB8olDYum0Zu3ZPM3m0RXVqit5euPbqfi5d10NP0WLxgXZsqoMyvNQwvCTL9RsGmarm+NGPD/HEY9vpGxjl0rUjVEp5+voOYWUSTP6MPpnxMkRRSKEIfsYnCBTnMknZ350g2zQLgkts/+yoE0UejdoSnnjyIPV6gw3XLmH9lRFGAkw0kBCCMZzEExlGBdTi8OI2gxpUPAzNuGphOkuNOpqKeEzUqRBGcGgMhlfGJELEAYJKsksLePqZ/fyPr27mwa/deWEQWGl0tSiKELoaxkIYCerKfOs7O/AzZWpzsRBqYnw1e/dOMnbgIG99yzJ6S0cQzcR7Q2gnVYU8cVsnHZtMkeJ8Rke78Erxe2R0lNtvf0e3wnDOraEr5TKbNm/ih488ynt/49eBi3v5lLUFopbSW44zs2KxSLsRkfGaZLNNaBfAc2DmCMIIpEAY9LNnN2zfMc1cI8/U1CyLBgN+/tYKS5cZrASoGowIjmC+tI5LNAENoE65L+TNb87SbI7wxI/m+ME//4Abb/lZGg0YWaZnfoNXARye30Cdj5EMYdCJtidSurmkkmJQPBQlCIUwLLBp0yTVSbj2yiE2bHSoNoFenLSSKYUCrpPNJoLJ2COhs3eicYLlVw4R4cjhJv970yTvGu2Hzn4J6YxNKoePzPCbv30ff/7JX+m2KH76EYL2AHlU5lAzBZIjDEb454eOUG9n6R+qUOjN0l8eZPOTMxw+eJSbbuynv38aoxkEL9aZSHNBxSaItShq07tyihQXIU57l8Rbf+4tTIwf4T3vez+33nbrxV1hkABjDbmckMkIvt9DrZZHsjnQo2RNnsi1UbWEUZbDhyx7DjSZmjJMTigD/du54baljKz08e0cLmojarHio04QEyVbJzurpU0iHLSAQVwb0X1cc6XP8sX9PPzw97jimjeQ8UcZWfLCmX00MaCKnwkIQ6HVjqjNRQwNxcn98ack2vEPJbsnHGBkMU88Mc3OPbMMDPRwzXU9OB3DiEVoxaV09RBXBklG9dQQL3kw8c/ACchC500Jz71wiEZTCMMyGd9CIoSUhCz8n7/9//CmW9bNT0hcECWGTDzSq414iZfro9bo57lnYWa2xOBwhkqpQqN2lEcfeYRMps1tb17N69blIJpFpKCouOEAACAASURBVKd7XcfEyiZujsmkRYoUKc5bTFer3H335/ijj3+Ue++7n+3PP8ef/9c/637vVW1JdCoMf/yJT/BXd9/NA/fdy7f+4Rv84/f+6aIlDWJmUWPwvQxrL13Oc9vG6CutYfHQAMWeFi3TpN3KMDGZ5fBRS62VZ/zwGCqzXHfDctavGUoqCgFRYBCTi20CDBh1iSWANx8kOyJC00I1RxgNkrEB+NOsWNHmrT+3jof+ZSut6HJGlpxh7Elir+c5wjCk2WhTr5/svw5ibYF6yRZPpVrNs3v3YYz4vOENPpnMJEKJKIrAOlRjjweVBka9OPhrxxAo0Sec7HlB+d7DT/GWWzfgezZeYJWIJr/93a3c/iuf5YPvfxN/9d/efWFdkFqIl3KZAFyZ8UOL2PFixORUxOiKVewd386WH++nNldldPkQt92WY9myvWi4Gs/k4uqV5hK/BT8hC81EuOuTmjOlSHH+olIud6ce3v++9/LDRx495nuvektiulrlr+6+m5HRUT76sY9138jFChPmMAKKx803ZvG9GZ54ehP9Q6vxvF4yXplWs0m9NksU1snaOjdeN8TqS/qBgxhTjHc4iMF003YFF+92EOmU5heKzWzSk1c8v5pk4lkQZWDxBBuvz/PCzjF27l/FyhUvokEWKwK2TqQWMXWM64t3Jxy3wpBFozly2Qx5v4Gfy3Fkeo5LwyK+mTl+wqk5NHJxhQRAijzxVJVsvo9LVjVYvsxPGElIPADRkVBGL438nSN9qpGTf/jWD7jrP74t8byI2U/Hg+EY74XTZosZ0DAOzhBrBzSDM/GmTNH4I5qkGhQXiBzamdpAQBXndJ6dGZdUVGxCexJXSgw4H1HBGBCJrxVVRcSiCFGkOOo0awNMHO1hx64WQeSTyZfxC7M8vfUxMtLkitf1ccnqQUZW+Hi2jtGRpGOTSYhpfF7iwxhbc6dixxQpfvrw0Pcf4vXrXwfAlq3bjpmKePA7//TqVBggno7oTEt0Fl5cnCWGKAmu8QbE667tY+3aIQ4fbrFr9x5mp5qUK1kuv7SXkdEhctkWxka4qI0lu6BX715yg+7cpE+U0cmCioDDy2QYHunhueePMnaoxLKlJTKmSaQBtvO86sWB7iRKDCKKc1mGhhzVmSriHK1WDr/ICVoSGosLiVDnM7bfEAaWcinimmsGgHNrJ/7Ek/u46oq1VCrZY6YiPvGZbwHwoY99jQ997GvHftyZe07lxCcbN2uJKVUuDuoSYNTE7QCNp0kiF3UDrhAhxiWEwCKYBZ4WcetJlSSjj9sB6gRjNa7COItGBrFxiyrSDIY8Qdun1TLsGRPGxqoEYYt8oQ9DxLPPPEEQznHdteu49lolnzOxANQ1ELRrIpYaMKVI8dONjnFTBwslA5/77GcBuOXmG7n3vvt5fPNj3P62t5z7CsPI6Cjvee9vMTs7y+ObHzsllnLhQjESYK2jr2yo9Arr1vSBFVRDoI3oBIJBQw9cBhUfvOkk+HgLsujY4THZ3XycV5RkylC7Ad7zIqxpsHRJluqcx5HDltHlgmpno6YXZ8Zy4pl67ZgfhR7LlmY4/HSNUrHM7KzQ02NPEGBih0enscp+564amewAo8tDcoUmuHPbE3/syV1ce/UqjBz7Jrds+uOzxRQTUaCNnSvVQ6XdNeMSfBQfyKLixxs+ASPJOKokS79QVBNBIQFCiDGd6yFeGy1SwDlwTnDqEzlL2IoIQ8PRiTatps/MbMRcrU0zzGNMH0EQsHfb89Rq0wwO+rz1bVcxONRCdQYwhG0wWKxn5ysKQuqzkCLFTylOZNz05S9/id/5wB38zQMPsHz58Cl5MJxRhWHDxusZHl7OY49tZvny4Yt+rLKbHALGhSAOIy4e+RMvuRFbEA+NEp8G00Zpg2ZRjddJi5ikYhGBOBZU0k9YXUicedCojRFl0ZDH4UmYnLYsWwLGdDQAJvEkaJ/4ElCHMbGgor9PaDbnyOaGqc42WLosy/GnMCxOAdfAYZmeDij0tli02MRWxGI485T2lZWXTz29m3f+8g3n6Jx7yZgrqCvH51XmUAJU80ThUg4cqDE7Z2g0PXp6y6iYpOwft5vi9y74nknOd6xjUefwjEVEEDFEEdRqLdrtCM/LgPXikdHQYkyWyckIa31UM8zUZpicPMDk0aO02zUWDeW47dalXHZ5EfQo4gxG4rFY40nSAouJ5tk5HylSpHitcDzjps4eKICNN93M97/zbR64795TmnA8LcJw733385lP/Jfu/9/18T++yE+TPSZwi7FxuV9dHBg6PfykWhD3njuVgdjECCIiF2+IjHdFWNTFEwpy0jdxQcRHaeN7jt6eiFp9jnojMTUyJB4G0YI+9QlgophciDIwmEFok8lkqbciwtDhHWedsaqJS93GUJ+FMFBEm/T25nBhBL7HuRLQtVoh//i9R/jMn/zqOXh2WWB1nQV8VJq0o1lcVGHXi0UOHGoQOY9MpoLYHHNHY92C9SI8m8GYLGIs1hg8z6IKURTEx0sdqGKs4lwYe3eIoaUBjWa8VrwdRNTmGrTbMzTqc4wfeZ7ZmUkwStY61l66mOuuHWZkhY+6BiI1jAgiUUxc1SWtCNclLt2x3VSrkCLFTy2OZ9x0ptKB03J6fOh73z3mhX/913+TX/vVX7rIqwwLfQk0tj9O5v6lYyokyZ/Epk24pORMC8Eh1iW3bhOTha7xUXSCV+44LnZaBBYjjnze0WjNUG9WcPjgknxSgrg/LicuPauEiIsrCcVCD9mcMjtbxRiPuZpHqajxe3655zIRaIS1HkcONglDQOoYAw7D2WhHvNKS7b37p1hzyQp6erLn6Fy7xMwogxIQRm3UVXj++Qz79xl6+/ppB2127drJwYNjNJsNWq0W1loy2Ry+n8X3PYwRrLX0lkr0FMsUe0v0D/STzXpE6vD8LOqEmeoc2559hkOH9iMoRjw8z8NFAYWiz9IlZa65ajXLlvay9hIPkQB1LTRs4Hkyf905gzHBAmKQfB0vrS6kSHEB4HjGTWeKUycM01VKLyEGpXKZ6emLWMOgUWIuFAsXO9I2Je5Ze+onYX0+q9eu1WCEUo+DTzhA6GJnRmNCrBcipg6ucfzg1R2siEmGaoRYJZczOG0ShNBsKoWcxFxFokRQdzIBO4jXT5sauF5GRgY5cOAwmewS5mahJ6cY+/IG0aoBUdQC6eHI0TZRBPmCRSTCnOPy985dRxkZXoTvnyOTIfXiKRBxqDSJwhIvbM9yYH9INltk29ZtHDq0l2KP4XXrBhgcXEIhl6PRUI5OVGm02/i+iQWRkdCoTTG2f4x6LcBYn8VLl3Lp2ssolSq4yDE7M8nocIUN1y1CXYNi1lLpK1AsQD4PuUwI0iJ0NdAmhAbUx8/mQFvx9aegrlNFMN1iyXzVxC2ohKVIkeJCxF/85Wf5/F/+BRtvuhmAL9zz+XNoDV0pM1OtdtdjQtwPWbjc4qKDac/fdJF4lE4EwYFCoFlEWrH4zlnECkKbKPRwrkC9OcjE0YDZ2QxOfYwRcrkc2WxEJpunfyDAMxMIbSwGwaE4lEzyep2xxViJH+seBCNCxlPUGRp1Q7FgkvaGS97biccURf1kAsAD12bdpWW2b9+B6gjjR0OWDPWiVOMevtoFVRQfkdgOOwx8qnNtsoUcAxXBhRHGGLQzRmnCxMkyITESJiu9X47UzFdxROUV2zU/3rqPq65Yee7OuSjQRsjinM+25yx79xsWL1nKC89tp5Bp8JvvvIFVl2TATGJNC1wYTzjQl9hZx9eMiwxohjDwODreZPuOKX709F7+5ft7WDa8iuGVq1k2vJRSj2LMNMPLyvgyjrVTaGggA04dBkPGBGi7gMkQH8OwhkgmrmjhEBMe+2uvC46ppK2IFCkuZExXqzz/3DYef/op/vRPP83+ffvObYWhUi7z5S9/KT3yP5GFW8CPvREQRF234tCOmvieIhIitk0YZWk3S8zWejgy4ahWCzQaNY5OHKBem0WdQ8Sjr3+QZSPD1NslSj2WvtJsrMDXdiykTMiJdO/84XzSqDFhyXiCRhBFFhEwrtOz7qx8didBGFqgWawNGeiz5LIR9XqDaS9Po16mUJpLpimSd2IUNNY+WJsjjHwCNZT6C1RKIYb4vYkk3gVqjyUvGntMqOk4Rc57EtDxpDjB2qv/4+1XsW7t4nNZViJSxZqQsX15tmyrsmLN6zkwthPPb3Dbz46waFEEcgQxrSQm+/OOnbqA6BiAOhkLoyMwMlxh48ZhtmyZ5JHHtrP7B9sZWjTKZeuvYOmSJbyw/SjLF/UyOGiItBHrH+I5TAwG47luxUlMJnmRKOlACa/Y4korCylSXHC4/fZ38Ldf/hKVcplKuUypVKJSLrN1yxYmxsfPvXFTipci0QN0x9F0QWBT8jYWmkVOwRimqiXGxgaYmoHqzFFaM4fIF+GNtwwxMDiIc0rQ9tmzu8qOF7ew84UsV155Je1mjoH+o2SzBlHBuWY8icErl92tiQV1zp1m9ihR8vwRiiGbdVxz9TK+99BWNm68hZ37alxxRT+q0xgSQZ2zqDSTY5LDuVjomctk6en1sGaObglcTfz8Es1vmnS52ISKanfyo0sWJEyIUWch0svj13/rL/nm332YZcvOTeUrDCyel6PebLDleUNvZSnjR/YydXSaf/f2IosHlFDnsBIeQ4LmydpxorNp0lMK2Xi9z5VXXccTT47zzz/Yxv9++CCXXPp6Xrf+EvaMgTU+fQPT8VIuiWIC5kqkTowpUqToYGR0tCsZmK5WuW7DRoCuPfQ5rTCkeLnMLDmMXevmYxczaZhHTRNsjvHJCs+/YAjCkMmpMQYGhJ+5vkixCI5JhAjPOsSPWLvOY+26AZ56osFjj25i5ao1NEcqLF4ySzE/TVwSP/4pNCY2EHLOnYzG8eUJg4vbEuoMnm+4/PIyj27az9ihw4jXy6HxDEsW5UFn4z0QHQthdUROUTW0WgFhGJHLWpxGGBE0qcbEplV0M2FMI+7Da46uOE8WrlU+dirlpXh++2EGB/vPGVnonPNIm2zbnmV61lAZLHBgz35u2riExUNjYAK8rgmTIF1/jROn8VEUgAnwfQ9fAm7eUGT9uo18/ZvP8tyzj1OdnWLdZevIeh6lUgHPA6WNdio2KVKkuCixcHRyIT7ykQ93//6xP/xPPHD//8v2Z7cCnPuxyhQvDR4LyukJWYgd/uLMOpIA4+WoVks8szUiaBta7d3csKGXoSGfnBzFWB9UcJGHMQY/K6ARUTTNtRvzDI8s5Zvf3gbyepzLMTzsk/XbsVbiODFIBEzCFFT1NOYSXDfQCYpzAZnMHNdePcxD/7qDlWtuY/e+SQYHBjFuFmvjxVlCFtUQMYIitNsh7XYbJJdUByyII4w8jGRj+2PTxBhF8IE8RB7xWu8W86ZC3vyOA2Zf9h0/9uQebti47qyeYqfaPY4xEQuZnrE8tz2gWFnKxNFDDFQKrLlkFiIPNe24soLBmMQYqavvkOOaI1kbK1TEKQ7IZJv0+21+6z1X8uC3x/nXR3ewbHSUWqvCdHWI/spEPHoZFZPlXek2yRQpLkZUyuXjjk5WymXu+P0/OEb0eCow6SE+i5A4o4yzeYMRHyFDICEHD/fyxFOOuWob9Ai33Fhh6WBITpoY8ZO4rBiT7BSIiLc8OotvmixeWue2Ny3nhee3MDmd5+BYP0HUi8rxM1bnku2MxhzTNj+lS0Q6mgEDLkIIWHtpiYGKz/PbtlPsGeXFnQ5nhlDjJYZUcXvBiOAiaLcjgjBEcYjGgTNyORCDowamjZFegtZSJsYXs2tXkV07HVOTGdTFLofxMqtW7K54HP+HJ5/axXVXrzy7pzYhDZ1HgOOZLR5epoixHmFzhnWXQj7XxpCN7Z7Fi8+tyjxhkOgkqgwmISchRgLUxaOp0GbjtYOsWb2YHc9tpR167BuzhC5u74jL0d3/kCJFihQvU4HoiB6HR0ZSwvCaEQXp7ArQZAIgFkGGocf4RD9PP9NkYrxOqdjgjW/I0ddbxSNAo3A+JGlnfwTx5IA0sdYShnmsNaxcHfLmNy5l64+fYeyQz+EjRZT8CTLjuEIQhtHptSQ6+oLkvVkxGOPTP6C88Y0rObR/Bzte2EMjqLB7f4G5xgDOZIgtjmPrZ+fiCkMURfMjqEnVQqWFWKHd6mfP7n62brUcGJslk6nieY5WqxEfV1ng2yB63MD49994mOuvXXF2T3Fy8IzE0ydHj5bZs1/pX9RPdeowK4Z7uPSSGhpmEu2GnT+f2tFrdDwPjn8iRD1EMyAWFZd4VuSwnmXp8pC33Loa62pMTU8w1y4wUc0ROhDTTsYmU6RIkeLlKwwLRY87d+w4JdFjShjOCuYnIjrBUBIznEZD2LLFY2ZmitddGvGzt/SQ81vYJOiJCbqWT9odl0xaGgiYNmJCohZ40mLtOmHN6jxjYwfYuc/RDivHfWfZTAbnHI1mG3WnUWLQxLWyu7DKg9DiohnWroU33LSSZ7ds5sDYFBPVEoeP9tNsV+j4QXSDoDEL5hri92G8Fqq9HDk4wNatbWq1OitWwOvWw+KldYZXNFm0JIg3awpxK0L95D29fNDd/MRe1q295JzoFzotiWYrZOu2DENLhmg2oJBXrrk6Q9ZC5JrJUqgOCWRe0yIGXGZe8/KKjCEk1j54RHioJ4Q4cCFhWGdkuMVtt63jwP7dmEyJfQeKhFERNTWM5NNfxxQpUnRx7333c/vt72C6Gi/7+5eHH+b229/R1TCkFYazXkHomDIlh0w6iv14kM1FBhfFwTS2YopoO589+3yeftYSNI6w8cpe1r8ePH8WYwQxFuOBGI3JguixD2JrZaeCEcUaIWhBUJ/h5luWUJs7gAs99uwClRyYiEjDY96riqWvYmkHEa2mTWbwHUoWJ8pJGTepJmRBk5FAjdsS6nDtWW6+aTHXXbucp360iYmJJnP1MlPTQzTbfaixiEZYsRQyllJvDnWAxFWLZqOHF17w2LWnxvJhuOzyKcp9hzDMJT4SbayN4hHM7n/Jtkd5+QrD5h/tPkv6hbilEklAJAr0oOrAWrbvKDJVDRgY6md28jCXr8lSLs0ARTzPQLLamuRqAF1QcTjZ147/XWLFlViNB3hiMLbJ2ks9guYsczOzTE5bZut5wsgShWlLIkWKFPHWyj/5xKf463u+0B2rnK5WGRga4sEHv8mO3bv42Te/md179p70c6b1y5NnDd2xOKchIrEIUNVgyONo4pzi6KVa7WHHrhaHx2dxkfKG6zIMDHhx714NYjp7COIQqJgFbe1EECedOkVs1IQEsWuhCs7UuPH6lTy6eR++GWF4eZFcvo41ibDRKGgsNizmQg6FEc5lMEnbxGkRlRqGZOnRiYKXevNtAAGREIvBWoOTKX7mln4chmeeeoRs5mew2othKYP9iroqYQBWDBnPxyEEzmLJcGDMo9aIWH9FL7n8YZAQo73JAq7aSzJxPfZcvAKe/NEufuOdN52VM66AE0HUoGIJw4hao8jzOx3lgR6OjB1msM8xOhphpAXGixeJ0UgmRRY6Jy7YQnoyVZ0OMYKYPHWIa1yuoZBtMtBXYG72KNlskZk5odzbg0g9/bVOkeIixof+8MP8y8MPc/V117Fv716+8tW/65KFzgTFDRvjpXwT40f4z//5I2mF4axCLfGSIQsSZ/ySZOhGfNQozpU5cniIHz+V5Z//+RC7d44xskT4+dvKDA5m4l0D3WyzY0bU2RfRMSWKiQEmSAJLoouQKP6atIlo0w5nWHdZH8V8m7lanUOHTLwxkQwiC0yQJMBphNN4tO/Y033mLj2KYqRNPj/LLW8YYM3qXp549CGmZppMTuc5cLBMvTVERJ5IDWLyzMw5lCJHDpc5cjjkssvy5POTWOMh2hvrHqR54rL9K+C7D/0bG68dPQsn3UNQrOaxmo3dLE2RLc+GNAJHxi8wMbmP9ev7KRTaiYalHZ9Dlz2nl2MswHQsXVpiYvwIIpbp6ZjYGZO6L6VIcTFjZmaGgaEhli8fprxAn9CZoLjj9/+AifEjrF6z5pQnJVLCcLK5piZmQYnYLgwginJMHBWefkb53kMTbP7ROK12jddf5nj7WwtcdbUj588gNiKTjbcPSrcVYBY4HMoCi16XZPLt+IGLl1S5uKRtjSXjG1w0x9VXLGHq6ASHxx2R6yWKLAvXMUlCOlQV5+IWR/fznPneJ0Q81Hl4EtFbqPGW25bz+suH+NeHv8m+gxPUWouYnByi0c4jnkeEUG8ZDo/n2PJ8i8GBCtnMHCJtNPTihoOZS6yoe075/Wx+Yi/Xb7yS3t7cWTjnMYkzCoLDRcKhw0UOHfGoDC5h/PABli/LMzTUJIrqiEpCGgLikc9zSxhUHYNDeeZqM/helpkZCAIDkhKGFCkuZnzxns/z4IPfZO26dZTKZd71q7/W1S+kUxKvBjpTEIkYDRTP+oSBZXYmYmAwx8Yby7zlrVluuBHWXdZHqVjERAHWTifBP8S5aP6wH+Pd0Ew2O3qgBUR7EM2jLoOLEoGfAk7RKCYURua4dLVPMe+Ynm1y4EATp4Kjo2NIZJQuTBT+Hq5rA3B2Vhg7bca6iMjHuoje/Cw/d9sS3vTmdTz95L/x46eeY2oux/Rcnv7B5agUODJe5OktTWrNNqVyDc+2seLjeQ5oJmLG09ucuPlHu9l47ZqzdNITh0upEWmd/ftLPPFUQG9lmOmpo6DTXHlFL8ZOxa2dZGmYSqeSdC6vx1hD01syhO0Aay2NuhA5waV8IUWKixr33nc/a1auolTqZcPG64/53plOSaTNzpMqMHjM2y9HKAEQkM3CylUFItmHUEgMhwKwE7GiPxqE9mrIvJCI+Cw4obteUtyCqkIyXSEuqUJEiEbJeKYHxuLwCMMQgjYGh9LgqqtX8INHD5DNFBkZqWBsCK6dZKKWbBZqtTmqVU0yXwV1ZyUTFePiZVnaG5MY28C4Q2y4podifvn/z957R1l21feen733CTffW7m6uqtzUEvdygkZCUlgMAIMDmBYPPu9ecCzjZd5Hi+PccBea/AbG9szz7O8Bs+8hf1sYzAYB7ABSSbLCISy1DmH6q6uHG6+J+y9549z7u0SMlgttUDI97dWqbtVVTdUnbP3b39/38AXv/g01ZUlrrrmWobH1tNqd9CmjDWGTuc05YpEWoMQnRRVKIIeT/7uzIG+NJTh8vIXdMI3QVJv5HnsqYBscZJmfQEZL3Dn3ZMMDLSQdOO/3VQyGq+xvH4RES8hcV2D52fxfEncyeCqqH8G6Fe//h3XarXKY48+wokzp7nnnjdy6ytu4+FHH37G1/zhH3wI6FtDv7gLdDcSWCgEGkuMJSRhsg8nHgdWYI2XxEETgVwBOZ9u1DI9PYs1qEUMVmN0LmH9iwBjLFJ6CJHFaIdW26MTuDTagmrNoR0kZlCu8DCxRLiGUjmg2dKsrHgMVVwcp5u1oCgUFJ1Om3oDlHTAdgmXl+Eoal0gg8X25KGOUFjZ4Jo9eVy5i8989jAH91muvv46lGqnuRKaOBQ4wkPQuNiU2W5Qkrnk11evd/jiVx7ijz70U5ftEG9sSKc9zlP7O8hMFiEtywvTvOb2AYZGNHHYQQiBk5osJc2Yi7UeL6qBkrUo5RCGlkwmD0KjlEAqw2WZNfWrX/36wWwYVqt8+f77emnSxw4d5KN/9pFn2D9/5M/+gt//nf+99z19a+jLXTJKNrGuB4BIRgoJ1J8mPtou98D2Pp9sgB6Qpi72THvSDdvq1BSpuz26YLKsLueYm/dotnwimyHE0u7E1FoR9VqNuQtTYAKEgWzORzkuV+3ew8pqQDHnolSQyg4VmazCmiZxpEH4KRfjMjUMIsZSB2UTKD7OoZxB0G1sHLN7T5mV2g6+8IWjlMqjbN46gXJiXNeSL2Quuh6aHN2AK+RqCuSUuZSxyaNPXE7+QqIitcJw+GjE8mqZkckyRw8dYP3YAJObFNY2E8mjdMEREHXSn6mffrx4DYO1FuW6NOodXDdLGLQxJkbKlNza7xn61a9/l7V508bvag29FoF4PtVvGJ5LmTUOjOiUM9iVQq7dGGQqg+PZm3KPA5H4NgibRVDhyNF5zi2Ok8/l0Dqm2Wqjo4hOp0HQWURHAUYHuJ5geDjHjp1ZyjeP4/kxTzx1lL//x6+yb98Z3vUf/wthuId2Z4SNG0rkcrM4Tp18wUNKydDoemqdGYoZgzJZDJJQtvFegDOgMM6anEwvTU5O8h2EAhmtcOsNWRYuDLH/8D4KxRzjG4bI5CxhWKfVVjjZElK1sbaJIAs2i5UxBoG6hIbhsUvlL4g4RTXyQIyVrbQBdEEYjGlTq63j6Jk6ldFhzp1ZRmrDDTcWsOYCjsiCSkmmcZj2gUmYluqOJtYmbfYaRS6afPXIrzzj6ywKKwQQgNAIBFqnuRTCYgjRgaBW88jls6yurDBUaSPUAMQNtIqTPA/rIayTPkecXn8aI/zUYjtOG9tM0ghLgxVNrAjB+Fj85PMiRogACJA4SJPprwn96tdLEWH4DuFTa1GEL99/H7fcdAtLC/N9hOGlWanxUboBSikwOuFC7NgxzMDQDNoYhBBIJVFS4PkunpcF4aCUB8KiY02rtcpn793Pxz75AABvesPN/PH/+U4a9Sxff+AwneZ6dLyJoaEB8oVZ8oVlBgYcwgiazXUUvCpCtJBopM3xYkYhC2UR1PiRN2ylFZxj35OP4Hq3MjK2jma9RaMeUyl0TY7cFKHR9PIrLgEEefSJE/z8u15zCcf0dNOTteS14oFVSQiW1cTxKEePx+TzA5gAmtVpXnVHiYGhBYiLQDvZ4HvSWJFIYkWq8ojXpz+E7u9dJ3bfGKyV2LW3nnhmGJUQAYKUc2IyGANSaKSM0CYkiiXCHePEyRMUBgZZXDjNlTvWIUwDKXU6EiF9PSEXR2oX7cuFeh0ZHAAAIABJREFUSAyxktcek6g7OmA8LAMpEbeRImEemALYUQRh4pHRr3716yVXlXKZf/js57h671Xs23+Qq/dexYPf/FavIeiHT/0gVE8+qUgsky1SGoSIkTJibMwysU6wbhxGh2KGByIK2Rae08BVyeZx/PAc/+1D9/Lq13+Qf/mXQ7z/fW/m/r//3/iFd99N0W8yNjTPj755mEpphccf+yZPPn2e09PDLC6uY3B4AG0M09MhCCf1ObBp/PKL+LYBbBvXXeA1r91IpeJx5OBBgnZANlem3nDQdEBorMmmXhPdBuK5Q/r1eodHHt3H3a/aeSntTLJ5ihQdQGGFxmBotXMcPiJYXM2Ryw5y4exh9l7hs2NrA0kdKfOpTbXojZSwfrqp5sFmMKqFkS2MaGNEiBEWYz2MzWHJYq2/5sNNUAUkViROkUKuIkQLITpI1UKqFoYYIXyieJSvfGWGIPJZXV5A0mKwEoOuIYRhbfy3Za1leZJvIqyfGEtZmTYQUfqR/DwEnQSh0EWELiGMm7wWOQOy2r+f+9Wvl2idOTvFhz/8YQA+/OEPc+bsFH/10Y/23BxfqKyyjzB8T6oLPa+RO9p05mzSdMo1h02sTeyAteXTnz/MX//dtzh5aoq3v/Uu7v3b97NuIpueFuugc4RxFqkCHGeV2+/Msve6EU6fbXNw/5NM50cpDZYRjkO9uYgRHaSIQWdBtoAXL3tARyBUEak0gwMN3viGPfz1Jx7h/NRJxtetpxNYjAiRQmCtQ8+kyrgIqZ8zwvDoE1P88N2XqI4QnRTFyGBJ4qitiImCEidPKQ4cWWVgaBunThxlz+4MN90oE6pKNIhSJmkOZANogApTDovfO91LU0jHDqkBl1hzwhc2RVK6bdVF9Aks6CLYLkLRRtsq0omJoxxRNMCD31jk9FSbUmWMM6f285pXb2FwMELaCKsVKL3muvOwJrn+usTc5FnS8YcwIET6ugsIKxHEKTrRoef0aTNAGUEEBP1bul/9eonWWtLjl++/D4Bf//Vf6yEMa2WVSwsLfVnlSxBiuLiA21RGLwA0QvEsCd6FCzU+9qmH+eTffY1tWzfwzrfdxlve9J955g6aSj1VjKcE2GKy7ZgWlfIq1+712bV9nG9+vcnDDx1g77V3ILIZOmGDrGtR+PAiIwyOI7HWSeKZZYuJCZ8fesVOHnn8NBOTE7SDGISHIUR0N1DrpOTSrlHWv12PPXmG66/bckmvzdgo4SxYJ0EWTEwQFjhzxmPfgSVKg5PMXDjL6HDMtdcUUGIRTB5H5rAEaB3hqIjYpCMGGyEdBSIiijv4UpGYc5uLeRx4qYoiTqW5ybVh00YxaZwMVrRBNbFGYjEYYqwp0OqM8tijNRaWPEbHRrlw/jg/dNsWrr+uiCOXEUYlLpMiBJsmpgqJsSCExRqNtRprYxw3j6FEo6kIIo9mRxBGSeaHLxPEwfU1jhPiuiHIDtY08aTCEap/S/erXy/Bei6kx09/6m/49Kf+hp1XXsXW7dtZrVb7HIaXFsAQc3He/W0Jhli0zQHw1QeO8Im//QZPPHmEN7z+Nj72P3+V3TtHk3m27Z4Y16IWqVGQ0Mls2XoJmVI7CKHJeyu85oclyp1g/6ETXHvD1Swtttg0qTGRRJhiSmZ7sdqkCIRJo5pBihV2XbGeJ5+6QNDWDFRKRHGE1zO3ShIxRe8E/FwRhhP86n994yViPi4CgRE6zQcd5Pz5LE88Ocfg8Hq0sThildf9yEY8GSVKDtlJkQEHvGU0RYyZIAiKNNsKP5/B8yA2AZ46h40DhIyRvsRGLRKehpPQHWzXkXNNrJZJYrStiIlNRBznieICQZhleVly6nQNwSCjYy5Tpw8yuSHDLTdXkCJVlqTW5QmKYEFqrDWJaCdlRVgh0GaUhTmH2XkX5Yzg5QboBCGr1WWCZhvHeEAGKRVCGPxMRLkSMTYm8Up1oD+W6Fe/Xor1r5EeX/0jr+d//H9/0kMY1jYUP/tz7720Q2D/R/y9qHQzxOkFWCXzb0m91uajf/PPfOazibnGT7/jVfzRh36MQinNI7Bhmlm4BrruOTVaBF4yjxYh0EbgJjNx4yCFIY5nuevuHSyvLrO0sEApP8DEOh+lqhgtedHPisIgkAibB1GjUmlTKrvMXphlcGgX1apmaCBGypWU6+GC6CQN0HOg2HT5CzfdcGkXvhAOsTYIKYmjMqdOOxw+UmPj5t3UGstMnd7HW964DUcugVMiOabLFCEKgCGWlytcuJAlNhUKxUFkIPEzPp6fQYebELaB4zTwZQNjV0G0k4AtJFJ2eQaKOAarFcYImo2Q1eoGqvUyWksiLYi1RTgK5bWpVleYnjrJ6KDiNa/egaMWkYiEAyJSTgZdH4hE5qu1jxBlgiDH0kLI+QXI5weRKs+5s9MsLT2J51mKJZexUZ9KMU0DFSZt2zw6HYf5mSxKCwYH+nd0v/r1UqxvbwggCaM6c3aKzZs2Pquh2HnlVf2RxEsPYejO41XvfPvo4+f4p/ue4KMfv48ff/Or+d3feic33bAmNKkbdChsQlzrSfOcZ6IN1iYzZ0uyoWEQsoOxMcgYx2ym05nlzlcP85nPnGNs7DoaDUmpvIBVUSoZfbHKS5ocm1gnS6eNo6pcddU6vv6NaTZv3crCvKRc9PGcCMgk70umzo/63+ZXfPmBY5fOXwCM0ShpmZ+Hw0dXWFjKUqqMMj9/nrn5C9xy00Ym1oWEoUTKZawKEXoUbBaccxw5PMT58x2yuVFq9SbTj+0n1C2U45HLV9i0bj3jE2Pk8mWaF1aIojKQkBsdaXCkThvBpJE0RtBuR0RRwnNod1qAwSCp1RusVFdYXJxB6w7X7pngjltHyWaWkTIGmwProUUHIQOkzqdNJYDEmhzT04qlZYW169DSsG//UTAtdl8xyG23VSjm67hOgDFhEmCWlo4tQgZYG2BppSZV/epXv36QEIbNm5K95f5//hInzpzmk5/6ez7wq7/yjHCqfsPwUimT752Gv/zAAf7kI/8MwFvedAsPffn3mZgoP7NLWNtr2AS0vlj22/7k4kl8zackDmgwsknGH8B1q+za4rC6VGdhMUPGt2TdPEZ0uKgY0GAy6cYdgWwgjff8+ySS1E0jDEK1ESZG4rJnl+bEMcn0ufMU92xmbilgZHgAV7VxcFHGQcgmsbgYpJUaZ7N2LONgePzpM1x//Za1qsRek2bTn6dAIZBYKzFWp06TWZ54WnP4WBvjFCkN5Dh9/gTt2jJ33T7Bzistp2d8wmgvGIOQDZQyuJ5kftGwcCFPq1nlxMmHGB/Jcd0ej0JOITG0WlWeOrDEE4/XyBXL5MtDDA2PIU2bfM4jm82AdPB9D2sNjufgOD7KtmmGNWZmLzA3N0tttYbRyTAhn4Mrd5a54YYR1o04SLMMMkiTMQ3IWnIVxHm008LoOkoMUF9Zx1NP14ilD26Gk6dPUTALXH9tmR27FTCFp8oIUwAtUCJMXatcsG5iZ2510sClBma2p/hRa0ZHFotOBKb9PIuX2YGny8FJ70Xroa3G0kAoj3rTwXMHcSy4ahWpGil3xsGmia9rJb0vNnfq3zvC8KUHHuCjH/0YH/2zj/Az73oPb3nLm9m3/yClUpF//PQ/8Pa3/QSPP/YoX3rgAT784T/poQ/9huElUkePzfGxTz3M5+97iOuvvYL3vud1vOWNV39PnlvHBqlilFJcvXeYz35+ioWl9awbHyUWNaTLt3kJGBIW/HMnHX7HsmvTE20ylhEOuZzDnqvW87VvnmJzexPNepZibgN+ZQrsHFa4CJPDMZln+hh0m5o0g8Nal4cfOcr/8dtv51n2htZFkAZ3iRAr2yAVNhzk3JTLvkNL1JuC8uAEzXaD4wcPkcs6vPFHdrFlc8zpU1mmZgrUaydwPIu1hihMNslWKyAManjuMj/6pjEm1itMHCJtFqxC4rH3pjYz03lmL1hmZhY4f+IwtXoAIs/OXVewYdNm4jimWKoQR5qzJ05z+tRxWu0GAwM5Nm9wGbthnMGKpVx2KBY8PEcAGqvj1NPBrnnfXctxQdwMcPMDnD8HTx84T76wjdnpc6yuPs4tt2xl1/YcubyDUiXQOYSJgVbKzxBpdopNxxspQtZb7EVKFhUXjanSEZnApM1tH4V4+VU6EhUJLyaxg/doN4o89kSR8ZENVCqS4YHzZFWQfKl10hNP6xnHiGd39/26nPXen38vv/GBD/Dbv/UbPPjNb/Fr738/V+3Zwx/+wYeopqmV3TyJ8+fOUan0RxIvifrM5/bxufue5ImnjvD2t97F5/7219agCd+bkkqC0cTGUipHDA8b2k3N/HyRzRtaKaM+5Vd0TXxEh8tj6CQv7mkWrBVIIdE2YMOmCupbMToGR5aZmQkpFsaQagVEhEUgRPXi5tPN4bBdO26YmamyuLTCTTdu+tdgneQ9SBKVgXWJoyInTyhOn7EIbwPDpQxHD52gXptly+ZhXvuaDeTz5wjaYyyveuhwhrvvzgIdZqY7rK5aVldDpI0YWp/nltu2YMw5dGTw3WL6XjsgVpEmw8ZJn/XrRIICyA20wg3c94XzNDvN5HVpyfHDZ5g+N0WjPseWLWWuu24no+MurtNGihbWNsG0kMJB4qSmT3aNU6S4uA6noyovV2R1qcLDj8+TK2/iwOEDDFccfuonrma4NItxm2BDiD2M1ignberShqcnAe1ad3d/lyZtLEW3ubQIm0a+i1Q+ikobjn697JqFFIk0NkJIhRR5lhcd5pfbDA4pFpdDfDfGz3SR0TSQTYbflqNj00cVF9FNbBK6Z9d+TRriZvuqnOdaq9UqSwsLvPK2WwF45W23MrlxI7/5m78OwG984APcctMtDI2MsLSwwLt/7uf7HIbvVO/4z3/GDddu5Ffe98Mv2nNcuFDlM/c+zZ/++X1s2zbJO9/2Sv7oQz912TIOLrWU54LWOEKh7Qq7d2f5xjcXKRa2MT7ikXUaPcvq5MbUFz0CrP/CG4YE50jXAEHUCRHKkM2GWOtiiGkHHZTKcfpUltHRrZTKrcRYSsRrFKnyWafpR548zh2370lkiN+OoqbkUGMlxubpdIaZmpKcOF1HuSVcJTlx9AAZz3Db3Tu56qosrn8Bax2eeCrkwoVlbr3ZJ5c5DcJjx/Z8shkKB4FLHLeRzAI+Cg8dWETqqmiNh7EFnKxBOR3iEFqtCgePtSkU1xHHgkcfepJGbRUpNMODGW69e5IrrsziOAtEYQspMijpY00+4VsiUilmnJzi00XUotJMD9NbgKvLDg8+tEIYjbB0doqtW7K84sYyldwSWlqIh4AA64QoT4BOyaapW6XtIg09u2r5bafCJDdFCJ0s7FaASYLIks/1IeeXX8MASSJrd6u3CAnVapvQNMmU81w4dZZirs7QUGqdT5zcEyblJgkSJ1URYrFJ7glO2gDHKGEQOGC8Nehkf4RxKVUpl3n3z/0899zzRo4dOsjOK6/iNa99Xa8peOVttz4rvfJS6t9Fw9BsBrz7Fz/GJ//uUW64duOL8hxfeeAYn73vSf7hH7/Kz7zzHv7HH//8M0mM36cyOkKaRNKpVIfJTTlq9y/QaG3nwpxgy0YXoWIEIcZ4SKXSjUImZDo6l+Fkkm7yUiCVIBYGR4GjXOI4QJsWi4stolKFTlAkv+TjexohFZ4n8TMCpWKUEyFkhJQxQhgee2qG66/diSGRpZrUXjt5apcodOkEipUVl6nzEY2mYmh0CwuL05ybmmJizOGuO8cpFdtgl4AsC0tD1NrL3HTzEGPjNaQopeFYIjG6shasgyt9EKCUTkybpMAYiRQZjM0i1CnanSHa4SSnTns02wVq1ToXzp+i3WlQLPhce80w27d7rFuncVUVwSrSKlwnj7ESraPEwtlJ0ARB6lHRI8+mpz4JWhsQHq2W5OuPBLTaGeqrs2yeVNz9qjxKLaJIEkG1TVQi0iY8F20ESlqQdQxB4h5hPLT20NpJ/MaERUpLGEiEyJDNgRQBcdhBSYGSXhq2FiVx5f16mfUM6ahKqERu68REnTau47C6FDE/u8jS8iK7d3Zt0y3PTJ29GLpnrCQIDb4/QBB4BDqmkIuxtp644AIIkVK9bX/AdYn1nnf9J97zrv/0ojz2y75hOHl6gTe//U/4+J++i8XF+mV97Hq9w2c+v4+/+kSS6/DT73gVH/zNN3/f0IR/9T63Xae+7lwgYHg4w8rKEgjD2FCJXKGGUJ3ENtqmhlDIy3B5dNM4u49nENKgpEQbD2tjlBQIkUOrmKXlJXzfod3x8L0MQTSKVBIhBUqR5h/oxFYby4Pf+Ah33fkWzp3fkMZR27RJ0rTblnYblFPEGB8/a3BzBuVAp91m02SZO27L4WUaiSwxhd8zGYft2zKMTawgaCcOhyJMw5rCBHVJT0Y9J0R8jHERIsTQQbpNomiManUdB45IjMgzNzuFqxa49eYK69YPUSoDdBC0USIiiZZywTipBNcmdtE2Rog4cWQ0CWojrUSQvF4rNMYahPSI4yLnz4e0o2GCeI6bbyhy3TUu1iwjrASp0MIi0AiRjjZkgJAR2iby0kZjkNVqlkbTEoQKzyvg+Vl0HKJ1iOtaPNfgOB1y2YBcrk0200bTBKpIoRIoul8vo+o6zXXvL5mQcaVldJ1PpVzm2MFH2TypGBryE9mxlSCyWJNByFoPrbLCEkfgOMOcOAFzczEj60YpFZpMjLlgliBF0hAJCiH6CQbPuZ5L+FS/Yfg36uN/+i6u2bvhsj3eo49P8U/3PcVHP34vP/7mu/i1X37zJeYYfC/vdZNsQIbebHlyY5EnnjzL4NBeps5WueLKAhdJb15vc6fnRvh8n7s7377YsEiZwOjNpsL1FNlsEa0tSraRBQejBVEsCcIAnBro1MLYCJRUIBLFw9LKCivLEcXyXhZXkgXNcRRCSLTWCCFwswopJVJKsjKBQ6OojRSC7TvKZAorSLJEgcJxDIY2xfwipYJI4FS6OQ8BUph0xp9KRVWVbjCTtRmEEBiSrI4w8jhwaBNBqIiCVRq1k9xyfYmNmzIoWceYGSQxShYQFMEWwNgeXCsIe2gAZMEarIgunthElDZjXVhXEOsM1Vqe2XkYrOTJDPtcd1MeEyygRDJuMBiMNSiRSwy/CNDGonWBZqPM3GyG5ZrFKo3nZjBC0ag10HEVP+vj+x5x5NGJJJ5bJtaGdqdONrNKqaRwnOVUCNqvl13D0CPBpiieEQgpcD0YKDiMb69w7TUWyWJiay9M6miaQVjRaxastcQaps82eOSRVdZvuJZas8zMhTkqBZ+cL9LvTbAF0ccXLnkkceLMaT7yZ3/Bp//+73jNa1/HL//SLz6jofjjP/4wv/1bvwHAB3/nd3nf+36h7/TYrW1bRi4bmvDlB47x8U89yMmT53j3//L6b5NEvmSxxIvzZ+NirGD9hhxf/NIhwuha5uY1kxslhbJFCrsGQYwTYtzlQBiMpctnsFaDcKmuxCjpYa0gjkOUionCEGt9EsvsDmHoIUTCyhdIwtggU93e0aMnuPqG6wl10Psaqzxcx8VxFFK5KEeCbaY5Dxl0pAg7mk7QwPPzaOMRmyZCaYzNoMiiTQupuu/bx6JTx8rUdhkNqpqkTdpM8npFO20gJHF7M08/bVhtR3SaZ9m5xWH7HRWEaqW8ChelRjDaYI1JCZ4hUsoUfO1aSnebgjV8Abx0HmzXpFA6gIsQGU6cqOOoURr109x29yaizizSuKCSQCtrY7AuRgYI2UqbhQ0cOuCxvOyDEvi5DKvVNrMzJ1hZmqfZbBBrjZQSJSVKWZQUFItDTG7Yyvr16yjkR2k2PYYGSxRyNRD1/sr9chtHCJugbMRI5SMdDx3HVFdbeKrAyJCLsCu4Ti7xdpEtrGhhpU1l5TY9PET4GZfl1Sarqy22bc9SXW2wOLdCFI8hMqkjrvDSfJnUgKxfzwthOHboIH/yf//3HsJQKZeZnj7PPfe8MT08buyTHi95Q/0uXeyFC9Uk1+Fvv8r1117BO9/2yu+ZJDLZuLuvLZUSGkCodK6sMSSOkULGSGGxRiWwNiKB8IVOTvjuHMSDuKrNyNAKQ0PrOT97js0bNnButs6u4jjSrKCcdrqxe1ih0kyH5/ujVRB7CCWBAGwOE8XgKU6fXURKHx13UI4iCiRCZKHrnmAzvdGD0THGghRgTQxSsn//k2zduZ0oCnGlRCCSDTCIQCqUDHGURAiFlG5CuNIdorBJ1s9QzGVxWQGZuiKKMN24VZImiUj6HAGIDLElJTUCNotKkQZBBCJpOIzNceRUi3OLAmXguus8JieDxNJCOVgRo9NxgiPXznbTjBFs0iR0Dboglbw6a2w3dDo+UQidQ6kOHdPk/EyFZnsAE0VcfZWD586giBB4GGvAxigpEXEWoyM6nTInz/qcPG1wMwUi3WD23BmIA8p5ybaJHBM3jlAZGEvGOB1D0DEoR9HuaBaWDOenj/PQQwcoFEbYs2c3nUAyMqIpFjWuilEiSljy1sEKhSFC9T0avj+ly+CsptbhYI1Ci4DQFqjXczgIMn5ILteBKERItQZxBCNCrM2mPhshOo6IheDsQoWc12HdSICULawtJdendYAswhogBNlA2AIKFyNiwsDDz4ywsDzD0twCV19dJl8KiBFI65IEwAfPCObr13NHGL5bQ3Fuaop77/0cAPfc88Z+lsTlqLWSyDe8/hV84s9/iV07x76P3X2S6KiFQYgQi0u7NUgQFRBK4TgxjmrgOTUcp4WwEqtzWOGnLZECaRGOi4OD70dIEZPLZ1ittalVK5TLbaxoIWyGxJQn5AVp6kWCVCR+CC5Yg3QM2mRpNht4foFYazzHwXU9lJJobYjjiFgblHKwtgtMWjDJqdzEMfueeILb73glzVoNa0yPUuW4LtJxcRwXz/FwlIPjOum70CilyOfzhEHyPcZGGCNwVGqAlHIuBAqZjlSMNRhrEwMo4SYzVVlPI66TmGhrAiwetZU2jRXBlh2b8HM+2szjuDFoByFkaowkeWHJ8qmRjjAY0cQywIljEZXyBjrtY0ysL4BdRcgIYxVK+EnjZUNwOjQbg3zly7NExiNXyDN16iCNxiqvumMLu3c5ZP0uoqExJkoW7bJM3rdNRlW7dmisLbFaq/DA1y7wta99gT1XX0dkiqxHMThQx9h2mn6ZqG+EMM8KWuvX96hUPUWlfLTWKOmAzXH6pObp/Qvs2HUVg0VBIbPA0EANR8ZrlDEqPYB0wCqsVShlaQclqisRuzb4+Jk2QnpYoxJ+Tff7hUyTTpugahiTJ9bjFPIxo6NNZs4f5YYbxrlit4s1VYSQaeO81mekP5Z4vggDPDtLYnLjxj7CcLnqwoUqP/e//jmdTsR73/O676skMtl0dXriFxiRbABBMMaZ05a5+QjHDRHSoVjMMjpUolSq4NtFHKeNJen0jbDI1JnPxNAJfJRqk8lm8bwsgY5YWGpRKHsIUU9ueOulN/oLCaeSqWTTpItPBNLSbDisrAQMDK9LNiOTzNYTN2OLEBJHgUZijU2VD5YoijA65tzUOTCawUKRdrOFSlEYx5FIR+GpxH9CCJH4D2qdsvxJRhXKo1aLGBn0UE6cHmJSSSlJuJSxCZsbW8IaJ3ksGQMdrEhUGokld+phIfI4wObJAvv3H6fVGWFhsUIuWyGfn0nUHcjEzKYrX33eoNMaQypgeSmLNWXq9WWu2q2wtoWSFoHEcSxYjbYSK7J0OpZvPrzKSl0yPj7A8WMHyWZDfvLHrmR0tEo200ZJF6zAaAchXJAGKSxCaqwGHYuErCoNxfwqb3rTBu77Qszp0ycYGHgFy8uKXC4gmxEI3SW8BilK1m8Yvj8V9BArJRMXVK09zpyu0u64GFHg+KkLlHINhoezyQZPgg7YNBlXEHYBCiItmZtVYA3r1qfpq1al44T0nhcm9fVog81iaWGEYWEGFpcMAwMZbnvFLioDDbRZwloLpNH2XQ+GXo5Ov54vwvDtWRJ33f1q3v62n3hej99vGL6tey0WfZ7ed+Qlw08wRiKlgyVCGwiiEk8+bVhc0PieJperYXTI9NmIpfkym7dsZqAyQCbTwHFXsFEt2ShFFmvyCOVy4UIA+AwOjCGFwvOztDodVqsFSqUAz22DtWjtoV6IZ4p109iL1CKaGGMU0xci6g3NuskC1lqiKMYYgxEXN1Fr00THOMTLZDBaoyUYKzkzdZbrb74RYwWuk8j+lEqCn3K5LMr1UI77rMlO0lcIHNenWgsJgiKebCOkRluNMR5CDrC65NPuCKrNDp2OIAot5XIB1zNkMnmGhjJk3BWgibVhkgghfXQcsWGjx92vGufLDx7AxteRywyCbVMsakxcR9jEfEmKF2CMZVRvpqz1IGfPKqRy8JwVBiohSnTWSDBjrDLoWGHtEIePLlNrFNmybZjzZ0+wZVOR228fJ5ebw3UC0A42Fr2fmRRgUnMmqw3WKhzHwYSJ1j4jDNZZ5dV3rueBB1Y4ceQI3p6dLMwbJiYUruw2N7p/Uvy+VnfzddImIEHw5udr4IwQxSHzC4v4Expkdk2ibqLGuRhyp7EiBDHI+emYcsEjm1vE2OTaEM/IvYmT55MRUeQgyKBNmbNTHayRbJpwKJcW0mY0cQmVYg26YF16ZnL9ekEIw1rr5w/86q/w0b/4c44dOghcmoKi3zB8WxWLGX7mnffwmXuf5r3vvuP7f5sLjziOwOkQxQMcPAgry5pyCa680qNUXMFRAAMcP9Zh31NPsmFyF+Pr1yNVEakbuK5B65h2W7K4XGVhIWRs3UZGRkdQQoJ0wFZodVwcNwviLJ7TxPUM6Od/icRGgpQ4ImFNS+HSbOV48qlp8vkBpJBEUcRFNYboqRqkFCjPJZPz8YVBeTlM5FGvrnJ+6gx79+5lcnIDcRyjrSWbyyOUxBoSzoMxiDSMy1qdjDZEgtS4XgZtFSvh8I+8AAAgAElEQVRVGPLGiHVIoyZYWopYXm4TxxKr8iA9lONjjWVh1VIZKBAYTbUZkncHGR7OpQFQEUaHCfpq6+zcnaMyuoP77z1FNrOHTjBOpdRhfNxH2GXQ0Qu89STahCAsK8sDVKuCMFri6iszuLKKlDqJObcqXaw7CDXGwYNtTp2OKVXGmZ2eRokOd7xqI8X8PBKLsH7PvrvnlCkMUggS0x4BUmNEhHBlSqtRCANZP+KHbh7kc/efo1prYbVlfLyIFZ2UxGmSx+jX96esuyYALyEJSyyuI6kHEWEnwtqA7dvGEKLORS6NouenYn0gCbZbqTp0OrBxLAmLkyaTogs67cwVXXt5a30cr0U7KHDsqMNqNWR0BCYmdDL6IAsiStoMseYgJ1QfXLgMCMPa+p9//lGAXrPQRxi+S33xn37pOX3dj77+Wn72ff/vS6JhiHWI4waERlCrFVlZiel0VnjFLRUq5RWkEAipiKNldu7KsWnLBr7ylSPs33+AK/feRDE/gqWDSX3/jc1SHhR4vsf01FGiUFMsl8nlB3CaGQwjxHFIubiEI2OEiZPF5XmkFAplMel2ISwYU+TkyZjpmQZbtm0ijBKFg5QyWSiE7CkepJRooXFshJcrcn7fExx4/HHmZ2b41ue+yJ6BDFNP+0zu2Mng2AZioBNpkALHzWKiCB0FWKvRJjVXSuH8hM/hsFSztEKfufkVokghRYFIR+TyGYLIsLC4ysLcAkEQgjUMDg+zZdsWypUcjbBCtLBK1tcMD8T4XhNEK/WCcCgX53nDG7bw13/9EDuvuAa1bRI7M8f4eIS1NeQLOGwbGyFFIoc8crSDckdxWGJwMEYKk4ZtkaAC1uK4FU6flhw7vkqpsp56bYGlpWnuetVGSoVVJG0wpWSR70o2U9lmT2VjE0mrTURzyedUhNUqRTxCBoY67N1b5MDRc+S3biAILcJt4bldYmd/HPH9axichMAsEsWSsIJYa0rlDPVZw/TpE/hOh8FKjNUtEv1zuvELLl4HOCBdLsxGtENLpUz6/73k2hE6GWWmaATCILRHaBosLnhcmLFEus327QqpamB8pHCSMUaPLJk+Z5/weFkQhqGR0Z674y//0i8+Q2bZbxguQ910w0a2bZvkM5/b971VRPxrvyDHEEUOWo+yb98qrabmmr1FBgdqKJM68lmLcnNYK1Bymde8eoRG3eOxx57g0Eyb2LSJYhetFY7n02q2CTrNxFLZWqJQkCsMsmnrVnbt3Ia0G4jaRYq5NrncmQTOl1x0UXyuaxSaOA6RCoRRLCwIDhxcYv2G7eRyPlJapEyd4wQ4jouUF1EGdEhjcZbP3ns/otVgOOtT9hTFrEfBak4+/jCnnnqMdZOTrN+2jdFdV2OkS7tVRyknza3QWKMTkyIrsDaRCOoQrPBoBjGhzmOsIIgEK8urzM0dpNNuIATkCx4DAz5xZJmdPsr0uVOsW7eJ9Zs3Mj46AuSZnl5lZERQKCXSRWskrlKUiuf5ybfu5P5/PspqbYmrr95Dru5RyFoSN7znufanao7lBY9azeJkDFu2VLB2GqncFMpNPfyBxYUM+w/UyZc2EMQhi/NTXHfdELuvlOhOiHTyQABSJL4OvUahiy7bXhMhsAirsDhoEYOMsMYgrYPRmq07BjhwbJFYZ2g2Q3JD3ZNm99Sp+wvM96OEvZj3YQXGJp4lg4NF2h1DozrPNTeOknHryF4AWTcjxE1RwBDwiCKfmdk6jutSKqfNgvVSUmWU+JXg9TJpYtsmCgc4dtwSRCFX7IJMtokwmZRYHacy7jh9nFSdJSK6CqJ+PX+E4ZOf+vtnKCHuvf8L/NVf/iVv/rEfB7gkPkO/YfgO9c63vZKPf+rB59gwuOnFHSZqBuMhUEmiGxJkA/DTm0GCCUEmpz9rSRz+0gTGXgIggNDE1mDFGAcPCVpNy8SYYtsWgbQaY0CoGGk1wvpIBNIFKRtkPLjnRypoJoniNqvLmuXliLm5KvnCGFnfYWw8j3IE7bbDiZMLPPn0Ac6eOsLVV9/M5u1baYRNBo0il2mTcWtI2URaAdJNsx3W2L8Km9omJ7YLQkikiHGURsgiq6tZHn58EaXKrFu/CSEjlBRYqzDp2EIhcPws2mgcIs4/9RiPfuthMlIyNjLE5OR6vvHkfnbs3sGm7VuYbHeoNZs0l5f4lxMnGNl/gDvf9h9wfR9MgjagncQExmqs1emsNcIYh04QIYSl0Wxw5OBBmo0a5aLPrh2j7Ni+gXXrM2SyaSaFcalXLYcOznPo0HEe+vpJBioV9l59A4ODg3SmLRsdScZbSqyrtYfnGIYGq7zjHVt46KE5HvyXB9lxxQ72XrGOgeI8iDpCgFKit5Cn+kqsdVLDG3qjgYQs6aGkRRvFqXMaNztK2Flmw1gu5XPo5FJyJAifRiPHtx5ZRJthfKk4cvgQN11T4qbrfOJgAdfx0xNd19fBfSYSYHv/4WJAEGmEukyzLLqJEy4ZN2LPlUOcODGF71cYHl7zHqz3ghqlfr0grBKDg01NweI4BqeAsYJiMeC26zcyMeli9RLCU8n908sKSaOthcZYy+qKotUWjI4KPDdCWxeJThsNhbWmN1qITURkcuw/IGi3XCbGQ7ZuDVEolCmAWE6vjW6E9holjQCDSdzPu261NsYqgRAOxiR+qJYEcRNWJGPIrhRZxJguxpmOY7QGMEhlE0t1M0q7LTHGxVEBvl9DyGaqzPLScLUf7FrbEKxWq/zVX/4lv/eh3+P3fi9JrLz1lpv68dYvtN7yxqv54O99gqPH5p6DnHLtAptI7+I4wnEMWguMTXz4sRodxylEK1Minkj33G6jIIlig+skpz1jB3jy6TYXLoRkvJi9e8ooUUcKF5zkxCCRYNe4Mpo0bcC2cWjjKMiOwLoRuGJHBiESSSV0QISYssv6sRx7r9rDoSN1HnnsIU6cOsrNr7gTodbT6DTIuD7D5SKeCrC2haWZcAJSBQEWtDFrRhcaHUegcnQ6Izz82DRhnGXTli3kCqXEDCgNTAoseCJG4RJqyGZ89n31Sxz85r+Q9X0m12/g5ttvxy0U+cTXvsUtt93KyMbN6HaLQhSxcOoMWd9ldnmRx75wLze9/sdSZrdFa4njpK5zJkBbgzEJmVQbw9LCHMeOHmD3rgmu2bObiXGB63awNFCymiw+xgHh4hYFt99S5KZrdnD4jMeDD57gwa9/jd17rmHnzm1MnZOsH/MpFZdBRWA9fGWwYp7bfyjL+Ngg33j4GKvLJW6+tszouI+SUdoMpI6YdBfB9Nqw3UZS9qBaaxwQA8ws1pCepZwLyHugpMLEAiFjtPGIdJkn9zdpdYoUS2WOH32a7VuHuOVGjSubaKMSnwTRtQ/v0hK/05HuYuiVIE4XYXnxBItG0mDL5jJHDq8SmXFanSaljL7InH+JVbMZ8P7f/jQf/sjXAPiF99zJb73/HsZGSy+zkYRBWxchAqx1kRKWa4ZqPaaUg3XrLIIWQqXXhFz7u0r4QMZosJKZ2RDHdZnckEWqJgaDRSecGUCgU0M2HyMFx4/nWalGlIoxV+0GR0VIk0+uCZm8tosJp2vCy6zACtk9diXNggCtc0xNWWp1SWXAYXwiwlEtHGlSiXWiXLKYhG8rOmAEaB9rDMoNMWRo1cscONZmZqbN8OA6PNewY7tPudJMZMUvw5FIpVymVC7zUz/5VpYW5p9FiOS573T9elZn9ta7+NinnkOyl+iknXgObB5jDI6b6PeVcqm1NtPqbCSIxgnjMpYC2nhorTBagGj2kApLjON1iG2Itj6nT3osLQqyXshNNxbI5esIEa+Jfb20MYGS8hl8BKMNWI1UTQYGa/zQK7O84x1XMTYk+PoXP8dTTx+kFeSJ2czM0nqWmiMEtoLGS0RyKkEZTNosCJlYwBoMQlaIwkke+NoFwjDHxk3bKQ+WcH2F67o4rofreuQ8F991UI5MzKiCBuePHKLgeQwUiiwsLXPm9Bmq1SrKcdm2eTNCOqhsHrwMgxs3kisVcQRMHznE/IlDaGvTiGyQSqBUMoNXTpZMpkgmk2N1eZYzpw5w5RUD3HXnEBsm67j+AthaajijerdIHAa9ICg3q7jyylX+48/cwIb1BZ549Osc3r+fyJSZnsuytDwOMp/8igQI6+HIiC2bm7zpnvXkMxHHTy4jKSdrpU3Z5Lb7oS6iN0InryGFeY1ooRGcndIY6xG0Vxkfd7GsgA0AiVEuhgIHj7Q4PxNSHJhgfm6KLZvyvO6143iewlibGltdXuWCoyxK1di5c5hmo02znvpWWAmi9ZK7xz/03/+Zo8dnmT3xB8ye+AOOHp/ld37/3pfhSKLLEyD90+P8+QAlYeOGPI6bIHCiG5NuRW+NEdKmbaykHWRZXta4qsPwsIPAojAogosIlZDE1oAsc/JknqmzDr4fc+31oJxVhPWSVUu2/+0m0qpEnUHCmRGOz5FjEd94pMpSdZjFlRHOTWVRsoQ1XTcW3UvgTVC6VKYpBMqxRFayuFjk8/etcPJUnUJhgk7gcuTIeRo1wHhIJEZHP5C/6tVqlQ/+zu/2/v3B3/ldVqvV3r9vvOlmlhbmAfjy/fc943N9hOEF1H942y284tXv51f/62u/uxeDiC/+OIVGynbqlzDI7AWoRUVajQ6xtnhuhlI+YnxUUSy1QDTSUKMsCIsRAcZqLGUW5ytcmOngOobrrh2gPLCKNRopMvT0yfbSFvxYG6QUKSNZIJ1hjG6iTQehLNYYhitZfuLHtnHk4Cxffeg0C3OzbNm2m917dtEMMzRaPvnMOLlsG8+tIUQETtg7gYBLFEnmZx0OHZ3BkKc8MIKfLRAGcTLnFAkLWqYSQ4shCgJc12Pu1CmcqIPwfHZu3YzwMxSGhslkc/zsz7wdEcdIC50oRiGpTKynvriQeDB0IqZPnmBk51WEnWQGKkTiTy+Ui+tmCFodpqcvMH3+DHv3jHHnnaMoVhJjIUTya0Qmp5L0kOH4DliLsRFKJouq557ip946yf33ZXj8iafI+Bm2bJ9kYUVhRMDQUAMplsEIrFFkHI0stbnzlZM88tgMq6uaykCCJwjrpd1F4lUgejr2tK8XAkvi7NkO8zx9cAkrhwnai0xMTKDUSpqaGdMJBjh6POL4qZDSwGZmZs4hzQqvvG0rnphJ5GtSYq3FWIuSl+/cYC24Kmbrtgwz32ig42wyo7b+S05V2WwG/Lc/vJdP/sW7e4jC2378Rv7L+z7G//N/vf1ltpophAjS+96gjcvScojvu0ysVxgbJFNGuuOENNrcCrqeCkJkOHUyoNOxbNmaR4o6ApMiTVGKMiliY0G6HDsecvqshxR19l6VI5ddwhiVXOvdbBST57vxWoQI6XUxQtFoZTh4dI7y4HqKA3kW5xdoVDts2Zggio5SF5sGZOKVYjLJFE11CEKfZmuUbzw8SysAN5tnenqWC+dPM7k+T6UiUcJitUwblR+8kUSlXO5lRQDP+Ptqtcpjjz7yXZUU/YbhedbERJkff/NdfObz+/jpt9/8bwA1yczPkoT6xNEYx487LCxERPoormtotwOWljo0mpat2zayaaPH9p2jCD2bnNRFiNEZrK0wddZhdi6B4a7YKRkcqmNMgCCb/tq6YUSCS2EFOeqZm4O2MUqlqXDWSyRQUmHiGa7coymNbuBLXzrFY488wPLKEjfddD1Zf4JGy1Kt1ZHCw3VCHCfCEqM1hB3F/GKb5eUAxxmgVCpRKBYJgwAhE26HcizGiDR0SScjFWHROmZ5bo5mvYFfKGKEIJsvIB1FoA3GWIgi4jAkUyzhui6toEU+lwMhKPhdx0idRnV3IfaEiAiWZr3G3OwU1169lRtvdFHMoIQFm03GFXQQQqN6MsCUo4FJNQIWlwLKaSPkCm+4Z5xsRvGNb32TVuc6duzaSrw0gDYOoyMxkmWkzKJtnowbEsXLbJz0abfrDAyRIgruRVIaXeRI97TohhYohdEDHD4Ws7QcUaxYxkd9spkmSEEU+Ei3xOHDhtNTMaXSJhaWlgiDWe6+Y4xyqQGxQSgnXYxFz/Tq8nUM4v9n782j7Lqu887fOecOb36v5kIBKIAkCJAECBAgwVmiZlkU5SiO7YhWrLY8dGw5Hjod24k77njZXrYTpx211VLby+72iqREsrIUU2pFlCyJkixZFAdxAEAQ81AAqlCo6c3Dvfec03+c+woFkQQHEKRI1eaqhQJQLNy6955zvr33t78Pz7MEtBgo+xiTuHK1yGLo/UBhhnw+xNb/fPn3R4/P8Zn//ih/8gf/5PW3mQnXKnCaqZZWG+LYJ1QxUjp3SClEWoUXK8ACYB15OIqyTJ2po7Vmw+QQnppLjeN6WJNHKoEVLXpRjlOnCsycjel169xxc0i51HRCYjJIybQpJ8fmLuo9IlIUajEYIzlzpsfZcx1u2DVGN4qYnz/H5EToqrnSmdQ54JNWGKQkSRRSGRJjmZ/Ps3d/GysyGE5w7PAi+XyOa7YMctcbN1AqNZzrbKKclslrEDA826TESq2Fr33pfm7ZfctylWFVh+FljPe8ayd//KefuzhgWLZvTsmLIsPp04paQ1Ao+ty0M48MEhA+ve4I02cyfP2bh2n1xoj0Wq5YnyOTWcLYFr3uEMePW9odTa06y407hxkZaSFEJyX1CKCTktT8FeXrl5h3iHqafXjpJhEhpfNlkCiGBlv8+E/s5sB+OHR4niSK6ViNTTRGC6wpOvnntEpgjCWJLYnJUB4AP/CRykdrUIFyXhAIjHGHubEWa82yBLQ2mvLAACpw0x+z84uM+gFDayawSiHzeayv6LUFVsckSlBfWqJWqzGQDWmQ0Gm1HbAwdvne2HSrlMpSrZ1j7UTItm0enmqhnDqRa80IiRDeeXJfv2RqDCvJfw485MD2CMNZ3vzmMvnCNr729SeoLs2x8+a7WKxV0EnE+GiEUl0846NNglQx42sDJD5CxGnv157vHVt5ftNOK0mJ6SFliZMnfA4eWmJ0zQaqC/Ns3pXDMIMlQ2TWs/fRBvM1yeDQlczMzNJtnObtb1nHhvXt1LgrnYi4XOeSAGETlOwwPlah122m/W+LTXkdP4jxL/7XT/PRv/wGb3vTNbz9zde+DgGD01WQ1nGjGk1DlEiGCx7KayNTwrLTLhHnJemxWCOx+Bw52mNhqc2VV2bJhj2MSRwotzlMOsIbxSVOnypy7FiXTmeRO98wwsjAkqv0kcpGk1YirbeiOvtcFSuFEApjIqz0ObeQUCyNcWrqDNOnjzFY9pjcMIEKIke70GKF6JTBmiye16OXaJrNUfY+1abVTNi4MeTNb9mI5Dqs0eRyAl+1wXbSFq0A03tNPuqLHf6VcpkP/fq/5GMf/lN233b7i/7eqxyG54m+bfUD3zx0kbc6BQ3WwyLQOsvpM5ooMWzc1MVQA2sR1sf360xunOV9PzVJ1mty4tgcp84MMLewgdlz6zh4xOfcXESrvsCddw4wMtZGighhFUp5CJk417hl5bxLfIQ2HYmyHpaEhA7aaoQcYGFhmOPHSjzy3Tk6HcMVGydRygkjaSyRTohMTKShl/hEOoMmi/Bz5CslSkMlssUcfpBxnU5jsSIlNVmBNQZrDUYIhJQIIUkSwdD6K5GFEiQJx09OMT11msUzp+k26wSeQkhBr9tm9uwM7Wad2uxZpk5Pc+TMLLPVOl42j5IKISxCOv5CEIQAdNpVWq0Frrk6R7mwiLSdVJFSujFE0Uv3mn7v064ACucPcStMKnkLwuQI/Ig77gi45+5rWZif5bsP/j3dnk+jNcLc3DCJLqOJMMRYYVFehKWNTnBjZKmJFWnJWPRH24QFqVEqT62a59CRFgOVtXieRzFvWTOm8XxFtVbh6988R61ToVwe5/TJA/RaJ3n7mya58gqFJ5wnxGWXQkg9N5SwDA2JdFROpMx58wO7zv+v/+N92Pqf8/M/cyc33PEHHD0+97rax4yIXH5o3YRBFEGiY8JQngfFKysLYiWHJkHYEmdmYjLZgC1b8liaeMq1AZJ4EKks3Shg794cT+3v0O2c401vLDJQbiKtcsJgIk4BQupeK3TqgHmRA0oKDK4CanSBc7NdhocqVBcOcfstY7z7XVexZkKjkx7Yvp6LvaCloo3B6Ap793RoNnqsXy/Yvt2S8ztkgxny2XmknUNHzfS6PJf4qdcmYKjWanzg536BIyeOL3/0QUS1VuPggad59MknWLd+/WpL4nLET997F//1Mw8ug4dnonfXd7Y2wYouUeTRbAnyRZ9i+SSeyGG1xmDSpDdBmCo/8o4Jjh2u88TBJ1AqgycDJBFXTGa58qoRwkwNq3up8JErF2pj8Tx/hVgKlzanbPIguljZdWRFU6BeK3FyClptSSIreJkQoQ1nTh3nzPQJupFBCx+rNZ4wqS3z+RZ1JptlYu1ayuUiWju2sVISbXw355+yj92B7qEFKCER2pLJ+QiR5eobbuSJr96PRaJ7HR577Am2XX8dut2k0WzRbjQwcY9mo05cq5MPfNpeQF0oNu64kUa9gefLFDgolJEoJei06+RyirXrS1g7g5KSxHhIGYI1To7a2vMjZWmZ/fxPJ9INuIfCc5bXVmBFDKbJTbesQXmW/+/Lp3j4oW9x467d+GoNZ87kGJtYRKoqxoCSBuUlTl3RmnRmva/F3ydc+umfW5qNIkePSsJwGD9b5PDBPdx1xwhKzFNbGOKhRw2duITNdDmy52lKhZh77t7A8GAbqY3r4wqNFc20N3u5AIPCmhChEsJMk+ERV85WKkCbzA/8Wv+nP3YT7/uZv+LRx09y1RUjr5s9zIoYYTLpNJVHLzIoDwJ/5f6xog3hkLADCwKmT8VUa4bBoZBiMUHKNsIUQcYIv8vs2VH27W+zVKvj+y3e8pZx8tklTNIFL3WEtb5rQWBBth0geb53Qlg3Fqk8alUYH1/PwlKLH33PZibGeyTJEkKlOiDWQ4kkBfohILCiQRIPsG+vYfZci6EhwY4dBl8uonUGKQOkcvLnQgmslS55SMWqXqsZ9cf/n7/kuw9+5xnyz5VymVKpRKVc5ql9+1iYm1s1n3q5473v3s5/+sjfMj1de3Z/Ceu5BUmIxGKMpd1LGBnzkVYhPJXO81qU8DBxgB96YGts2qxZt2mQRk1gkwyVskGpOlLVsdqVyPuLWQiBJ0Wa/aZZgDXPs1Ho82gbcK6BgHECPy7Db2CRRPEkx48rDh+ZJ18YBptlcb7KmTN76baqeH5CGCp6UYKxzhhKLusx2GWylNGKU8eOUB4YYf3GKykPlAkDH2uty6hxRlFgkUrgC4EnFVYYwjDEYNl6650snDjC0cNHsVYwkA2ZOzPN7JnTdKOYbODRbLeoNdq0G20832ex3eOtP/5PCQtlet0eceKyGSk9lEoo5DN4nqJUKhJmfISWCHywCdKq9JB2FQBxgWCMeMaGKoR19xABooenwJoQEy1xww6JFtfxP77wIA8+GLFj520Mj4yQzMQMD2bIBRHYJqhe2t/vz7v3l6SrREgyaDNAq+Nz+FhEteUxODLO4UP7WTMRMrYmYm6+whNPajpRjspIkb1793DVmog333Ul2aDmTL20B0ZihEVcZn9pY0U6BifwZItK2c3lY82ya+UPShw9PsemHb/Dt778r7jztk2AI0K+HkNa6Yzj0+5bs6XxPJ9c1pFfbR8cC9cilGk1yJoAY32OnawTeCFbNlVQajYdm/SIkywnTvucOh3TbCSsGTfsurGMJ5eQFteyEHbF1AXngXi6L1kyKxRG+xWPviKlwliNlFlOnuwRRwETo4rxUUMS1Qkyjr9gtcWTiji2+L5a1rVJiDl5KuDkqS7FguTOO3J4aglhfPzQggnAJE53AoNQaQXR9Ne8ec0960q5zJ/9+V/wufvu4wM/88HlP1vJbfjbz/wNAB/4uV9YrTC83FEsZnj3u27jk595iN/89Xc8y1corOghTIAwHlKodJo4IVBF3CkpV5TZDNiovz7JihrZyrO0OYS68Pfn+x/pp8+/+Tq0bNKF6aETg+/ZdM7Yx9LEMsDMdJbH9ixhRYViZZKz01OcPHYS34vZMDnC9dtv4Iors0jhPOqXF5RYUWWxGqky1KuCffvOceDwAg9/dwrPC7ny6mtYt24d2YzneAxWIJQjQHqpM1SQCRACfKUQwQBvef//ROlL93Ni/35MrYHA0o66qUaUxXoStEUi6XQjdtx+Jxu27qQVG0LpYXSCNRohJUo6kyopfYTw6XZiChkHChTacRSEdMqFuP6qeFYw5u69NGnW1O/BGqdNoNKKz85r22S967n/qyf4xjf+jmuvv4mbdm1ibqGOL5sUczmy2RhPtbCqnWpyWJcBWom1Ie0oz+nTkplzBs0gA4NDPP30ATJBi5271jM7F3Pw4BJWlAlyGZ587HHG1pT4kbflCPyaq0aJlB+hNAp52TkEUlrXXrFuEt7dGGcg9IOWrV11xQjv+/HdfPmr+5cBwxe+vJet167hTXdufl3tYcJ6jlycCqz1uq7tFYRu/NimjrAC50yqjXUy6sKj0SwT2x5r12VZMxGjtaHdXUOjlqVW91isCqScZ/v1OSY3GJSsI0WcOrNmU/5P/0K66Xrp722JAwwr/GTOl03d50ksiKIM8wttpOyxdkKBqRMGAdZIpLBIz4DR+CoAqzHWKcy2e1kOHu9ige1bi4TeIoIAhIc1XVdRxGmYnF/eNrXYfm1GX5zp3/z2b/PRj36Ueq22LM70/dMR//wXP3SBCuQqYHiZ4p/95C3c+8EP80s/98ZnGbFMkXHanxdIhPAdkVBGoF/FrdKGINqpZXWIJ/3UW8JJr/aSPE8/5TN1xmBFGd8PmD41w8kTh9l01RC37qwwMTnoFnoy7aY5rFgBilgBXhKsFlQGctx2a4Frrslz4FCd/QfmeGrPw5w5fYyt129nZGgY3emiwtDZUOOcKRkDG/8AACAASURBVD3l5GpVqg+QGR7n9n/04wwM/z3dpQXOnj1LY3qapOdAizQSaw3ZQoHt27ax463vxPo+gbSowMOaaLmloLXF832UFyCkT70myGcCLG13yBnvfG8VccmZhaTLtm0VcrlN/N0DJzlx6HEGSgUmN07Q7Hi0exqWIgqFQSolnJ8DPYRNSBLJ4mLC3IKm01VYW6RQKJNEXbIBbL56kvqix8nTkiA/TLsZc/LQFAP5gHe9tYyS9WWdhSQxaTVnNZ4tPvzHP8Hv//svIkq/CMD7fnw3n/v0h15/wk3fv2Np4yqWnmuDCSOWD0lrnTS7tpbYaGbmIgwF8qUyc4st4ihLt1NhaalBq7lIPh+xZfMA5XKCpZZycPoVO/X8a0l00goDqYDTCp0YG+P7Jb73aBOtcyhZY2goi5QayKwYRU5BhtTLVSxjFYvzOXpdwdBAxOi4k7Z2ILYFpgK0X5fPt1arsf/pA5yamnIVhsqzA4K/+POPvUjgaV9mOSt9lKj5MIFqgXVKW0aAsBr5Gjef+flf/s/c866dz5SLFs5kSdosiEXavQG++JWAyfXD3HTDgTQbfXXCkEHIphumMgW0tSS2jfICol6BRx+XnDi5RKk0SqPR5Myp40CHu954JVu3euS9OHXDTGsbxjk+upGlNDNJy4zWxAhpUcoD4WGSCOkFxHaIx55c4BvfPIBOsly96Xo2bJhEBQIlSf0kxIpf3YbVjjUFTzoJWAHdbodmo4bUMUJrtNZY6RFksmghUUGGIMjQbbXwA0d6lFJhDMSRJshk6HabdNtVKsWIzZvahOE5JB4m8R1wEOL8XIV96UOAxgQIulgvpF4L2Lu/x4OPnKE8PMG6yQ2sWztBNgydomcSEUddrImxVtPrRtQbXYTwCMIcUnp4vsJaTeBL2u0OcZSgreLo0SPMnj3FtmvHeMOdo+Qzi3ip7PjLrbHwGs2tWTUjcBVAk4p5GxPy1W92iW2JW28KqJSWkMgV/B0wwiM2WZbqgn37O3Q6FUqlYRqNczTri/ieYWRUsemqIQZKTTwfsD2M6RF4biLCVREUzoPiImtFmPO8HRu6rxcarMIgaNQH+MY3Gwg8du0MmVhbdS1AnUnbG720RSjS9ooGIdE2x4MPKxYXDW+4I0ulfAZlS64yKDvYZBQh6q/hPpNxaq3eJCp4R0radsnst7/zXT7xcedM+Y/e+17u/pF3vCz/5GqF4UXEPe/aycf+8svP4i9hU0a7XkbHUmqk9DFWvbqlWNFdVtpzyL+LFJJOr8LeJ3ucmlEMjW7k5LFDNGrn2HXDWnZszzM0EiNshCLBaMcDEDJwC3P5x07d70RaRvRc79DqCG06SM/H2B7o0+zakePKyd088MBp9jz5XRr1c2zdvoPEWpTn4XsesYnxfG+5PKiER6ujkRKSJCaxoLJFSBIE4BuntdCNYzwvcGNdnTZB4BMnEVKl5VYjUn6FQSmPIMjTbCX0ojxB4LmJyj4n5IIe6iWoBogArTXKJpQKXW7dnWd0/Gr2PV3l2NOPsv/xhGKxTKUywtDwGANDQygvR5LEWBGiclkniuM55nekY6wRtFpdWs0m52ZnOHv2FIPlDPe88wq2XBMh7GmkGsHoqlPdXF2yy2Ch0ejyyGNTz01c/qG6IxatDUjnYyLwMEagVIQlRicKRIVDhxNOnu6wsNCi3ZyhXPS5evMw119TZmhY4ftVBAuuFSclRmun67HMB3qhYK0/0aCw1iKlQZvYfU+TZ/+BOr6fA1Nn7foCAoPRAVIYjHWkzD4xWUjjfj6j6HQztJqGSrlHsQhWB2kFwmJNBitbiNcplrzz9lu58/Zbn/XvVs2nXqF47z3b+dhffplHvjfF7hsnL8xihMT14XzCjCCbS+h0IqJuCS9svaqAAZtNAU0HoWJ0PMD3HmuxWBtgzfgAx48cZHw4w4+953oGB5v4ymIShZQWIQ3CIzVwSlJHw74hjEBYuYLUpMA6joCntJM5suDJHsI2GanEvPc9Y2zYUOCLX34aKxTr163DWDdnkclkCMMAPwydqJA0rjSqjdvgAGmcYZcxBoxFG40vPTAWqSQoSWwtyvfwpPNfEEqC70iZMgjQiSbqZjh8pMaOHUMIU8NXFx4wlypLqFUVKUMngysEUjW5aqPH2okSWo/S7VjOzrQ4O1tnemqGfXs69OKU6JUe9ja1wMG6azdGo6SgUAwYG8+x64aNbNmUwRddQGKljxVnkSLr7pVYhQx9sPCzv/z/AqwChvQVV0qiPC9dXzG+ZzFo4ijHzHSW6VnL/EKbfF7ypjvGGB4eIAxbCNlxUjNWupFI2QRTBgOe8M4nD7bPtXohrT2VLju35xir8TwPawLOTnvMzneJu4vcdecokkU35WP9tLIQs1LCHQFag7E5jp9ISBLYudNHijaeGAKW0gQvB6oKOvO6fMRf/NLf8bn77uPNb3nrBaBg1XzqlQYN77mFz9//xIWAITVdQSagA/BiBgY1rXqXqDNC7tUEDKSLy0YgW2AHOHggYPpszMjaEU4efJKrNvq88Y0hwkxhkwoyHkDKLprToAeWR5scg1oAjkBosM7ESkTLsrCuB2lTMqBwWTIGdIYkjhFylt03jXJudhMHDp5l/bq1WKPR2tAFkiQhiBP8IMAPXC/UGIPWmm6vR2IcISsxhqKnUL4HnoevvHTLEHipp0V/pFIIgTGx0wEQqa+EzFBv9Zg5Y5lYE2Nsyx2wQp/3PrgkQaye+7lTcS2deHgeFMIGljmK+R5DA4pt20KMLaBNGa0FUWxoNzRJ5LI0m47rFkoeYaaHkD08JRzfAyBKwO+CWkDYDCIZh9dymfVljoOHZrn3gx/m3e+6jd//tz+6ekNIZc0Dn9gK4lhTLPQwRtDurOHxJ2POzWmk6HLTDQMMD58jCNsIm8MkgfObUB2EjF37IF6fjkja8x9CX4i3n28ZWXN+SkhYlPRIIo+4V+Spp2t4foHRIcnIeAejmyjy6Z5jUqEpuzw5ZqxAG0UUZTl6bIGhwRxh0MSa1GQND2QXiLAmfF0+34uRHi/VfGoVMLxYwHD3Dm5762/xSz9714oRy3566lzXrIkYqAjaDcv8gqZSeTV3h9ABmlQ0RfdynDjRpTI4yfzCCdaMhdx2WwFhzkBcdD1v7wBIC/GgO/iNBmnTw9/NKVsU2ADbl0/ue9cvZ+cCYbIp0GiBDJBBHljE6kVuv3mc/U+dQAhBEIQY6xyZLWn1wBqiOEJqNwemE42MYzxrEcairHHz/Z50VQ/PQ6SVir4uhGvJuioFgDEJBonn+wShRYoScwtLeKrDmjV2RQnVXjJgkPGIy75kE4RAUnCy32iwGZT0ncy0NQgd40uLVZqMNAzkNE6NMQUN/WuRHtb6YA0m0QivSex1sKKMiq9CihbIY2CHVxcqcN8X9vB7f/Qp/pdf+cfPI+3+wxVCuBHtXjci6imELdJpl9i7L2FuMWJoVHLDjizZYI5AQK9nkH4HpTLpRMWKNqTscr6FZ5bVIc9PO7yAap1MViALiTECQZapkx2EzNFYanLLTWsx+iS+FGBS34r+xE+anCCk05OUHmemG0SxYnQkxFMBUrQxpom0gVNzlC1IRpyXz+swno30uHKscmhklKGR0WXzqdUpicsUExNlPvD+u7nvi0/yoZ9/IwCxiFFYSAZAdFByjivWTXLkYI2F3lY2Jgt4fjXVTa+6g8AMYFUdo8dQYunybQ72/CeJHeDkbJEz505yzaCgGWl231bHszHC5rHKgoyBEhiLUqkr5nKZUa6AAxronF/n3y8GZPt+FywTmSQREoG2ikpljnXrBqg1IobHhwiFhzI9N7WgyoQZJ+piiDGiTZxYulrRbDbpdRssVWeIehKlFJ7noZSiWCqTy+UIwpBcNks+lyMIPaxwlY440hhrkAikJzDGp97OEVavoFgwFAuLGJoYBEoYJHEqRJRPPTxsCgIazy84I9uuTGqK5+9Zf6RMwLI8s4U+L1EI0h6wd8HSFH0zHaOXt16pXGVLiUIqKZ2+Q6tgAYCP/dXf81d/fT//8Q8/uNqGAGJ817pK8mjbZnSkwOkne5w9G1AZCnjqkKbd9igFC9x18zDCNkAmWOsTBkUEEc6fgfOuqsCFhEbxos3wHF4YwPjTGAJk6ucS2WEeOXiSgdJarlhnKRbnMdajlwSOKpXWL4VNlkG+tSEoiLseUyfaZMOQtWMadIzBR0lNnNQQUiCVjzFLIB1/Q2uJ1h5x1F9/bnpEa8eL6Dtg+r7zDMpkJSqtoGok06cVtbpPNqtYvy7GCxaRSiHMK3/EVsplPvAzH+TrD3yN9ZOTnJqaWgYEjz75BD917/v54he/AMBv/Oa/plpdBQyXNX70XTfwv/3e3ywDhvS1T5GuAZsBEkZH80RRj1bbp1xxTpDWhEi5wv/hciNcodMF4Kxq6/UOUjixFiWhWMo4+VVjnafCZWSUa2OWWfuekoyNlZk6u8C6jeMI4yG0AREihNNnCLIaJUKqiwlnpmaYmZ6h1VyiFzUYHCjgBxmUMChrkEZSnT/DuSii0+m6sTEkfpChMjBEpTLI2Pgo+VKeWMf4CsJcgM4M0MMwdS5hMPIZHQqR9pSz/ZYld69EC6HSA9nkwAwDzdWF8AMYjUaX//B//h0PPXKQT/31r7Nl89jqTVk+zN0gtJKC0dECoV8FWWJpSdJsd4h6i7zprkmMmU+Jx6k3TqqrcfkurQE2xNosxjgtl6MH58hmCzQbZ9m9fRhfzTnPGiOdxsOyvkecgpQQK5pYYlqdEVqdmGxeI8IuGuef0el6xHGJ6pKg3faALM0ojzU2nSqCbjdKCyRun4qjBG00RjuCpbWWXC5EKYknLMoYzs0v0Wi2KVcGGRzM0+jGbNmUw1eL+N4rL1R24uQUn/vb/861121l85YtfP2Bry1XESrlMgtzc9x99z0c2v8UQyOj/Ml/+OPVlsTljD5/4b4v7OG992xPde1ESjAEYYoIoRkbFRw5XqdWy1Gs+M4tzmTSHl/q1iabTl74soUzvXKY3GNxoYlMHSM9XxIGrp2i7eWnC/fBgnPFswwPZ3niqRniaBNKOJEhKVyZMY4t9VqXUyePMH3mBEMDGa66UnL9tkmGhgWZjEWb2GUZgtSUy4GSqJfQbheZXwg4fXqBqalZjh49wZ59msGBMTZfez3Dw2V8X2OMptezCFFgfilLo2YYH9lAsVhFEKONh5S+ayWQuN6t6a4ugh9QsNAnN372k79ycUv6Hzq4INK0XKOUIAgSshnIZIY4PdVEJz22bx8gzDUwcRfIplXDfmVBXcaNoQmmhCBEqA6ddsjxE4vk82sJch2KhSpS9Jx5lRArVFgl4EYrLTFGGOIkYM9TS2TyI2y4IsPMrKVe82g2DSbxSbSl3enQajSIohqtXgOtNTqJMUbT7V7Ix7A4kTijnYKvk+d3+00mkBTzBYTMEmSy2FaNpfpZkniejVdswPNb7vpe4di4YZJrr9tKoVjkfT/5T5ienr6ggvDQIw+95O+9ChheYnzoF97JF+5/PAUMpAIizuDF2gJKdRkajjl0aIlGaxSti0gay370/YkKV6a+jIBB6LSZLwBFo9FApIeypwSJNiglkdId4pebWB8nGj8VdhgcUM5xMonxwwCtrVN/NJYo0ezb812M7bD75hG2bc0zNNQFs4jRGk8EeCK7XBGxxgERX0Am65P1WwyWW2zZ7GGYpNEIOH6ix2OPTfPwg18nky2yfsNG1q8bJ/B9es0aXQu9TJFmVCAfKtaPNwizLTQJ0obp4tcgW4jXKWHqtRqr5Mbn2QaWaQUWhCLwOoyPZ3hq72GuvmYXqrWfkbGAOGoT+p5rc9nAVRmWVRgvZ3gIEiyKo0cTgmCE+tIsb3pDhUxmPtW58VYoRKr0+jysbGNkD6OHmDmd4dTpM2y8YpDFumXuzBS1aptup5tOh2iKJcXYeIaBis9wKU+Y8cnmAoKMwvdwazyVpXOJgnBEaDwSI2k1eizONZidNxw4WOfAoaN0ugY/CLEm4g13XEs2O/KClHgvV/R9JD724T8F4Gc/+IEX5RmxChhe5njrXZv5vT/6FAcPzbJ5y0TaZ3YjRDoBL7Bkgw6VgkejrajWilTKbTxfpwsw9YK36hW9bikFvV4PY5xplFLywgzkMovc9MECQKns7Kxb9QaZkQxKBkS9LkJJDh54mmwm4Z3v3MrQcBVfzYPxUKaMsoGzsV3B/RDfx8r2+1KvdEEmBBXFwA0Ftl17BVMn2zz6eJ2jBw9wYM8+JtdPMj4xRpjxqDbBz+RJ8iN0W5JNVyuUOksQ9BAEWBsgybPcz12NVz0e+OYh/tVv//UqufFi6x6LtR5Cgk4ShLSMjxX49ndOMjRyjiCM3XilymBNgui7Stq+O9XlO/yMzTmis2wTxUPsfWqBwaFJKiUYHooR1qJSC3grYiDBCotUzgsnMQHVuRwnTsDZ+YhsMMRjj36PMFRcfWXIDbcFDI9myeR7SOE4FzblWnjGuD2CTrqJmAv3wGX7bcea8IQkU4GhiuTqzT633z7KwsIg+/bXmJ/vsWFygOuuy5Pxz2AS+6ocsdVajfWTk3zxi1/g3nvf/wxXyn/+ix9aJkOun5x8UWqPq4DhJUaxmOF9P/FmPvmZh/j9f/tj6ZSAXPYjcO+dZuN6jwcfm6EyMEK5lMOYJXdIW9KJg8sMGGwqoCLcoi+Vcmi9hDEm5VL0ZwNcH0++gqP7YTYhE4T0uhFKWpe8K0mz1aTba/OG3RsYG/ZQnkYnCiVzbgOT3VTatXCxH9whfB2CCZ0zpu2R8bpsusqyfmKIp5+u8J2Hpjg+dZQzszNsvGojI8OD6F6LjgWvOMqxYyHj40XK5QWEqCJFhzj2CD21ugh+AOITn36Y//SRv10lNz5fhQGNxXduuVg8aRkcNAxUAiwRuXzgKo3KQ9heWmFwY8iO7Hz5AEMcSUcmVJq5M4LEZpmbm+bWm0OMbi63KZFdd13CSchro+l0Qk6c8Dh2XBP1oN2ep1pbYNOGUa7dWuHKKzyE6CBlhLEx0vYVJaWDUdKp1q4EBTwjb7LnfxXnPxfGVUUGhzRvfOMQQmRToNWFxHPKxuKVrzJUymVu2n0zmzZeAcAjD7LMU6jWapyamlomPd599z2rUxKvVPyzn7yFe37ij/nNX3s3xbJJ9Q4kUvXSEptieKSNFyS0mgH1RshgRTjiXL8nftnd0Lx00sG6f096xLEjMXV7CUli8D2JMZe/HfH9EfiWMAipVetMrBvFao9eL6JeXyJfzLFtWxNrl5BYhPCcWMzy/fJXjGM9a97CsgInTp++P3aphCEMm9yw0+f6ndvZ/3SLBx86wcGnH+dkkGPD5EYqQ4PgCUq5QaZnNNUFj7HxIvn8Ep7ffsUrQ6vxzPidP/j8KrnxBYfG2hxWJM48ToDyOoxNZOnFLUqlceKkCrqOFAme6vOeeinf6jJemdUEQqHjkKcP1vGDPN32LBs2bMCTvXTKKnH27IQk8QDdbsDxE3UOHlmg2w1ZXKihRJstW0q8591bKBU1Ui6ltvMhOvawNo/0JBA5GWXaGBs+F8L6/k+epVoLwvoIY0lMjCVCCoMUEil8lou2r0KF4YGvfmXZaOree99/Aelx/eQkd999z3KFYdXe+hWKiYkyu264hvv+x5P89L3XASEWhfQ6mEQhrIcWC1x51UaeePQUlUrA4IDvAINop9oIMZeVw9CvMGBAaKwV1Oo1Wu0OGEGvG+MXnLKifAVaEhcuSoNSilazhU6c3oPneSRxD8+T6F4NX2UwOgQpHeFQ6jRDyGBEcpH6gu+UEqVF4DQipOdhtMAmHhYPQ4QUU2y/TnHNpquYmdnK1791jD379yKQrFu7liuuvJpSoQSVCseOaYYGioyMhmSD1SmJVytWyY0vDTA4/1A3mmuMQKiYzZsH+YfvLDKbz5MLI0ZGtXMZNV6acHdT1cbLB5CDjEVb6LQDpqbm6SV1br91nMDvOX+I1E3TWo92K8uRwwknT7eoVg0zsy0Ec9y4a5TdN60ln+sgOescN+MKyCzKi5EBWJG46SdEak0frPip7PkkQ6x0BJYrKg9yxa+A7GBsQpLk8MIsVhiscaxIoSL3HV7hscqVWgu37L4FgIW5cxd8zYs1nFoFDC9j/NRP3sYf/+nn+On37YK+qmESOlEe0UFR4qp1NfY8JJieHqFUrpEvLODZQaSNUV6cmq/YFDyYdM4542b9Zc+RKU2wbBO83Fezyk1o2ItUKWQLzBCYYaRosWnS41syIeom5IoZ5hY3kS/OkugZAn8EazKI/kz/JY4PGgGa0KFwYqRspfoNnrO31j6FXMhSu0cvUXgyQUdNWs0IP9A0dZ5ixkdhkBhHeLLBcntF9gWNhFk2pLXCyVFLK5w2Rio56y7IuKUuHQdUooASYAnDJuvX1/mZnxpm+kyRhx6r851HjjEzPc3ExCTj4xOMjo7Q02uYmTesHZ5mbBQ8v4E2PSQ+iMCpY8sEpfvul9ZxrdNnbK11MzWrfkgvKQ4emuVXfuPj3LJ7yyq58UWBc4GkhkSCEtjEIrRkw1iL7wU12vFVTM9KhocjtJhHkkn3Ih9xqXwd2XUVQeMvr31XqncmU9JksGR5bE+dKBZkvJgtG8tofRahuxghaXcLHD2R4cwsdDuCubkljG7wljeU2b61SCbjoXUdT0gg5w43Pz6PBbRZ0XBY0WJ4RllBXCRnMivAlwMDEo/AN2B6K35e93evRnWhUi4/w8J6Zfzphz+yTITsx6NPPvGCqwyrvreXGP2+6QPfPHSRkzPhhh2S40cOMnduA0pJDCeRMoNJhhD4CJNDJMMIPYYwJTcuKJsI0XOPSdh0jtqmng2Bq1R8v2DSsz7i2PlIyIjxiRyjIzmmThwinxtiflGyuDSE8obRpougXwJUIBcutbyBIEKIvua7SDcM10O0aWm0UBxAeSHK8xBSEGay9GLB1MksWodYuukG07e+TcdSRZSCJwcXhJAI68aurDRokTznhxEJBt0fnEJgUcoi6DIxLvnHPzrOv/wXt3LNpiHOzZzi6X37OHp0irmFKioMmatezYmZNdS7AUbWkUEbKROEtsjYOs192UXIHkIk7nkaH2kzCLuK019KPPDNQ9z7wQ/z0/fetQoWXjxiuKC8rpTzhJEC1k0Ms7AwT9SDbrc/GbHSvP4Sjwmb2lDLHsi6+xDdtFKYJYkjul3BgYMLBEGRHbvGyBTOgfZodq/kyX1ZHnwEzpzJcvbUPKY3y123D/E//+w13HhjkSB0CcGqjfvzR7HohOT+7M//gt/6nX/H0Mjoi/r/1e/+7u/+7stbAl9CR2dQMk6zvxRQplY6r8+16PPNbz/Nj7xt23Nk2obyQMLJ4z3q9TyVUolSuUmiE6QoIkWEEBFCthG03OfCpC5sXrqAv3+KQeF4EibN2p97oxDCpAqOCRYoFQY4cmwBazIMjqyj000YGsjgybr7XjaDIwS1Efalt0uchKxTSBPSIKxE9A99YajWMxw8GjO+fpJyZQChBcVihYGBQbpRRL0ak8tKisXYaVgIP63EpBmPSclLVtLnjPTvlyse9u2bnvmfRCKtyxAEnvtKgWthKAumS75g2LF9Lddft544iTl85CjTM+eoN2L8Qo0wt45qfT3tziaUF+KHdZTsuOxCpkDPegjruUqQ0A4ACgOrXpIvKj7x6Yf5vT/6FP/xDz/4LG6xq/GC8MIyaEhBNRYhBNYOsGfvDEPDa1CiS7lkUDJx7ysqHcm+lJKYv+J9T+c7hcLiFBWFhCf3dOl2B/DCgFtvX0erlXDqVJ7TsxUa3RLTp89iokVuuWmYW2/KMVRpuLUm3Dh1X9vFcl6T5fX/TK2TjZdlpLoq3WufOxmp1mp8/D9/nK989Sv82q/+GpVKhU9+8uNkMpkX8U/al1mxRx8laj5MoFpgDVa40rSw/RLy6y8ajS7bbv51Hvzav1/hL7HilhBjbYZ6zee//NdDbNlyO9dfbxkcPQG6RBjMpll3IeU3iLQq0E3Nh/x0vaUSpStGf5w86nMvEINwGa5w/gjdKEYFw3z7H5o89N0Zdr/hHYwMZsj7s6wfXyLwU+MiobDCXrzd8byAQWCXNScEwgZptuIsZo8cr/CdRxrccPPNhGFI0jYsnFtgYHQQLxNw8tARot40t9xUYHBgicBLXGsGgRUaYQq4Fk2UAiKz7HMhLAhjLlr9wFrX5nFIASsl2koQCiKDMBHS72GwICvMzed58skqe/edohPB2vVXcOXm6xgaGkTRJOcvMVSuUyy0MfacA0fWR+Cn+2SEk4ReKa27Gs8XfXLjR/7kA6vkxks4XFYgB7S27pAFqo0xPvmpA+zcdTtSnmX3To2vllyi0a8OXFJbwl+uVNiUT2XRWOH2sm5vgC99cYHy4BbCXJdMJqDXDcmGeY6dPEqUVNmxrcA1mxN0bw6lPLygiEkE1iRuwgpSHZkfIiAuDdoo8CZRwTsckVNkLuAx9OPRJ5+gWq3xtrvuesa3eTEtidVd62Up82T4wPvv5pOfeYjf/PV3PHOtSkALypUmP3rPWj7/+UfQ7ODKqyYp5BPKhZDAa+KFPaxYAOGjPA8dJSmb2bgJp9RF0cIKyVZ58ccoUqKOUUBI4As0i+zYXubUKZ9HHvo2d95xJ8HgGhabecYGZxDeNDrxsMkgnmpcQlLjp6NZetmv3qLROkHKgMVqzMDAOIFf4MDeR5iZOkmv28XzA2645W2su2I9B5/qsG9/zM03FpH5s2AkSmYx1iBEF2EjjO2l+Ek4HoHNYBJXWtXakmiDFCKVvu7fFoPnRVjdRUin+CisSTOuBKEMSgGEKBRGa0YH27zljQF33nYFDz9SYc++PXzrawcYn9jA5mt3MTo8wexShqV6lYFyQhiCtV1n7y0MUnhgS2lraVXH4YUA8VVy48tV+ZUXgAela9ODeQAAIABJREFURLpGLb4XI4Wm00tItKHZFgwUU0ydVgQu5Rg2NkYKibaxM4KTYNOWhzaGAwdjGm3FxGSB0uAA8+eqnJ2eIUmW2HhlwLXXFijmOtikRRhkXBtWG+dWqeyyf4VYtXMHeM7Df+OGyYvyG1YrDK9g9JXmHvuHP3qWtWqxNBE2A3icnYn4b5+dZXhsK2vWFSjlsniywcBgg0IxwfcFmazE2AglYoRNELLf//dx7QhH/BOYi1cYRICg5/rmNkNiWniZiESHzJwN+PTfHEepPHe96W1Y3WZsZIGJdfPYpIuihKB9CXclcNcpXb/SWom2EUIodFzmKw/UqIzewOzMIq3GIe64dZxyxefhR0/z9EG47U27aNbg1NHD7LwhZNvWLko4QxwhYpB1tPaAPFqXaNaLNJsh7Y6kpz00HlI6gyprLVqbFfUFQy6rCIOEXNillI/I+C2UagD1NANyGg4YlRpERSC6JLqH8BTN5jh7ntQ8+vg0zVaPiXVruW77dRQLBUIZo2Sd4eE2gX8Oz2titUUSIoV8BcZpX/vraZXc+LKmo99XbTg/CRDHFf76E4dZM7kTRJvdOwVjgwsIa1OdGPk8bc/nAwwGqTSWHto6qXpr8yQ6R61q+NwX5hgb20gYFDl29CmKxR7btpXZuDFPLtPFlwZJ1iUgIgLZw5JgUtK3/GElEF+kwvBnf/ZR/vff+e3LUKhaBQwvW/zEBz7G+3/yzmf0WDUCIatYXUDKkMRUaTbH+dhf7KHZTth+/Q1Uqwt40qcyOEouqygWEyqViMm1AfmswfO6WLqu75j2/lyGYBAXkSDVZJwOu7Uu4zYJwkvcNAFZjhyUfPa+JxkcvoobbryRQr7HYKXLyECTQC04a+uXHB6Q8ieswlgw9JCyyNTxLI/v7YLKcG52hne/az3jow2sFMSJ5L776iy2LG980zs4uGcP3dYsb3vzekZHa1gaCKHo9BRQYXbWo1oNSHSeWq1Bs1Enirpoo1l+va3FrHjVEw1SKkrFHOvXr2VwsEgYxFQqMRl/AWPrSOmY3FJoZNrScWOqEm0TrG07BokZ54nHe3zv8bPMV9tMrF/PNZu2Mz4+jOc38MQcAwNdspkq0EJaXvdr4VJiVbnxcsRKw7uVaoYWowt88m9O4Oc3gtS84dYSa4cXENZgpbOcFpd0TBgMGiEtxvpEcZZ6PcuZ6YTjJ6o0Ojky2YCpo4e57ZYN7NylCPx5PA8wWdA+UvhYLEZ0UTJKq6auPckPK/h+npbE5uu2cmj/U8Bztx1+7/f/kF/91V9+wS2JVcDwMsZ9X9jDf/nMt/lvH//QBX+eWBBWoLwYawpYkyGW07R7IX/z6TozZ1psuXaCjRsVi4sNFuY17ZZHEFbYfPU4E+OW0eGIfH7J6Tc4+SGwMpWHtxcBDFmk6LqM3IKxvjNTSa/Ll4anny7z2c89weDYBDfe/AbyfkgxPM3EmqNkg0vpWonzo6IEGGud9oEc4utfa9HtjTFfO8Hu3Wu4+qpFhDGIRGH8LtPnRvjUZ8+ybdsVrF0zwclDpxkfVdy0q4uVZxAiw8zZazk5VcOaPPPzDYRsMbFeMD5hGK5YMkqnBrTp9LRYmfUoOh2PuTnB1KmE09M9CqVR1l2xloFhn1LmLAV/Gs9LUu8Pg9EChIcSCis7oAugPaxsIoM2zXbAU09nePjheZZqVSYmJrn22u2MDA2Ry0QU8mfJFxbxRRNhVlsSzxaryo2XK86P+Z4HDO4jiTJ89vMz1KMKxhre/Y61rB2qOsCgkvSgeOnlfm0ipAyxJs/CosfUmZip0x06XUUYFlH5IlNHD7JuQvGud4b4XoQij9HaOVNK7TQUrASRQRovJWf35Zz9H85H+hyA4XLGKmB4mWPXHf+Gv/izX1p2tHwh8bn7eywsGW67cQNbrp1DigSjfebPKh57okNsC5SHR1kzZlkzPk3Wd+5xRhoEAu8SHqGOJSqbYf++Op+//zieP8KOnbupDOTIZTyu3HAMT8Uo20JKk468SPrKB25wQ7EsapIqSjreQj+JcWInxoKRhoXFEe7/0lnKg2OUi0vcenOGQNXxlMRYiUFh8bn/7yKOH69zy523Ua91aDZn2XZdgE2yNBtFluodWq158rkW120JGRuNULav7phex0XffsevMCi0zXPqNOw/0MSKChMTV1IsZhkePko+PExoCmCL4PVIZIKnL/4uP34gxxOPn2DmbItSaYyrN29l/cZ1ZLKSXLhALjxLJoiQtBG25yoYQmKFRFiVbtAp/6PPLO8LSDyjrGwv/L15bW6gq+TGy7nT++koY1+0yKTTRhJtS/z1Jw6DXEcUL/Ded0+yZqSFIEpRtkjFm9w7aEVfXSRti2qBlAJtLFJ4WC3TCQyNsZrEZjl3zmPmbECtniVOfDSCxPSIkjY+Pr3eEjfeMMbEmh5KtvGkSNUSewjVc1NM1rlFep5asbeYVC66vw76wMatFfs87AsrOghTRsgulggdlxy/Q9YQQoL+AV5LFwEM3/7Od/nExz8OwE9/4APcefutF5Ah++OUC3PnVkmPr2b8/Affxefvf+JFAYZ3/Mgg3/jaORaqCToZxYh5IGJ0wvD2NSWqi4JvfHsvZ2cqRNesZ/NVVRBLKEL6Ewgv+Z3zY4yRbL42ywdHruOrD8zyD9/4Crfc/mbWbVjDgcPjjI/UGBmOELbtFhE6FT2CC/TV+8TDZXXJVD1NACLCJCDkAEePNsjli1jdZtu2UcJwzimkmawTNRItkDVuv32CUyfmmDp2iPUbNwIVTp2GdqNFvXqYiTUBt940xuBQ4MiZppsCF3shyetZw08P3zjVSWiwdsJnYqJIrRpz5PAejh+FrdtuYmRwDV5xP0o0MDr/goRstm1psnXLJEtLHnv2Vdmz55vs3ZNn+87bmVg3jLAKT7aplCKKhTa+qiNs5CY7rE05K/b8PVy+wc+mNyvOA4nXYKySG18JwNBxQnBCg+ykFUoFIiFOoNMxVIZCdAJhKJZfq2XAb2VamdDnEwUE1kqEcC1SJS2WCOsnYHO0WwPse2qJqbMxOolJkjbz8ydYXFx077cwaJOgEAwPj/D4kx5HjuXIZPMEvqGQ88hmC/iBoJjXlEoxftDG2g6YPndLnF/zoi+UJpYl0/rj1c8ZSYGe7hKEWeYX8tQbgkwoGRkdRsmmU718jUW1VuOjH/kI/3eq6PhLv/ghtm29lkq5zKNPPsFP3fv+ZS+J3/jNf021uuol8arFe+/ewW1v/S1+89fe8YI3Pmuq3Hb7GE88ppmbyzA2HiLogNAI02NgOMfb3z7O179R54m9pymVRlkzmoCJL9n/waouJlF4ymdoMOLH3ruRL31phm/9/Ze4+pod7Nh+HdW6U2scHpnCE0k6apVmKKKffSQr7HP7oi+pRoLQKVlJ0u0opmdqjI1vQUfTlAsCkwiUyLnlLWIQAmtDglCzecvVaDK0Gm3azR4zZ6bZdt0a3nzXANnAR0dVTKeLzQikSDfB5QrD84Xr6woLntBgI4RIGBlSjI0O8NS+Bg9++7tcv2MXvbEC42MxUiTOKfN58IgUGZSMGSi3edNdeXbt2sqD363yyINfBkI2bLyKa7dfR6Qt0+dqDJbzDA/0yAR1oJFmfyqVlu1nOXpFOVmcBwusyKpcw+U1s15WyY2vVOh0Ysqk3hAyPVglS1WD9LIU8lkUPtlQuTHs5fcscGtKxMD/z96bR0l23XWen3vvW2KPyD2z9qwq1a4qrZbkXZaNbY0xA6eNj3HPmWmGBmOaGeAc2jAw3ae7oQ00Q7thMNDQzBhhaMbQCCzZyGBjG1nyorLWKtWmUu1LrhEZ+3vv3jt/3BeRkaWqkqyirKXz6tSpyshUZMSL++793u/v+/t+o7TLx4EIYT00zpwMIeh0Per1kPMXJAcOnqXdMiws1Yi6TYaHc+zYOUYuV6CY9yiVs4Shj00UiwsNlupNqtV5Lix06XQ13a5GeXmGhsYZGytRLHjkwizjowWGhwWWFsa2ndZIiLSXw15y5199HRDSEAiPw4fh4W9cZGrterKhot2xTE8nr7vMmEq5zPzsLPfe+z6OHDzAyNh4P5hqFTC8AmPNmjI/8H13c9+ffZOP/shbX9qHIAIypQgpFNX6EKPjIQKN0QFKBpi4Sy6b8Pa7h/n619s8f6LLULlIxpvB89U1bRA2jY01CXhKYZnhe75nlMpwnr//ytPEnTY333ITUZTB89cyMlRFyCYm0U58KQRCpmdhq7FmuRQhhEIIH2F7PdeCxQWF0Vm0kYxVBMosOhfKwCPRMdaG6GSCWtXjxDmN9EsszM/QajVZu2YD+/ZuZ3q9T+CfQukQFSgQPibRID3noSDEi2fRpz3grsTigZZ40kX52jih2zrPDdtydKIMR48fIsxsJF+QlLIzWOO/+EJkBLEG31do3aRcjHn3O0fYuyvPE0/MceDQMxw/fpAt2/awYdNmpOfRjboUcmVKuQaBX8PzjPPiMDFK2RQQKAfQekmCQqYf/2uPYVgVN34Xhw3cZi/A2sB5iwiBtQUuzkIYFvA9yA9l8L002loMgI1eK4INUyGxcdoeFSOFQGufViPPkaMJJ061aTQi5hcXyGTg7retYfv2KXI5jdF1J8LGgO2A7SKFYN2UwRCgVB5tfYzxiBNJu2U5f6bF8eOneP5IhBfkGR2tMDlZYHx8hFyuSybfBdtEiDaB71qoMQFShGBjsMkK+LDikCUjmvUCj37jDI1WQCfymJ9rIZFs2BjhkX1Nfty1Wo2Pfezn+/8eHP/63/077vvUp/ilX/v17/h5VwHDdRg/9IG7+IV/+2cvGTD40sfaOpWhcRYXLM3JDMWij7I+QkiUVBiryIZL7Nld5OlnulSriqkJy7Xatsq0fudODgF+JocnWtx5R4Fcdhtf+MIpvvmNOjffegvnLhRJEhge0nheE2OifjYCUrh9rH/STYlL48JurFVYJLNzLbqRJYpbVIYzoBYQUqJ1gaV6kTPnYhpNgdE+s/N1omiBTqdK3M0xNTlFtzNHfSliZGgNVs2CcacdIeQAszFQEbnijp4uiqSdD0L2SwBCQShDtEjYtiPm3EXJhQuCQm6EXDj3kiLAjYqQKfmipO8WSLHIhrWwbqrCPe9Yy/7Hqzzy9ac5cvAAk2s2sOWGGxgdrbAY5MgFJfLZNtlcg2ymiREtsAnWaISVrlZswdheQLpdaab3Kh+r4sZXADDINiDROjVlUzlqizmOH59hZHySuFtlenMWJaPUJ8GVI7ROUMqkPgcCKxRSSJJEYGNJoz3CqdNtFhYMjZZkcb4Gosnb3zrF3n0TCHsRwVmEsaheOcP0wK9Iq5buOdGgiJB0UL4mW4aRsmLXzlHa7YBz5zo8e3SGR79xlCAsMDI6zMhoifGxcYZLmlIhwve6rpXcdEANgB2cK+TgiGLBkaNNTp9d5IYd+5DCMD97gXUTYyjx2riXrjR+9Vc/TrVa4+d/7udXlCvu+9Sn+PivfJyPf9wxC3fecTubNr60EvoqYLgOo6dfuP+Bp16Sja1OOkgpGBsPuDgbsbgoKeSzCGkwtoMQFqGzeLLL6HDMmsmQmbkGU5M5rG1ek2GJsD7QcVHRaUaF0W18r87NN2fIZW7ksw9+k4e/8jBvetvbEItlmm3FmqkWvr8IJsZgQKeCo96p1ypnrCISZ4tMiBGSarVBrdaiMBQiZYF2s0CjJTlxRhHFHlHkMT93hqjTYMf2Erv3jXHiBHz2s2eoLtbJlwKWWl0uzISsnXLHBSUHafjBlLmrgSmb0rQ9cJH+G+0WS5NBCo/Qq3LT3kke+tvDZDLTjFTGyYezL3qid7beZmUJwaYlExPjqXnufEOWm2+6icNHWjz+xHke/spzDI9MsmHDJiYmRimVyjAnyYYBlUqJYqHjArysdvkj0qKsXqaZezTyq5xGXY2lfqVAw6BgMUPcLfHkUwskJkcpn6dWP8W6NZNI1cJiUnJf4SnlwCpdrNAkWqJ1ESvGOXmqw7nzlk5LcOHCOTJBxNvfNsmm6QmE6KCj84RBGo/d0xz09Ta9e24ZrLt7R7go+35pUSPVEvmCZXqLYNOWIaJ4LadPNTh3IeLk8RM8d0SwYeN6RkeHKWQtpWJMLhvj2aYrlwwCBiH6LEOtobg4WyfwiywtLHG69jy+ilm/ZsyJLl+DgKFSLvN//OIv9hmGn/jJn+xrFCrlMqVymQ/+kw8wPzvDPe9570sGC26/WO2SuC7j/gee4oHPP84f/Pb//BLKAhGGLB1d4ctfbrFxQ4VtW9v4so4RkfM+sj5CQGIN7W6FAwc67NlVIJe54BwEX+4wCYgAhMAITaI1Cg8pQIiExAacPBHy158/ilBlbr7lNkrlDMIsMVKOyWUiwgxkwp45y6Cq37gyhfbQSUgnTnhsf5PT5w3rp9eT8WKUTGi0EqLI4/Sp5xmuWHbvKLF2bZ5CDlDzdLohf/zHC+SLa7lh93rajS6+3+L2fTMoAVK6xcbpBAcscK/KMPQ22FT5bVMra2epiTUST0iMNcQ2z5e+WiOOxpjeUGTn9tN4L1IGcnqMlcf9HhdgUnClfIHVEVhLovOcOy/Y/8RFjh2fB5FjcmotWzbfwPBwCU+08WSbXC6mmG+RCRooaUiSjutXF8kyw2LCV+U9MShu/MPf/uFVceN3Fy0AAVbEGKlpNgscPACnTlsq4+s5dfoIu7fkeMM+wK8jlcUgESZEGIE2EZ7ySGxIs51hdt5jZl6yuGg4f+Y5xsey7Nk1xNRaixI1ggCM9RBapAeageTWF7yu/mLUvx9FahhlrAaSvo+KSEuOcZSgAs/Z5tuQ+VnLU8/Mcu5CmzBTJMjmKVVKVAoBvli+V7XRRFFCpxsRRRG1Vkx1vsPczBzVhTkmJyq86a5xbr8jD8ZPM5FepWO1rfL1M+r1Dm97z7/hgc/83GXzJVbeMpokAeFV+NsvLjE+OcruHR6emEeoKHUzc4IlIyISneO5Y0WGhhRjozMocS3XtQtkAYUVcUpF+i4G10RoLyaKnIL4/vuPUK1p7nrT2xmfGKbbXiKbAWMikriF8iVaJ1gSpHSbb6edkEQGpXyiSOP5w3QjD+EJWo0WsxePY02HyYkSN+0bYmy8izAtpNAIk0N6LQwBD3yuxbHnu+x7w20IK2jVl3jj7S0K+SqeDMAaBxyEWVZ1X21TX+Gtv6z77t8MAiTaMS4iotYI+fPPzLJ9561s3rjI2slFrFFIKdJyjkyjt7VTpPcZDtljdt21FcbFklsJNgIShEyDeESAFR6LSyHPHFjiqSdPUa0mFArDbN68lektG8hmBVbXyARtinkoFLtI0QLbciFmCtA9UarF0isJpZmcVrggsL663LWr9cGGTalilg2vVrSrCXN1HHYFoPaqEDeKwTa7lW6H7m/vChvt4JSxV/kZ8cLHBQOM11VYKaFZmXl+ye+xauVjYvm1W2vTBNRea7NcTrYVOm1xBKNDhAxoteHJp5Y4crTFug03stRocfHiMT70gRspZC7gBTGGxLmd2gxJEqO8kG5ngueORdRbkm434fTp0/iB4B1vHWNoSKJUE89z94LuapTwwPMRdhnM2l43g10OwrJiGeCLy1xbFwmjUNLHGpu63VtnKpdeN63BEhDrDItVOH8h4szZJRbmmzQaXaTwcA1IGms1QeCRz2bJFWOmxocol0JGh0oMDXkE2Vnnd2PGELaxChhWAcN3j3oFXnSBNMJidYIQJb7wpSVyxSFuu7WAL2fxRJK2MvpAhJVtrMlz4fwoURKzbm3ddS5cp5FIQaIFQioWq3kefOA4p08vsevGvWzeuoWo28EYaLfbxFGXXKGAVD7GWHzfo9OO0HGCThrUaw0WF5ZotRsgLMNDWe68Y4T1azN4tksQ1t0CYEKsMEQaQl9gkpijx3z+9L8dY+eeWxkfrzB/fp69Nyq2bjmL1DmMkUjPJWO6fSDgmroFROopYQTIGG0kTz2V5eCRLlu3b+Hm3TMEnsDaNsY0XQCODVNyRWOFf8XFX6Tx3m7R723s6X9CYq3GWEncLXD2nOGpp+c4eWqOOJFMrVnHxulpRsZHCT3wRZdsNiET1giCKkIskfX9FzIsfX2HC/V2pl+9Pz16OM38sOqFm6pYZk7sVcQSgkv2PV494kYrehV0O3CiXW4LfqE5kVg5H+yVTseDCbKXgpFefLq8RHEnltuQL/3S2ssAmpXx1CYNWup/EsaBQJGCIiEkibYgJUoKtBVYnWduPsfhI0ucO1+jXBklWyhz7PCz3DBd4s1vzSFl1SW+aANCok2FZifDyRNtzl8whH6JM6efI59L2LFjiO07CviixnIL9aUlwZ47as9TJO306ZF79uo5FZZLn4d+eyckaV6N51gI6dhNKxTGeGjtYWyGJBbOHh6LEBaTRHhKojwPxAJSaqwRGOO5/BiRsgo2RNrXJsPQ64LojX8sp8dVDcN1HD/+w2/jfR/4lRdtsRQyxiQFrEjQ2tDpGLSOyXjpyaHfwgjW+hgLpZLH2QvttN3p+gEGmxh85WGsoVJq8v73b+RrD5/nySf3g7Vs2b6dTqvFuZMnqS5eIIqaxIkgikEpCHwPYwxBAKPDZUrFIsaG7Np3KxunllgzeRolqygVgo7coivcpqQU/fCq6c1DTE2UOHPyeaam7iKbyzI332XrVoEldqZKDPgwXHNr4UCt1QQgDNt2aI48t8DM+QmOZhVbtyg8ueSMXqwG0XAGObbgdB2X23ggjS5fdtuzwp0SrRCAxhiDkqAyS2zcpNg4PUazuY6Tp9o89dQZvv6151F+iRu2bWfnzq2EqkzXjBJ1GxjdglwVT+mUTm0j0oUU44xvkP7AK+rpK2T/FGvF5TepdJW6hEK2K067yydHN15V4kabvv5LSkWkiazLnqA9kywGwtvACH3Fz9S9dT2w68sVPyfRiBUmXJf8bV3o+mA5b/lXWFcqY/m5rVkWGFtrkTJtKLQu8jgxAZ7K0+l4tJqGxXpCtWpYrLZpNHzypbX42RBtIipDeYZHcyAsSaJR+GidZ2nJ5/RZuDjXRCc+3XbMUvw8d942yoZNPmEYIWyt78ngRIyDzIrb2M3g3LEDegU7OGeuXDq0ItVXicFrlibN2ti52PbuVyGxxmBthJQRnonIBAlWRAg8ojjL4pylG3kUSxnKlQKJqKO8wbwe9Y+0hrwyo1qrsX7DBj73uQf40Ic+zLr166/4s99p3sQqYLiOY82aMrfctIMvfuXI1cWPViCEpRtLjPbJBAGeilNEnp6Ue3351kdKCIIkFdZd34/QkwZjIpT0kTJmqBzxnnevQVrL/qceJ1MskguzDJWLvPedW8hkZ2m1YrqRpN1uks16FAp5wtBDBYLTpw0PfO4wfpCnWb9AsNZtlkmzhZdJ+6hFgiXGkznQCVImBF6TO9+wifs/e4C5mTlK5TyJVmjj4csEk3gsm0Yt95q//L3FACrdRBTGWMJgkTe9cYz77z9Ctridchkmx0On+LaZ1EPi0pIHA5uIWN5ohfPKXE7ZXD75esrHJgJrNcJqtF2iWAjYuUOwa9caqrXNHDse8eyBw3z+uWcZGp5k89adbJzeSBCGNDuLSBEhZQsla4RhEykbSOlaNDFZFw+entLc6xGXbPZXO/cNZBGsABf2BQzbq0rc2N/E0g+lb2chLkMG2QEw0dsSk8tcmwHo1fvZwWtp5QCrcAlzIAc2TnFp5PlKMy4rOivAmlAqjU93gEaLMnFsabcg6nq02pJG3dJoxRgtiU2INZDJ+Hi+xQsyjnkwHiOja4mN4vwFQdLN0G5bFqsR1aUISwGEJJMLaDSW2LNrHRs3+/hyERu3URnPJUdeej0GSjCuZCaXy12XMFhWXH1jljadW9asBHtp2a0PBJFY45ggT6Yh2jbCSoPFp14v8MijC8zMWabWbEQpya4tmsk1GYRYSlmLXj5F8poEDIM5Eh/60If51qOPcPzYOL/wC04Aecftd3DTrbeyfcdO/uzTf8zI2FjfxGkVMLwKxvveezOf/P2HrgoYdBwivCVaS1OEYUCp4OHLOtbGK2lOi6ubexYhYueOeJ0BA9bFPSuhMNZH0MWTdd581zgHj57n6OFn2XfjzeTzJRYX59k23qZY7KK1RCkQIsJaDUIR6zZr1o5SKQd0Wg2myiVMsoRAo8JsKsCUIDys0Biduh4KC7bFDTeMMDGaozo/y9S6CbqNLlGUxw+X0tPBgI2t0Fxby6lhuZYf48uQWIeMT1i2bA45ePAUnpwgF+YpFasI20KiENLHCjO4tLsNw7Bs/YxACNceaVFg0k3DJkjX8oGUFm0EvhL4acunku7UUym2uGWfZN/uLVy8mOHb+0+z/xtf4rFveKxZs47te3aTL1TIZ4cQjDAzP0c228X3mmSyEYGoI5Sz85VCYEzv9TqGox9m1gMxA7V7KxQI5bQKwgEeYwajhTX1evNV6tw4EEYGaZR5KsOz1rX1MQAqVrhtXuoYOLihu+cRQqY/M2Dp3as4iEFDsZQxsHaAQbBYESOE2/SscSd2KZ0jqRFZsAprFMYEtNuu9XhxoQ1C0ej6COGTJApEiI4hihM6UQeweH7W1e8x+IEgMQatNZ7n0U0sXZ1ndlGRdEMajS4IhZ+JiZMYIZ3B0/TWnYjQcObsEuNjY+QyMXF7CT+buKA3kyCV6TMgWA9rFVKm8wWBNo51cPHaDniuKAVdAuCsCdF93xPrQLR0WgSwSKmQysPoBKkExjhjKWNBKonwfLSVWJPn29+e4cDBWcantrBQbaFNm6xqMDE5BNIMMCTpOiJee4Ch5+Z4276beOzJJxzT/RGXbXTi5Cneevfd/Idf+xV+/7/8v/xf/+k/cd8f/REnTp5abat8tYz/8X17+eTvP8S39p+6ol20EBkSu8TMrERIy9pJDyGi9N5JBqyW00UO6+JdtXFGRdf1UFae1Q0OAAAgAElEQVTEUw0gToVVAWjN8LDmLW/awv0PPMNoZYSh0hAzs12mN+ZRKkpFi71oXLdYexISUeeGG4aoLV1ErBnFihBLF9VH8wrwECRIa9LTh4ewltCvs3VzhW8/fZ5uvJ1YW5aWyuTHIuyK09+LCMxeMn/doz4TrMmhRJkoafLmt+SYuX+Jk8/PkgnWsXV6iFJFIKQm0WB1RBD0xFoCKSQagbQSq02qIjDOS8EYpOfMcKxx4jAhlcM80qTlBHeCctdfEQiBJcH6i6xfE7BpwxpmLk7w7LOzPH/iOJ/9q6OEYYaRkXEmJifYsHE97TiLIE8m9PCZxVMJ2Zwlk+kiaCFlhJQaaUSqUB+w9ZYrr4fbZHs0ek8F76754cMX+d9+9v95lTo32uVNwIplRiAFP9p4A5+9WaHuB4vVGuW4f7TplRJAKYnWFuUlKdNwqeTBOp2SsFi7THtbk/p/WIm1Am3AWOE8S6xHHDnb5Ua9TZT4JAm0uwbfz9JsRHh+jm7bJ5PN0Y40QRgihSAIArzAEhhNEPq0Ox3qnTqddhejBTMzs3TbTbrdFjqJ6HQ7WGMoFPJkgoBON6LTaZPohFgneMonGxapVEZZs3aSoYoTFmaCgExmGE/FFIsZPN9gSOg0G+TzJYT0abcivMwY1hqSOCaOE3xPYozTSTiQ5ua7tQajDVGcEMcJUZygdZjW5Z3+xvcFuZxP1I3xPJlmTvTYH00uVyYMPNqtNlpbOm1Lrd6l3e3w7OEaudwoWI/qwjzzi+fZt20dQhiUUi7cygzO9demEUOlXOb2u97YZxrWb9hApVymUi7z1b//e37sIx+lVCrxB7/7O8zPzvB7qYX0S9oPVkWP13988g++ytFj5/mPv/LBy34/SQK61ufhryWU8j633+ojxHzaLmgQfZrMukmtQMd5jj9v2LopRKn56/jqi0ALZDetQWYASZLEdJMcf/hHT3H8+CI333Inxbzgxl15pjc2wTZQUvWFTa7tQBMllmZnlAcfOMtNN93K9MZFwnAeiUumw/ogFEZ0kCbAyi5YH4HFGk2jOcon/8vjTO+8jcnRCcYrXbZvvYiwbVd7tyI9sVxbxoZN66WOcU8wJkCKHJo2RlZptzbyF39+mGJlmultGxgpNymVErKBxhOaKElYVrJJlPLodA1JYjFaEWtJNptBSPBEghQtwjBGyC5CxMi+PmCAPmeZ5rZ2OVMiSTTKD53YFMncQo7jz8/y7LPnuHixTnWxRak8wtSa9YxPrWVqYpwwUIQheCoiEyYEfkzgJyjZwJft1ENDY4lTMKZdlLqQ7voKVpygrTF86ctH+dgv/hE//S9enc6NPZ3+colBpiyDYwjcKVOsbJVZUa7oLrNWRiKV6n8WFjBCYrQDHgIfIQK3+RtJYgxRYkgS0FqgtcRoRZJAkjhjs1YnodXuoJSPtZJWs02hUHGfb5jD9zyiqIvn+UjltAvGaKSS6Nij2+3SaS8RRy3qS1XqSw3ibkKj0aRjOnQ6HaS0ZDMehULo/hSzjI0UKJUyBL4k41uy2YAo0jQ7hk5Xs7jQ4PTJeeqNLrVagyAICcMClcoIa9auYXh0GCFACRBSEAQ+UbeN0RrlebQ77rTu+9CJ2tQWq1gj0UZijKDdbmGsQWuT6jHce3MgmgGGy6C1s6CW0qdSGSaXy5INFEEQgEmcGNRaFqtVdJzQiTXdqIuxhk6nzcL8IrWlRfKFgL03bePdb8mTyXVRXoIxfqoj6WlNFPLFHGNfybHaJfH6HPV6hz1v+Cke/eKvXrbF0lrLtx6vcOp8jbfcWWBkuOVa+oTEEqPwnZiOGGMBJdFxgZMnDVs2hQgxd/0WWWEBt2EbYqzxkXhYYoyNuThb5o8+/SSeX2T3jfsoZDvccSuEco7+wdMuJy1aGZPYgEcesXSiSbZvh7VTLRSuLdCJmzwsbYT1saoNpoAwCisXEGqIv36wwXOnY267/Wayymfn1jPkc3PYtLXMMRvJC+X63xFgUCBi91xWYm2bTleRzeWwahET5YmSIl/88jnmFjymNtxApRQylPeRAiJr3GkUd3JMEkOz2UVrQ5xYokiTzeZQSpDPhwSBIRsm5DIJ2UyVXFhHqV5dXKeeWMttdLa34SFIrE0BhsZo52ynvAzahLQaHnMLcPxkgxMn5pmZrdLqSMrlClOTaxgfn2BsbJRcLqBUdOZg2BZSidTdL8bSTWu6msBLCGSclps0xkYYE/HpP3uUT/zff8Gv//I/455XqXOj65JYpp2tFa5UkJYUtBhU43t0uz0S1rEA7S7oxIEKpTza7RhjcO3CSpHgk2hDFBmU9FDKR2tXcRIicBHPfQZCIYREa0OSuNbHdrtFbWkJYwxhmHEuoUriBwG1paX+JtpsNGi3m85HoLoAFrqdNkYneAqMiRkaypPNeAwPFyiX8+RzGUZHcpRKguERH09pBBHWJmhrXBt0HGNNhPQMnhdiCTEoBAkChTEhcSKo1xMuXuwyN9fh/MV5zpyvkSQC38+Ty1UIMwWGhiqUy3k8X9JarDMzc5okaaB1g4mJEr6nkMrHakFi4j7DgBAoJfGUQimV3kMDpZs0zbVWbXH67BwXZusMj0yxZ99NnD5+jLm5i+QykjCEQsEjm8vg+z7ZTAZrE0bH8gwNh5TKikxgyIettHwkwAZp6/Nru0viNz7xW3zyE7+x4ke/k0TKVcBw3YnOlS6DQrDia4viX/3SZ5maGOLHf+St6FijPNl3HDt0eIinDi6yZq3itlsUgUrNmqTrABAsOyc6nC3BhJw922XDuizQvH7vTcZpu6CE1LXRGIGUBmNjulGG50/m+Mxf7mfP3rsoFXxu2NRm49olhI1BqrS+607aGo02gnp9mAcfWmDr1vXs3hmRDc4TeBln0CK6GOujhGvBsjbr9n65QBx7zMyu5b9+5mm27LiRkaEpNq2vMjlxFl9YhA2wtuuCu66l4iZckl/fwpZ2mswXYmWUbtoGKwrMLxY5+Mwi87MNGvUmvvRIVOC07kaT6MS1wEnIZQMCX+D7IKWi1YqJE0gSQRDk2LBpK+vXlsCeZ2qyizAzqSFW0GdahEj6dLpA9Cnw5VnnI0zkTsxCYhAkiY8xGYzxuTDnc3FmiZMnZpmdrRN1DVIGlIoVRkYmKFZGyRcKFAo5DBrfA09BrBNn22ujlIEwYBN++/f+hCeefIZ/869+gm1bp/AVSJnKUfoMhdOieMJ1aEgplo1Be2BICIx2anUh+s0L6Sbbq/Nn+6Cpp5vQ2mCMwRiJNZI4ipFKYa1BJ+7UaqwliqDdWRZsJokhijRJktBodvAzeQcGpIeUCt8PSbQlDDN4XkCUBGit+4DB94MUACZIIZDSIzGuVOgAlySJE5fIqAKE8omjmCjqYIzGWkMUdei0WySxoduJqVYXaDbqJEmcfr+LH/gkUYtEx5SKecKMj+dBvpAlDBSlcoH1kz7ZTMDwSJFsTqFkglIxgi6IBB/j5ogQYAw60Qjl9AXOwd262aRc+dBpblR6pQxCQqLBU45N0UYhpGsB7sTDLFUjzp5tcOZsk6PHLnBxZolCYYhNW3YwNT7E6LBi49qAcqGGVIsgWkjpgc063xJw7FVP79NneAbNnnq6EQforFU8+cwCn/7M42zcsJN6fZZ3v3Mn22/I4fltpNIopbGJRcnAdZZYjfJsqmcx/VRY2+sSEmmQHgKslwqDX78Mw3faVrkKGP5xeJrL1L8HTuk25LH9p/nI//5bfPuRX8JgSGIPkwzx/PE2x05laTTPcM/dowwPOzpapv389CfssqhPa5BS0mxEFArX6DdwLWDCGpAe3STPQ387yzMHFrj99jdQzFe57RYJegFPKYS0qdeAxCDRWgIen31wgaHhmxmuLLBndzWVdyYYUceaErJnV03g2hZliyRO8NQm/u6h0zx7MuHWO95CJlxix9ZZCn4Vq7NY0UJIjbDB9WNepF1evKwCL4cwCp04GrWrQ6xxoMpat3B5vnXRwdr0LbUNEitC4qTAyRNtDh48T60Bt9x2C+PFi0xNzmJFFynzTkCGcUZL1/LalcEYhU48ojhAiDxLNcOFmSYXLtRYWGzRbLZpNLtgJUqFWCsIwyy5XB4vCBzTguJ3f+8/IxD89E//DKVSCSkN4MSb+VwWpaAbdYjjLnGSILTBWLfBW2MIQt/1xCuJkhKLRApHSWut0Vq7erfRWGMJglxqliXcYm/p/6zF1cZbzRZSus1HSokxBm0MAkm360pVfuCjE+NEfUJQW1pCa0sQ+GSzWUdx4+6zMAxSgBggsMRJ7N5P1EUI2wcvnZahVluk22kDFq0T2u0W7XaLRGussBjt3FTB4PmKTBji++5zDXxBPp+lUMwShh6ZjEepnKGQD1k/lSVJYsJQUSj6WOPaZYU0CGHxX8GTcBxbfF9ihSDSAdqWOH8evvTlQxw9eppieYJ3vuvt+LQYGxasmWzheTPOstlkXJItYkXJbRAwXG19S5B89R/aPP5EnQ2bxvm+94whxQU8z6KtSDUn9vW571wBMJw4eYp3vu1tfOz//Nf88//1f+Fn/+XP8RM/8dG+sLHHQHz/D35wxeMvZayKHv9RGAa5ot7p8pCWW6uUirjl5nE2b17LX/zV07znXbewVC9x6ozHYrWEp87xjrdvoFReQojYuQAyiLJX/q2kQ/kOLLyCOEl4WCRhmPC2N09x9vQ8hw4+w6237eLY8RabNw4hRBNjes6PAmvAVwZDk5v35fjKVw6Q2bGNZsMnlz/vxJK2kJbI1QD+CrBG43kS6TV545vGee7s8ywtzhGOl2k0MuQqGiE6rn5s/esLpPpgxJUCdHchPcG50MxAObGna+MXaYqnJe4aPOk2RyncJpIkDTy5xPbtBdavH+Hbjzd45omDbN4wQiFbpjzSxhqBkFGawulfvXf9xV56IhECAt8QBB3iuMHYGIxNCG7ckwPK6e/w6XSgVo3odg3NZsJ8tUm9WaNWO8cXv/RN8pmEt775Lg48+VXiWJMYi5CSMAgJghApPbQGrS3GGPLFUqoxFP1OC0dBeyglyeYKyLR7IdFJChicot9Yi4m6KCWRUvZr+VK4rx3ASGi12s5GPYkdMLE2ZWFSYyNjaDabNFstxxhYSxzHSCld54hUyPQziuIYrRMHYowDQkpKpHLPLyUo5YBJMV8AYREYpIRMoBgdzlIoTuJ7Bk9piqUchXwG3xd4SlAs5cgVsmQyzordHYNjjHUlICkNQiYIMd/3czLGiU6ldGUNISWv5EHY9wN3sLEJnopRImJyUvFPP7yJmQtjfP6hszz4V/+NXTtuxd4wzeJ8h83TwxSKNRcSdUWR8kvY6I3mzW/ZyMWZY0SR4diJiB1b82kreM/gSfx3tyfd8573As7AaXBUazUOH3qWx558go997Of54D/5AA/93RdWjZu+myOxvUmZ9hoLNdB/LRCmjOdZPvAD93LfnzzM5MTdLNU1rc4sI8MeN+0dxg8aSNlOdWRy4Ia5XM+3Rbxqogkt1rQpFxLe9+5tfPL3/4FsLsfU+lEAtk+HqfNh3E9Z7NkHb9hgyGVaNBuWs+dCprcG+KKDsjmgg0FB3yvAA0KENFi9RL7ksW/vGE8+9Syjo29nZiZgtOKjZBdhi+m16l7Ht62XDYsEKM+BB4vFGIuXbk7OlUmA8vvlA2u0E6tJhcC6zdJCEjfIhpI77xznzInjnDopKObz3FgJ3SnMqhcYI72sg4lQKTNt0yTC9LQuXKubsF2wbYw15LOCXM4BHqsNVvoIrwB2jA9+YDPWKgccjSCKNFFssVoQxYZmMyKODFpLksSZAl2cb6C1JdEarU2qCXCbPgI69RmSJKbT6dLpdonjBGsc2DDW0u0mfYbBtYVKhBQpowBKin6JwJl/LXcRKeXyRjzfZ3g4w9RUcbnUYUGJBM9XBL6P53vk8zkXApcKPEMvxvMU2WxANufhhxIlLUI646TQEwShcre/jd3GrxO0dhHQnpTOtVWmwWdWY0zLnYBNH106fYO1WG0RJhUACon0XFum0E6AinbunFbjakCv0DCpMlEIiRKaJGmTCxWWNmunNP/Th2/g2/trPPTQY8zNzbF37y4OHGqxa1uBYrk2MJsFK02tXnx9U1YixCzvfc9a7vv0IQ4f8ynmc0xNWqx24PI1HTn5MkalUuaLf/N5vvg3n2fbrt39x8B1UNz9jnuolMucPnWKkbGx7+i5VwHDNY5OJ+bMuYojzozAWkmcWJTyEEi0sSQmT6PRpJjfzfZtTU6cmCGf1dx6c5n1mwRWd5AycTVbIwb6vy+9kdIbKG33MsaJlV6p+8GS2lYbsKbN2inB+/+Hm/irzz3N0Ng7WGqEzM5GjE34aDOPkpFrlbQ+SgZoG/HWt07x1599AiOmGZvIUC7GqZWCdkJPEaetpc6UyVp30sPG7Nxe5OCBFufOnGVqqkySVBD+xdRVT13f6yKTgeeXzn/BplyTACmjHpxKUWXXZTngTLqEtMsA0zg9Q+CLNL66ynvv3cqnPrWfoeHN7N5TRog6whbSedG5JtAg0kAdgcX3LMamBtGGtHTk5qCUwgVlGes6XpRr63TBXbr//qwxCA88Zchne+7GFjtqkQPJgK46Hg7UotNujwFwLUUmBVWudKGkGiiBWawKVn496KsgTT+IzKalipWMGOl1X3ZgHnwOJeL0tbrXrLXpWU2gpEIbjRQW6GJMCykHngicGNgaTJxuoNIBGCksMrXhTnsy02YM5+4olejbh4ADlEJI8FTKzIE0aYurEEhv8EBhsa8w5e7KUK7d1GqFlCFCG7AaTyiMPM9dd00wOnoL9/3Jo7S/WWf3zp0cOhZz074KgVfrX/dlbcqge+jVEIMC06GQj3nXPVv52y+dolDYQD7vUyqDNR3Ef2da+0q5zLETz/e//rHUh6HHMJw7dw6Az33uAZ56+sB3JIZcBQwvd7Ps3aRCEAaR2wxMamJj3YaVJIY40ix15vE9wbr1Hj/6z/YyNhaQycR4Xhsba5QM3aZBcInX0KVxsAw4ndn0UGFfMcqtZzksCN3CGrS5/Y4SqFv40lf2Q7IXKUaxvqBYFAT+IlJ2nEmODZHWY2y8xTveNsHBQzOcPeUztMd3vge9ONyeCEm407gzcgpA+BTzS7z//Tt48HMnKBR3c+FCyPr1WQwx0prre1WsP3DtRSrQS8ONBGBy6bVJyxYpGyF6+RED4U5ugUxSw0WLtJrhoQa7d46zuJQwvwBj4wmkp2wp42vTZ1i/Dxiw6ZTT6eYjnUiy/9ak7Rde3KZoEMYOMF12BdNicQLD3tQ1YjDESqB69r59g55ejbm3+0YrnZVfyOe9kHBb3roc4L4ywnUtCy+YyL3vmxWbkze4WWnwpO5/3j2Ww/2+3ot1QXFKikvYIJmGJOkVp+bByDNj0+RFlq+5e7z3Gm2v1pn+PkWv88hdys4ruBoOuGFKlUq6ZHqusXgyjxBttm61fPQjd/CXf3mCI0dP4gebOfJcxI3bU7CxIpvDcpUPeuBbHZRQJIlgerrFO+7ewFe+eoZMuJ492z3KZc8JbwdEsq/30XN77I1tu3avAAWHDz3b//d99933HekYVgHDywQLQgiMtWRCj3Xr4v7yCe6+loq0FivRIocxdaRcQgiFEr7bUGwXVNOlrvUt4ZaByMqEu8vdTK8cWHC/3lteMITrX5ZygX17s0yM7uRPPvMYjfYegvw+2lGOfLbAULmGFHW00SBCkmiJTZssW7eMgU3Qpo1WFheybVMdg1NFO+Fj4n6v9VBeSLk0wx1vHOJrX3uW4fJmpqYqCDmLlPqarKFfwrlq5edgB0OaerkQl35mdvm2s6H7rHtAorcwGotEEXVa3HTLGF99uE616jM6WgTbceFUqGv61LVoug4dK1J3QrFs3WsThBwwNFphay3SxMfe21IDgNb9McIOKEd6ivfBV9u+zHxeCUmuTkFfbcnSyy1xl/+/B2yJr8AaXW26m8IVWL/eI8nKa9V/f068bIlfuAH2b/cYRHP5dfZAQcrA2BU5FgNdWcKmpoT+K7gOqOXXgu57mPTBs1VEbUsQGtZMJfzTH7qF3/nP36La0PhLJdqdKmGo0jLSd7a+CWFJElAii5RVtm7WNBrjPLb/JMJu5PabA8IgfqVXyu86WLj9rje+4PFKucxv/uZv88W/+TxbN00DTuuwKnq87lR8ivNFj0Lzl09b9MqJqa0xIO1ZPIawegorIhIzj/Q1giLCjoKYS2nZFc/uPp4VlnGXxt++0oDBdxS2iNNTlI+SlsBvsn6d4ft+4DY+++AB9LcS3nDHHbSabaxJGB4SaY08IsgOge5g7DlAomSGxKrUB8FFbWM857UvWiznasTYriTMJaxdb8gXJLVal1rVUBlWWK4zwyDaKzfLHsBLTY1cENDAxjFoeSsSrGgNzJkeCPAAD2GclmBoxCeXFzTbAvQQhvNIFaTTIHr5gMGU0vbMVKCHSYORNMJ6CNPrvOmdipOBtEuFFd5KcLtiQ1co4w1sIGbg/7VgKqxMNhz4Xn9zvdpZVlwdxF2NeREG5JUBhbbh1RfLfngUA695wGDLhMvvQ5iVQNEqhM1d+dRsevbJdqA7Kk1fFRYjLu0ikMtrhhUDORevSFGifx3cjBLYtO3RolDyOYLMBBiJ7tSpDA+xZqrA3PwMS+08u9a1GZso9vAySrz09S3RGaSnsbqO0Tmk1OzZG/LcccWzh2dYO1FhelN6ia0rkb3eyxFXsoYGFzZVKBY5fOhZnti/n9OnTvXBxCpguF63x8Ck69PJl0MV/dupktLRtbQHPTewLlaXPwZ7Gfr1sh2b1y58+8cZyUqRpjVgPHzpgYQbt9Ypvn8Nf/N3p/jKFzvcescbEX6ZKLnI5KjEt1VEkoAsktgMRnRRUqOExbMewqRujSJapr1tkPZLC3SQoDshZdnm3W/O8OVH55mt7qAyEpIkpwjUlTcAK5xEUfQCiWwaO43nfCZEhBGJM5cxAmOla82TBqM1ocxhkjoqDDFRumbKLtZmwFRQYv6K88H9278CtRthpEH5FmFqjFYE1VqTxI7gyQBrGgjZY11e3gh6YMNeekq8lPYXKYvkrfjZF515KwKpLjnVX5E6f2lzWl5L54vlqgzDiz+3ucJm2buWyYvcp1fZ1C/LjIg+iyft5d6MfpXo+ZJlwqM/M5OB91tOy2AJvl/CxJrJCcXh5+qMja1noZ5jeHIRaUtI6v2tyaSx4FfzQlAyTs1UfaQ0WBuT9xvcfdco//X/O8rBQ0U2TAusaSPNMHhLIGMSM4ohIKD6ugQNl7OG7o03vOF2fuanfvJlPfcqYFgd14+AsIKNmyt8+EOjfO0bszzyDw8yvXk3O3dv5/S5BuXCKIXCIkrM4XsRRoNNQpDBivTGZVpnMGnQ0c9u49eMjPoMlQXtVpVTJ2ts3pRLWxCvTE8LtHOxswHWhCAMhjZGJuBlsVHA/LyiE09Qb5bALxNmwLLEaLZKviCBOsZ6eKaIFRGILlbOX9NCbq1KDbIsQ5WA04fmaLWzVArOlOlaWipXx+r47i8EvW4nd7gSskupWCbqzKJ1TLWqEcLH2I4TpvbZ1pc6z3uHCYlOBDqJmNpQ4Xvv3cmDXzjOc0d3smVLDGEVdA5MBinrDtqY1+cl/9M//fRlHz9x8hR/df/9lIpF/vkP//B3nFYpV2fz6rhuTIyUSNOkWFjkXfeU+KEf3InQF/nC5x7kmWfnOVtbz6mZdcwtTtFuV5AU8KRCihht2lghnBagx+hYtUzDpk6OnvRcSp1osndfgbnZo65j4iX42AiUYxWsApsGeglFVxeZnc3x+FNZjp1cz8HDlmcOPse3vv5VvviFr3D8aJuLtXXUW1PEkY8XAEQIo5x0T7auEWi51lxrNSMjAUnSodvppOunj7VqdXKtjtfQCNLSigQZY0WTxYU2Ao98zqNWh2ZTYWinXShOHyR6VOCL3MWOhXTdY16QAQRxd5ZNW7qMjPg89kSNuYVR4m6z//9I0UK9mnMirnE8/MjX+bGPfJQf+8hHefiRr/cf37RxA2dOn+bnPvYxHvq7L7B+wwZOnDx12ef4t//u31Ot1VYZhtXxXTpYYNHGIj0PTzYZG17kfe8r8NxzGR75xlMcf/4gu3bfwvo121mqLlLOLVAequOHS2gb91MThTBpfdfrVyYQFkmINgIlFZYWQ0MN7nnHBEk8SxC+mJlNL842BBuBbGLJUKsNc+i5hJm5mE4HpD3F5LjgzjfA+FiJdsPj2996mkceybP3xq1Mr5umXDiCVDUwRRfOdY1tbi7O25VL8gWPUjGPMY5xGMyUWB2r4zXDMMgukMOIJM18yTI2WuD5Y0+xceNuakuafDH1W7E9dvGlnGe91EPcuWeaWOCHGaxtY3Sdt989zGf+/DwHDlS4/bbNBMEcghiMn3Yavf5AQ7VW47d/67f4nTSF8sc/8lH27N7ZL0vcfsedfPITv8Ev//LHufsd9/RFjz/7L3+OA888w5GDB9i2aze79+x5gbZhFTCsjus2EsB4vqtBWo1SXYTssG1rjjVrJjnwdJOv/sNDHMqtYfeNN9Gd3Mhia45KqUCppFHeAtgOie7i+yrtShuYsrbrPOJRSBECLaTsIEMwRiKvsuAIoUkSjSc9NF2wARfOl/jm4zWWmppGc4md24e47faYwK8TijzCZggLdd5xj+brT3kcP3oWX+4k2NAgV3gWK9pIMql48eVznUrZfm4IiSWXy5PEqp9eygq//dWxOl7dw/nTOM8WYyTdyKfd1kytKVPM14g1tNo5kqSKVKDEoFjYXr28Z9OIcKHBGqTnY40F4SOVx8Rki9tvneDgwXnCcILbbguR0qBE0ZUlTLCi6+31Loo8cfIUn/zEb/SdHv/jf/g13vPudwJw4JlnVpQn7r33fS8QRK4ChtVxnVkG7er6GDBFTOIjJJSyXc/Pr+YAABvqSURBVO58Q44t0zv45v5Z9u//Atrk2bVrL2vXjlOoJkytNeSybYSo4tq1zDJNaXGdCkJjrI9AIVPHOYnHi2XZG2PxPEusI4TMc/F8gcee6FKvSwr5Du96yxTjo11UWEsF/Wk4jfRBBOy7cYnmYonTJ86hVJFt26ZRqg42dqFbXEObmzVY4bw8hNQMlUtkc1lgPjX4MQNOn6tjdby6hxAujEsbhSFgYT6PFxgqxRbrpyrsP9Bmdj7L9HQJIbopYyCcm+WAx8OVVphBP5T+PW9Sx10dc+ddFY4eOcmx52BkfIxskKVSVhRKMygCjLUoIV5XYOH7vv8H+NjHfh6An/jJn+xv+ps2buCXfu3XX+D0WCmX2b1nD/fe+z6OHDwAwPf/4AdfwDCshk+tjusHFoTCYpEiTjf5EGyAsdo5IUqItUsWbDbzPH2gw+PfPku7I9lz482s35hhYiQiE14gm+2kvnh+Gr7kThRWGjQKiUyz6y1WODdBYa+sSjdpUl1CnvMXCxw5mlCbbxB4Dd71znGUN4MUEmUqGGuQXgtEFwiwNocVs3S6a/jrz55hZHIrO7YNMT4+R6DmEEa7VtCXeyITwiWDWkFkMpw9O0IuIxkfPZs6SuoUHK2O1fGa4BjQdDF2FCMjvvVoyIWLlpv21hgbLXHfn88yvWmaO26PKRcW8UWvPTlt6zXqKmuMXZY52NSJFJem6lpVfTqdJZrtIf7wUwcoltewZs0QxXyLW26pUM5WEUKgjcFa8NRraI+6QvhUz4th267d/c1/MN76Qx/6MN969BEAPvpTP3PZjomnnj7A3ht3v/BXrk7m1XHdThZGI7WEJA8mCyLCyjnwamg07UhhyYI15MIL3HFLjR/90W3c+97tPHtoP/u/cYLjJyI63TLGhpdMVwtmGGw+Df8C5xcQu79ftE1BYgmZnQ05eChiZrZDqaK553sKKHkW33NhWbFtIoNU72ACZ2xElaQ1QiZ7hnu/t8JSbYbjp2Pa3ZwTLJrstQEtq7Cpl4Gly9BwhmzWSxtHvFVicHW8xljGnqGVZH424sTJReJuzLoNgnzBEMctmi3DmbPNdM6nrEKv5fmqIwG6qc93agcvtHtMdsEm+L6lMrTIDdtGOPzsWRYWBdW6Yv+3A+p1lzejZOrQ+ToYlXKZX/q1X+fIwQPcftcb+c3f/b0+WPiNT/wWAMdOPM+xE89z+NCzVGs1qrUaH/rQh9m6aZqtm6b5ge99H1s3Tb9A9LgKGFbHdUQMOPc82XGncysQNos0IQpB1osJRISyEk8W8WQB39bYvnmef/EjY7TNPI/tP8HzJ8eYOTuCTQRGN7CeoasTUEsIDL7NIE0OqACltHc7DWsyJSdEFAYrEqwwaNEmos7ZiwGPfSuhsxQxUZnhLXfF5PwuQhTBhHhS4XsWTMcxGkLgSg0hMt/EmCGyvuJ7v2eIePE4Jw6FxN0dRGL2mi6bIkFhEVaREYKh3POU8ydTY8g20karc2t1vIpOunHfYMoB8TQwiwQruhCvwRhNErd49GGo1yP27dX40ukVCn5CqzHPoUM+ifawiXShXYkFk7/6EmN9pMkgrUQSuT9GIU0WmRqQSd9HiQrjlRKSeeq1/7+9cw+So7rv/ed3unseO7szq32ifUjiJYQEgoAWPRAY9DJWiHFiY1t2heuqJAXBiSuVKhtwlV2VuBLBHzeVkNwq+7rI5RHMtZ0KOKHE40rYOFigV5AAvQVayUhC+9LOPmZnprvPyR/dM7srISQjU3clnU/VVGlKmmlV93Sf7/md3/l+P2AoD4cPD/D227UYNySgSBDWoQW0KqHFQSv/vLwcg/k8P3v23zjQfZBnnnmap554ojrw19XV0dHZyZo1X2X16jvZ8OILVZHRtXARXYuX8PiPnmH5HZ9h/auv2qZHyxTXGBKFMyklfOXuy/jJ/32bbVu3EVx/DVq10jb9ODocwnU8MDVU3QhlLK4uRA6CxiRAGYRYIcfBVSKCmDoKQ3W8tSNPPl8iWxtyy62zcJ2+6KZwOHOFQmeiKGM1CmqEG7saeffAcbq7DZdfkbUX0nIR3bSl6F40qdiFsiJoIwt8k3gXyp1s/NUY+aEiMzqFSy8rIaoEuob6+lreO3yMtvYryJ9waWksIKYGpfzI6OsclrKFBDreNj17dg4vEdLfexQvkSQo+xw5NobR01BKgedOmOmc32x5fSMLuxYC0N/bU82WmLg0UREXlffR0sSf89ff+1s2vPgCDz304IcINNvDYJmCGGPQjBDqVp7+0UGOHlcs6JrPnCuLdLQPoKQUNSJWbnBT8ZiLXiEao8ooNEqnouUEVSbQMDJSy2sbC+SHwHP6WLmqnbrsKGJ8HIm2dWmjP7IJKohtscUZBkYJ/CwmuITBE6M0tfq4dhuD5aK5WZtABsEZiOO202Bq44E3pKwLvP5aloPdIblciZWrXNKpQRxqwaT5j5dG2Lm7n5aWmcyfB103FNFBGuUEaBlFmXNY4lNRDH0QhCip441Nozz+xC+py7bguh63LW3l06uzRKbjDRgzHE08TAqkhNJTeE59mh6GT/SQ9tdumbqVBg/PG2DNmtm0Nhne2bGL7sM1HDvWStmfFtnN6mTUM2BqgETsgVBGJECMQowbVSHUKKEJKIX1vL1XEDUN0SN86tZ20jWDiIzhKIMhJDQaJWcwR5JhwEd0CjG1uI6D5w3T3Bqcs3GTxXJe6QXVh5EyRmcw4bSoKRiNkSJGFdixo5n3j5UI9CALb6ollSzj0IAJ69C6hJfwqEnXMDT4Pr29miCsi5cxQ5Sc24Bt8NE6QDkacUe4bn4dq1bcgJIxams118xtAVEYrQiDUvwhZ4K194XH3/39P3LFrEv55rcerJo2Debz1f6FiS9r3GQ5j8ggxifl9fPH/+NSfvrTQ7z15tsUy1fTNtLA7Esdkq4mCMqIE0T7sEUiJ0RjiCKoQlAltE7S01/HO3uKBKaeon+UW27O0dRUQLlRRDcmRCTEUW5cBj19lcBxTFQ6MwkwCUR0NJshwO54tFxUgkEK6DCD0UmUFyBqlGLB5divs+w5EHC8rx+t86xc3sYlbVE0u5g04pYxUmRoWKhJJ5l/TSPbd/TQ88FsmqcPYLSHo2qAj99LILoGwQPjYyiQSo3wubs6uOuumSBjOJIG7UdbmJ3K/V5xlj1/b+TXNr7BU08+CcAf3nMPS5csqgqDvXt2V30YvvSFu3lp/ctRkuX3f8DqO1Z95PdawWCZsoQSIiYTNTCqXv7g7lZ+8YsCG3/1Glddcz1jeUNnW4bG5jSKKFQmRCEqgZgSQehDmKRYbuHdg4ruIw7lso+TOMiKZQ3UpQbQhIhJo3UCJaXYKEadcXYhYaUZq+IUN57mSJjhQnSQs1g+fBbfFPUQqRF0mObwe7UcOZ6itzdkoLdAc1uZlSuvJJkYxJQDnESawAzgOiFBWegfKJJJOVw712H3btj+zgmWt9YiUo62VMq5Nh+GsQzwosqjM4iJMy0wjRMSZyshWmqycDjP+Cinx0cf/V8s6LoJYJIPA3BGsWAFg2VK44gPxsPgIpLEMMRty6Zx1ZU38Nx/7GDgeCcjYw3UDzikEkI2m6ImE5BKGxyyDJ0w9A16fNDvcuIE9PccZ+6cOrpuqofwGEgSMR4YNzJCqmY0yJl8nwAvasiSMC5hOnHEdaWXwgoGy8WB1j5hkKDveJo9ezUDAwnygz20tYX83l1J6htagB5EC6Fk0CbA9coUiyneP5ymXC4zqxNcb5Qrr6hj1748x4500NEh51RdiJV97J8SJX+qqiukBzqDVsWoXyGWPtFnnHhp88IrFX73O9/m7/7+H3nggYfo7+2dJBjO6nTapkfL1CUAFRCYJNpk0LqMowZxVApdSLNxu+Gttw8jUkMuN51stp5kUkgkoi2JwyNlevr7GS6Mkk6HLL+tjZnto6igjCGF67mEuoxz8nNBZII//UfdPXFUs8lESxNSHp8N2d+65SLh3YMZug/7DPRr8vkTdLQ5LL65gbpcGT/wcVQGE47iOR5BmMR1SpSDMUYLzTz37+8zPOxy1+o0nTN8eo7X8NSPf83cqztZdXsCzxmOBvCPTRooxSIhzo6QAqBAZ9HOibhBk1icKKr5FKI/JFZ8CvERTY+nW5I4E+tefJmnnniCu37/DwD48hc/bysMv7lKlcg5zDigU6ACdDCINi6ikohrF60/GRJAAiWgpBi36EZbFlVNSNfCMtf9ziV88EHA0WP9HDnyAfkjmrGSQYcJMinh0sscPnVFho62epKej2AwbgJDiJYAOV3CrcCZe4JrKrI7eihNvKUu1p+E9iAoY9xSbPHvIuLF2RiCWIfK8++SiopSY02Io+JsCMAPc/zyV6P8+r0BCoV+WpocPr1iOh2dLiIF0IakCBof5aRBTuDSgFZ9lMKA9a8Iw2OGuVcKbR0BofFoas3QNM2n5/gwx3tbaG31Ix9XVUJrByWJ6FksOtr5JArMR1UhxmIBP6FaUakoSBGl0xMmBhMM4CYUHM43BvN5vvaVNdX3G158obqdsuIC2djcwq23387sq+bQ3t7G6jtWMZjP89QTT7D24bWsXfswAIsWdlXDqaxgOFtM5QenI3VqQDk18c/LgLbpgZ8koShCwBU/8pcPPYx2Sakk6ZQm3ZEkV+PQ0Wro6Qvo7y8zVipySVuWmW1lmhtCEs4JwhCUioKnFHrCA0Giwew8fkhMHUrxUyUxIQYgBBOdZcv5+PxzomZiCQm1olTMsH+fYffeXoJwlDmzhTlXX05umoOSAlAYr7JJFFVtjIOIA04vpUID/7VljOM93Vx+hcMtS+px3CGMURhGWLXicp565i22bEuycnkztZkBdJhBqRAjxSjcTceR2ZW+IcskGptb2LRlE2vWfJWOzs5Jf9e1eAnPPPM0b729kwcfeIBFi5fwT48+yrp1z5PN5fjSF+6mv7eH5Xd8ZpJYsILhrCsM+rzumD3fUQaUMN5nIA7iuGijMRpcJ6S5uURLs2H6dEMYJMhkksAYIkkqdgpO3Jgg1RKAVLdPyfk8pbBYPsn7T8AwhjaG/r4GNm/pp69vmMaGDLfe3ElNXQHXCzC6SLlUJplw4tsrvtNMCIQYPJCAN/9rjD17R2ib7vKpW7IkEsPxoB9V6lqnJ/j0sqv4z9d72LTJY8niHMlkKe4rSkbLC6oU9w659r49ifpcjj++708BWLZiJVu3bK6aM9Xnclw9d141ZKpr8RK++51vc+999zOYz/ODuFHytL8Fe3rPtsRg+f+m19CIBsJUtCQkAUaGIr8DCeICjwIRMmlFNhuFW7lKoaSy1VFXZySmIhjMhBhde40tltPcgD6hX6Q0lmHz5n7e7e6jpdVj+Ypp5KblcRVoXyPGJZWsJQpoczFGIj8GQoz4hDrBUL6WAwdHUEqzsCuH65ioYmCivgExguNqrr0uR2ujx/53+9j/boJSSRHqqJpgTGQ9HTUp2znvyXQfOsy+vXsA+JM/+hpDscfCaxvfAOCNOHgKoGth1Nvw9a9//RQbaCsYzmHIskyBKo+Uo5eReC+3i0JwxCA4YBIYHIx2QHtonY6DbEzUZlCpElUScat/sGLBYjkdQVBCmwZeffUE73X30trkcMvSRtI1JUwISgJcJ0RJiDEBBhOv4graSNTjIyHGuOw/AIWiYc5VWRqbSiTdFOg0Ypy4iuiBFpQzwtKlLaAL7Nrdy5FjGXw/iZYAjIOYurgZMrAX6CRmzZzBL3/+c7oPHab70GHeO3CA+//iLwGqRkzr1j0/KXxq/rXz+Oa3Hpxk2lQJqpqIlWdnVWBwwFr9TmE5ZxACTNVDAUQi18aoZBlpYyFuXpVYJFidYLGcGVXD9h1ldu09QX1O+OydM0nX+FGiqihgNF5+kHgOKnGCrGBwUBgMLtqE7N47hIjD3HkpHDUSRdVrFZueRQH20e4oQ1uHy2fvms3/fux1Qq0pl+qZc3U0eTA6gTEjKMc/pyj5C5Uf/vM/s3btw2zfto3/+Q//wNIlixjM5/mbv1nLvl07Wb36TgA6Z8yoNkPufOcdDnQf5LWNb/DKhleqYmJi5cGeaVthuGCukRgVNy/qCVetogpCJr21WCxnRalUy/Yd+zEm5JaFM0in/WiLvCpHiY46FfkWiJ70uDQGDArBRZsExdIIwyMlctksmWyA0RlwiqCcOMCqkhnhI9rBD3xaWkOW3X4Zr776PjXpNE2NtTQ0jaJkGB36KGWfzR/Ggw88wL5dOwH42lfWVHdJ3PW5zzH7qjm8sv7/kc/n2b5tW1UUdM6YURUSDz/yCM899zNbYfiYJQZ7Cs6T6yTjrfkWi+Vsn29i4iU7F0QTaB9RHjrIsHXLIOUy3Hj9dGZdmQRTwBgHrYOowFBpWDRR0izGjOsGY9AmqvyVxsYwoUttrUvCjZYVjR6LbNVFRY9ZMWgd9S0p0Wjts2TxJQz0BOzatY9k4kpuWpChvmEEJ+ES+AbXiY5nNBg0IpFIGXduvLieB4P5PJ0zZrBu3fOn7JJYumQRS5cs4k/+6GunfO6qOVez4cUXePT7P2D+tfPYtHnLqcUme7OcDXY5wlaDLJYL+J6ZMCcKjY78SUyag92ag915GnJJFnY14XoFUCHiRJkriiSRv0G8xdFE/ULKGJTRKEKMDhGBYkGjJEm2VsD4iJQix0VhfLeDMSjxECU4TogjDtrP83ufnUXXje1s3vwWb2weor+vnvywIE4CrR20jiscEh0rDBMY4120V7Ri/7xsxUqAScsKq1ffyerVd07qU+g+dLiaMbF1y1buve9+tm7ZzOBg3goGi8VisUwcBryoUqACRBlKxQRD+TT/ufEQhWKB226dgfJGCMMgMuKq9AZJ+czfHmv4MPRwHaGmxiPUwyBjBEHFg73SW1QRMJHjojhplHIYK/Rw222NLPid6bz55h42vt7P0Ik6Aj+BxiPQDkYSoDxCHIwS9EU8eXjke3/F6tV38sj3/opnf/LjarPj6ZoeK34L9bkc3/3Ot/nDe+5hw4svnPK9dknCYrFYLmpMJBZEokqBcSkVs7z88nsUCg7XzmunoSnE9XyUIxgzoTnxLIyTRBQGn0QiQWiKjBZSiIo8GRwvMfn/UVkaEQVG0L6Pm0iRdgQT9vK7n20jl6tjwy924fuXM/+66VzSmsFxFb09BbwkOI4gONTUuig3rPY0XSzU53I8/qNnqnbQr218Y5IPw8RehUrTIzDJg2HpkkUc6D5oBYPFYrFYJo7oOs5OcQhChTjTeOnlfRw77lNX28zIaAlHJUAgDMCdFL5yNkVqB2PGqMkoyuU8g0M5CoUm0ukRMEWUOVk0UPVIUQpMEOA4DnhCqPtY+qlWmhpv5KX1Ozl46Bizr7yCoeERkokkqZSL1ppsNku2TnHD/Bpcd+SiupwLuxbS39tTfd/Y3FKNsF6z5qvk83n+7BvfYMnihfz0X589ZSfER2EFg8VisVzU9YXIXElQIC5Hf+2zZ28PrZfMIgh9jh8fwdAA2sWpFhPiWbs+G6dFQamAbH0Nc65uYPfeft58s5H58xtIJE6gHBdHRcLFGD2+Q9MIIio6lgmBJGIctB5mzjVZWi65ge3b+9jwy60EZchkGmjvnIkxUCiUOHR4gMtnNdHYcHFdz5fWv8yLL63ny1/8PN/81oPU1WWrgmDtw2v50hfuZs+evfzsueeAyNypkjFxMpXdFVYwWCwWiwVBxSZLPuCxZ18v2nh4yRQD/T00NlT8SxjPXGFCv8EZBIMxPuJGbo6LlrSwb//7HO8Vdu6GmZ1NdLYUMSYg2vqsqYaQVOPi4+RYnUBMOnJvlQLTGuHW23J03bSMx/7P67y1Yz9H3z9KNpfF98eY3lZDprb5orueg4N5fvbsv7Fv715uXNDFz1/ZMKmKcOvtt7Ni+TJ+/PS/VOOt63M5Hv3+D1h9xypbYbBYLBbL6UZ0FxFFaMZAKfoHhjHaUCgM0T/Qx7XXzAZGEQnG+wtiB9Wo5+BMB/CBNEFJkUzlQUocPdJHbW0L+/aXUOVh2juzhFpHFQyZ4L5qIgOoyDwvOrQ2QlAMETFoRqjNhvzpvQvZtvVy9u//gPeP9jKjs5Vlt11GKhVcdJvcZs2cwdVz51FbV8eXv/h5jh49WhULTz75Lzz7kx+z8513eGn9yzzwwEN0HzrMrJkzzigWPiHBECL40R5YoxHtoERVg0gsFovFMpVKDA7GGBwn2vHQNM1jaLCH4eE+pjXUcv28RpTkcSKjhMidcVxtnPnrlRPZPYvBaI+6Ws2WLbvw3BoymSzlkV7aO5pQTgljwtjmXZ1Uxagcq4wSIeElQIQg9DFhkWTC5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width="320" /></div>
<div align="center" class="MsoNormal" style="margin: 12pt 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="name364956f55e7652a6e"
o:spid="_x0000_i1029" type="#_x0000_t75" alt="img_56f55e75b8d382.jpg" style='width:206.25pt;
height:108.75pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image009.jpg"
o:title="img_56f55e75b8d382"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">1 – DENDRITOS; 2-
NÚCLEO; 3 – AXÔNIO.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> A figura, a
seguir, mostra um corte longitudinal de tecido muscular. <o:p></o:p></span></div>
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<img 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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> De acordo com as
características do tecido apresentado na figura, pode-se afirmar que se trata
de um <b>tecido muscular
esquelético. </b>este tipo de tecido tem contração <b>voluntária.</b> <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> A Biologia, com
os estudos sobre células-tronco, proporciona grandes esperanças aos portadores
de traumas com dano tecidual permanente. Resultados recentes, decorrentes da utilização
desses tratamentos, mostram que animais com lesões nervosas apresentam sinais
de recuperação. Os resultados obtidos decorrem da capacidade das células-tronco
de diferenciar-se em diversos tecidos.<o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-73738944214868150422016-04-03T10:26:00.001-03:002016-04-03T10:26:58.357-03:00REVISÃO PARA A PROVA DE CIÊNCIAS DO 7º ANO - I UNIDADE - 2016<div align="center" class="MsoNormal" style="text-align: center;">
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: REINO DOS SERES VIVOS<o:p></o:p></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> No reino <i>Animalia,</i>
o filo dos artrópodes é o mais diversificado do planeta, apresentando mais de 1
milhão de espécies catalogadas, das quais cerca de 900 mil são só de insetos.
Entre as características estruturais que garantiram a conquista e a adaptação
dos insetos ao meio ambiente terrestre, destaca-se a presença de <b>exoesqueleto
quitinoso e impermeabilizante, que favorece a economia de água. <o:p></o:p></b></span></div>
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<b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> ATENÇÃO</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">: </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">a unidade
taxonômica que expressa a afinidade existente entre nós e os outros animais é <b>o reino, </b>isto é, reino dos animais.<b><o:p></o:p></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;">ASSUNTO: REINO DOS MONERAS
( BACTÉRIAS )</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> A gonorreia e a sífilis são doenças
causadas por bactérias cuja transmissão se dá principalmente por via sexual.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Algumas doenças não possuem vacina para
prevenir seu contágio, como é o caso da sífilis, gonorreia e cólera. Podemos
reduzir o risco de adquiri-las usando camisinha (caso das DST ‘s sífilis e
gonorreia ) e lavando muito bem os alimentos e fervendo a água ( no caso do
cólera ).<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Células procariontes são células que não
apresentam organização celular, isto é, não têm núcleo. Ex: as bactérias e
cianofíceas.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Há no planeta milhões de seres vivos.
Embora diferentes, os seres vivos compartilham muitas características. Se
vistos por esse lado, um cavalo e uma bactéria são semelhantes, ou seja, ambos
se reproduzem e são formados por células.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Não esqueça, AS BACTÉRIAS SÃO CÉLULAS
PROCARIONTES PORQUE NÃO TÊM NÚCLEO, MAS APRESENTAM DNA.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Se você acha que as bactérias só causam
doenças está enganado, elas também trazem vários benefícios ao homem. Algumas
delas são usadas na indústria de laticínios, como é o caso dos Lactobacillus e
Streptococcus.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Contudo, certas bactérias podem causar
doenças como tétano, tuberculose, meningite e outras. Essas doenças podem ser
combatidas com ANTIBIÓTICOS.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> As bactérias pertencem ao REINO MONERA, os
seres vivos que pertencem a esse reino são PROCARIONTES, UNICELULARES,
AUTÓTROFOS E MICROSCÓPICOS.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt; line-height: 115%;">A invenção do microscópio possibilitou várias descobertas e,
graças ao surgimento dos microscópios eletrônicos, houve uma revolução no
estudo das células. Esses equipamentos permitiram separar os seres vivos em
procarióticos e eucarióticos, porque se descobriu que os primeiros, entre
outras características <b>possuem material genético disperso pelo citoplasma. </b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A figura abaixo mostra um
microscópio óptico comum. <b>Ocular e objetiva </b>são as partes responsáveis pela ampliação das imagens.<b> </b><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><img height="126" 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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">ASSUNTO: PROTOZOÁRIOS<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Vamos caracterizar o reino Protista e o
filo dos Protozoários. Os protistas são seres de estrutura celular eucarionte,
incluindo organismos uni e pluricelulares. Fazem parte do grupo as algas
microscópicas (exceto as algas azuis). <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Os protozoários são organismos
unicelulares e heterótrofos, muitos vivem isolados, outros são coloniais, podem
ser de vida livre ou parasitas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> A malária é uma patologia causada por um
protozoário, o Plasmodium. É comum os acessos de febre que surge quando há o
rompimento das hemácias, no interior das quais o parasita se multiplica, e o
lançamento destes na corrente sanguínea.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Observe o esquema de uma célula a seguir.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> </span><img height="169" src="http://www.sobiologia.com.br/figuras/Seresvivos/celvegetal2.jpg" width="320" /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">
Esta é uma célula vegetal porque
apresenta PAREDE CELULAR, GRANDE VACÚOLO E CLOROPLASTO, estruturas exclusivas
de uma célula vegetal.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Esta é uma célula eucarionte pois, como
podemos ver, ela apresenta um núcleo.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"> Se você quisesse ter feito este desenho
observando-a a olho nu, não ia conseguir porque as células são microscópicas e
só é possível vê-las com ajuda de um microscópio.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%;">E não esqueça: “ TODO SER VIVO SE
ORIGINA POR REPRODUÇÃO DE OUTRO SER VIVO DA MESMA ESPÉCIE “. É o que afirma a
teoria da BIOGÊNESE. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">A vacina, o
soro e os antibióticos submetem os organismos a processos biológicos
diferentes. Pessoas que viajam para regiões em que ocorrem altas incidências de
febre amarela, de picadas de cobras peçonhentas e de leptospirose e querem
evitar ou tratar problemas de saúde relacionados a essas ocorrências devem
seguir determinadas orientações. Ao procurar um posto de saúde, um viajante
deveria ser orientado por um médico a tomar preventivamente ou como medida de
tratamento <b>vacina contra o vírus da febre amarela, soro antiofídico (caso
seja picado por uma cobra) e antibiótico (caso entre em contato com a
Leptospira sp). </b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Os fungos são seres vivos bastante
diversificados quanto à sua organização e aos seus relacionamentos com outros
seres. A respeito deles é importante saber: <b>A maioria apresenta tanto reprodução sexuada como assexuada; Nas
relações com outros seres vivos, nunca exercem o papel de produtor.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Gripe aviária, febre maculosa
e dengue são algumas doenças que têm preocupado o homem ultimamente. A respeito
delas é <b>correto</b> afirmar que <b>apenas uma é transmitida por ácaro. </b><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Quando o corpo humano é invadido por elementos estranhos, o
sistema imunológico reage. No entanto, muitas vezes o ataque é tão rápido que
pode levar a pessoa à morte. A vacinação permite ao organismo preparar sua
defesa com antecedência. Mas, se existe suspeita de mal já instalado, é
recomendável o uso de soro, que combate de imediato os elementos estranhos, enquanto
o sistema imunológico se mobiliza para entrar em ação. Considerando essas
informações, o soro <b>deve</b> ser usado quando <b>uma criança for picada por
uma cobra peçonhenta.<o:p></o:p></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" /></span>Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com2tag:blogger.com,1999:blog-8200619331035097792.post-88050084248290047372016-04-03T10:10:00.001-03:002016-04-03T10:10:44.798-03:00REVISÃO PARA A PROVA DO 6º ANO - I UNIDADE - 2016<div align="center" class="MsoNormal" style="text-align: center;">
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Arial;"> Em relação à Floresta Amazônica é
INCORRETO dizer que “a floresta amazônica é o
pulmão do mundo”, já que sabemos que a maior parte do gás oxigênio do
planeta é produzido pelas algas. Dessa forma o mar é o pulmão do mundo.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">As
sardinhas da Califórnia foram comercializadas pela primeira vez no começo do
século XX. Em 1930, mais de 60 mil toneladas eram trazidas à superfície
terrestre, a cada ano. Em 1950, poucas sardinhas restaram. Curiosamente a
quantidade de outro peixe – a anchova – cresceu rapidamente. A relação
existente entre a sardinha e a anchova é de <b>competição. <o:p></o:p></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O controle biológico, técnica
empregada no combate a espécies que causam danos e prejuízos aos seres humanos,
é utilizado no combate à lagarta que se alimenta de folhas de algodoeiro.
Algumas espécies de borboleta depositam seus ovos nessa cultura. A microvespa <i>Trichogramma
sp</i> introduz seus ovos nos ovos de outros insetos, incluindo das borboletas
em questão. Os embriões da vespa se alimentam do conteúdo desses ovos e impedem
que as larvas de borboleta se desenvolvam. Assim, é possível reduzir a
densidade populacional das borboletas até a níveis que não prejudiquem a
cultura. A técnica de controle biológico realizado pela microvespa <i>Trichogramma
sp</i> consiste na <b>introdução de um parasita no ambiente da espécie que se
deseja combater. </b><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> “Um homem
relatou que uma onça-pintada está assustando o gado em sua fazenda, localizada
no cerrado brasileiro.” <o:p></o:p></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Na frase acima os
termos que se referem, <b>na ordem</b>, a: <b>um organismo</b>, <b>uma
população</b> e <b>um ecossistema</b> são = <b>Onça-pintada, gado e cerrado.<o:p></o:p></b></span></div>
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<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Na cadeia
alimentar representada abaixo, crustáceos, peixes, lulas e seres humanos são <b>consumidores.<o:p></o:p></b></span></div>
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<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> De toda a água
da Terra, a maioria está nos mares e oceanos, que ocupam <b><u>75%</u></b> da
superfície do planeta. Nos rios, lagos e lençóis freáticos, assim como nos
mares, a água se encontra em fase <b><u>LÍQUIDA</u></b><u>.</u> Geleiras e
icebergs são constituídos de água <b>SÓLIDA</b>, enquanto o vapor d’água na
atmosfera está em fase <b><u>GASOSA</u></b><u>.<o:p></o:p></u></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Sobre a história
da Astronomia é incorreto afirmar que o <b> </b>Hubble<b><i> </i></b>descobriu que todas as galáxias do Universo estão se aproximando. Na
verdade elas estão se <b>afastando.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;">
</span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Na natureza são frequentes os exemplos
de relações benéficas entre indivíduos, mesmo de espécies diferentes, como é o
caso do caranguejo paguro e da anêmona. O caranguejo aumenta sua proteção
vivendo em conchas abandonadas e permitindo que anêmonas – produtoras de
substância urticante contra predadores – se depositem nelas. As anêmonas, por
sua vez, ganhando mobilidade, capturam melhor os alimentos. O tipo de interação
descrita é denominada <b>protocooperação. <o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Os seres vivos não são
entidades isoladas. Eles interagem em seu ambiente com outros seres vivos e com
componentes físicos e químicos. São afetados pelas condições desse ambiente.
Com relação ao ecossistema marinho, podemos dizer que <b>os consumidores
secundários e terciários, nos mares, são representados principalmente por
peixes.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Os ambientes são constituídos por fatores bióticos
(seres vivos) e abióticos (elementos não vivos), inter-relacionados. Algumas
espécies de seres vivos desenvolveram adaptações para lidar com condições
hostis do ambiente: por causa <b>das baixas
temperaturas</b>, há animais que hibernam no inverno; por causa da <b>escassez de água,</b> os cactos armazenam
água em seu caule e é por causa das <b>altas
temperaturas</b> que os animais de deserto costumam ter hábitos noturnos. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> A relação entre
búfalos e pássaros </span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">é um exemplo
de protocooperação. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> </span><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">O
parasitismo causado por helmintos é uma das maiores causas de endemias no
Brasil. São exemplos de endemias causadas por esses parasitas <b>teníase e
ascaridíase. </b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Os
parasitas são companheiros quase inevitáveis da existência animal organizada.
Essa forma de vida foi adotada por vários organismos e apresenta algumas
vantagens e desvantagens. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> A principal vantagem do parasitismo é a
reprodutiva, pois a quantidade de energia desprendida para a reprodução é muito
grande, deixando um número elevado de descendentes.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O parasita tem a vantagem de não estar
exposto ás intempéries do meio ambiente, mas acaba exposto aos mecanismos de
defesa do hospedeiro.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 16.65pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> As
interações entre os seres vivos ocorrem tanto entre indivíduos da mesma
espécie como entre indivíduos de
espécies distintas e podem ser harmônicas ou desarmônicas. Dos pares de
organismos que exemplifica uma relação
ecológica de parasitismo é o do <b>cipó-chumbo - cafeeiro. </b><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> As interações entre os seres vivos no meio
ambiente podem ser benéficas, prejudiciais ou indiferentes. As interações
positivas e negativas interferem diretamente sobre o equilíbrio ecológico
dentro da comunidade. Sendo assim, podemos afirmar que o <b>predatismo favorece diretamente a seleção natural entre as espécies e
mutualismo entre duas espécies indica que ambas se beneficiam por essa
associação.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="color: #c00000; font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Sobre
as relações ecológicas podemos afirmar que: No
mutualismo ocorre uma associação íntima entre dois seres de espécies
diferentes, na qual ambos saem beneficiados e o mimetismo é uma estratégia
usada quando os indivíduos de uma espécie se assemelham aos de outra espécie.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> Vamos analisar as
charges a seguir. Elas tratam de algumas relações ecológicas.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="margin: 12pt 0cm; text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="name875556f6bce9920b6"
o:spid="_x0000_i1026" type="#_x0000_t75" alt="img_56f6bce9533a60.jpg" style='width:104.25pt;
height:123.75pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg"
o:title="img_56f6bce9533a60"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> </span><img src="data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/wAALCACYAIYBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/AOu1PWdTHjDS9MtLuREm1CVpSwQKYY0jJjGeTy2fXk1z8HjnVUTxZ4hmvVfTLOVrSwtH2pmXIA7ZOBz155rz60+I/jq/uBBZ6nd3EzdEit0Zj+AWvVdK8R+P72yhij8MQxSRxIsk9/PsMjjq20AEZx0xxmpdOsfiWkM5n1DRN8spdRMHcxr2UbQBj65NNl8O/ES8vFkl8V2NpE3DpbW24KAOCAw5J75Iqw3hLxm2P+K7ZcADjTo+ffrSf8Ih4z/6HyT/AMF0f+NH/CIeM/8AofJP/BdH/jUVx4Y8fwiH7F4xt7gq+5/tFoseRxxwGyPyqrqem/FF7qCW21XSdqfejhXarYOfm3KSc+xqpeeLfF+jWuqW/iHSbyMO5kj1LTwHjtVIXAAKncoIJOTnk1seDvEN/wCOvh5L9m1D7JrMWYHuRGDhwQQ230ZcZ47nHSuZ8M/EHWfDnjKfQPG85l8yQRpcttRYj2boMo2evb869gR1kRXRgyMMhgcgj1p1ctaanfP8TtQ02ScmxTTo5o4sDAYtgnPWsbxsZoNU0XVpFhcWWsrANzAERyKg7d8jPPOPavMwPtmhavo0Mwa7v9eCQ26ncxxnL7f4RyPmzz07V7t4Z8M2PhXSIbGxjBKKBJMVAeU+rEf5FbFcTqfxCNj8R7Lw3FarJBKFSefdgxyOCVA7dMcHnn8+uv7r7Dp9xdeW0vkRNJsUgFsDOBnjtXC2/wAWLTUfEmj2Gm2vn2l+EEs5YgwSMDhCMYzx60aF8V7fUtF17ULuxeL+yWBMcTh/MRiQuD65HPbpU138R7kwXd3pWhveWWnRq99IbhVMZKbiq9dxXo36ZrM0D4vTapctHc6VEcQzShLSfzHXy035bIACsMgHPWt2T4maVFc6DC8cg/tiMSKcg+QCQF3Y9ScceldiRkYPSuL8T+G7nS71/E/hYJDqMKE3Vt0ivYxyQR2bjg1heMrOy+Jvw8Gt6NbA39rlsOuJF2/6yP3PceuOOtX/AIPeLIda8Mx6TLhL7TUEZT+/GOFb+h+nvXodcTp//JZtX/7BUX/odbN7plp4j0nWdNlKFZZHiZhGMxsUXB9yMg5ryD4YaE7/ABRki1K3SG40mJyyJld0gwgYjv8AezxgdK9d8TeNNJ8JPapqjzB7osIlijLk4xnp9RVY/EjwwtgbltUjUr963IInU5wQY/vcd+OgJ6V5ZdaBpdze3iXXirzpr68a5t49OjM8UTsf3byuBxwTx2Fe5RwyT6csGoeW8jxbJ/LyFYkYbHfHWuEn0bQPFOiSaHo+oT6e+gTiPzgu3bIFZRkn73fniuatPAWjwRRJp3iUf2deBtN1AuwVmuP+Waqm3+/zgnp3rV0/wbHYaYdIi8Y2y6Df3hQxKiiWduA0Ifd3IwcDNXJPCOg6frM+iaZqkumazfmS5hNvERtgOAYiOjL8rEAn1PasLVPDfh3TLK7a/wDEtxK6SpZ2ZtF/0iFoiSUKL97DFWPA+6MYzXp/hjUY9T8O2VxHdG6PlhHlMZQs68NlTyDkdDWtXnGg3E/hn4ranosysmn6rm7s90oWNWPLhVxgknIwOeBVK90iPwV8YNO1S3cQadrReCVAf+WrDpjk4LbG+p9K9UridP8A+Szat/2Cov8A0OtrQ9Ss5tX1qxikgF3BdbpIkUqxBRMMc9fqPauN8GXEtx8ZfFrSohKoE3KMYCkBevJOAMn2rsfGmhzeI/Cl7p1qYluZVXynkzgEMG6jkZxiuF+yeI9J8XXOotb6frur3VotuiW7qqWbZGQysd20jJ3d+elUm+Ht5o9hZWjXukWer38jkXKyzxSGQnO1BGQpAB7jAzXplrb6ppfhUwyXA1LVIYHxK42CZ+SueuOwryDUPht4o07S7OG0jt7iTUF8m5WEuPLff5iyOScEjkbgBgDHOa0z4M8W2fiOdJI4tR+0zwXf2wSBI2kgIILjBKlgSMDGTz0qa9+Fupvo97K97cG6gvpLq0slmUwOS4IIJ5BI4+tWNa8H+Jr3xbceK7eKOKS3aGa3tvPJlkVFG6MEfKA3zZHrWgnht20XxDJqOm2Fy0+oNf20Utz5ZUNjO51PyMASB796v+A11Oytbu41O5a30hpAtlBeXCyyoOhLSA45PbJrt683+Jm+08X+C9Qi2h1vvIbsWDMnf06/nWp8WdP+2+ArudCVmsXS5jYHBBU+v0JrovDuprrPh2w1BFdVuIFfD4yOPaub0/8A5LNq3/YKi/8AQ6848cX0ek/Ee51O3+1QzW1ziSRJdqyMI0dVyOQDggj9a67RJAnxtmnRGt4tU0pLjyzwJGIU8epGDz7GvTXUOjKSQCMZBwfzrxO0m0/wi1y+iWt/fa+HIgh1DSz5qOSd5EiruYlSepIxVTSNUsfsmkXaXGp3njX7af3LO3y5fDIwPyohB6gZ+mK9w1ASnTboQFhMYX2FeobBxj8a8YlufE2gaJ4U1XW2J02yuPMOyeR5pi4JXerDqBkDn+KqHheK4v8AWIodefxEkmqxu6SPJJBEbnkjBBG4FAvPrxjFR3Gt3+peGdJ0KxS9murZpLq+kihknlSZJGEYPOccAc9Mg9q9n8P6knivwxb38gaNbyApLCkn3DyGAIwQeteJ6j4LvNH17VVtLW3ksNNvYd0U7Ptmil5QyEYyq7Rn0JNLrdj4nSB/DI0WaBzdPqQisuYVUL0j6/KDzjPXGBmvZPAeuSa74Xt3uoriK+tcW10k6kP5igZJyOcgg/jWF8TYHn1jweEQPjVk4LY7g/0rub2KK4s5oLgqI5kMbbsYIIx3rkfhKJ4/AVvBc+YJIJ5odsmQybXI247Y9KdYqB8Y9TIBG7SYucg5+f8ASuY8c6RpsWqeI0upsx6nYm9V8jdFcW4wFHswkX3rP8ZXGuaN4o0bxNdWklvptkkKBHdONww6ABsseCe44z2r2OzvIdQsobu1cSQTIHRh3BFT1zHjPV20uK0s7BooNU1eX7JBcOvEWerk98DoO5xWFcPr2j6vZ+GbHXZpLjUZJboaheQCXyo1UHywMgE7gx6cBhiqVv8AFW6tvEk+i6ppovjab1kuNOjd97LjBCHpzweTgkdqzLD4ky+KdY0i0vLLTra7ikL7ri1mkKzeZgLHtOV+XGS3Gc5rX1vx7faP4p1HTV/sqzmhK/Z4TaTTy3YYZABQgAknofX2yeqvdY1XTl8PvJYRrFeTLBfxRgu0DuvylSONofOSe1dHRRXjHxk8QXtt4r0u2sZ4oG06H7crsMnzMkAdx0UYGOprpvFETeNfhlYaraRC6eHy7425B/f7QRJH8p4Jyw49OOak+EEsM3ha+ktXneB9RlZGnOZMFUPzHuck89+tT6f/AMlm1f8A7BUX/odcb42uIfEPj/TtEtYAL201Q+bFglZ43SNmck8cBCCPStv44W9zdeEIjBBIYba6RnYYxyCoI79WA/GuF8BfFN/CFpHYXkc15YHnZkBoGLclT3Ug5we+fWvXdK+JnhXWGCQavDFJgHZcZiPTplsA/ga2Luz0jxNpgS5jtNQs5OVOQ656ZBHQ+4qifAvht9PSyOlQG2SQyqmW4YjBOc56fyHpV208OaTYXsd1Z6fb280SNGhiQIAGxngcEnA5PpXLXPwn006rDe6dqWo6cUaRmFvL8x3/AHtrHlc8/nW5P4I0W81Fr29tjczNbJbEynPCHIbPXf8A7Wc8VYttCm03SJbPTdUu1kaXzEnu2+0mMZBKDdglcAjrkZ61rjoM8mlrK1/xHpvhrT3utTu4YBtYxo7YaQgZwo6n8K8/0Pw+dXstT8Z+IbOYSagfMW1hXzma1wAY9mOdwA56jAIwa3vhhOsWm6no6FxFpt88cEcvEiRN86hh2IyR9Qal8Iahnxl4r0qNAsFvcRzr8u3DOmGGMdPk602wUr8ZNVJxhtKiIwf9uodX8PT6xdS6loZt4NY0vUmeJpDlZsxpuRyACARgY5/Xil4c1bU/iNHrGm6yLO1s7Z1hkS1bMrSKwJIJPC5XuO/XipfiHNp2ia3oeqmzM8wleG5ihtlkaWBl5DZHXIGMkfxY710Vpo/hjxFo8dxBpVhNaXChh/oyqevfgEEEVQb4U+D2Yt/Y4GTnCzygfkGpV+F3haNGENhNCSPvR3cwIPr97rUZ+F2hmSJvP1UBAAy/bpMSYH8XOefbFY+haYfCni/X9GguJI9Pl04XNnA8xYk42swyc5yppngrQtX1/wAF2OpN4t1mCedG+UOjIu1mUcEZ6D1rTbwl403Hb48bGeM6dH/jUa+E/HRc7/HQC54IsEJxRJ4L8Yz7Vm8ez7A2T5VkqH8w1M1D4V6RHomqSytc6lqcsDlLq9k3urYJG0DAHNbPw21N9W8AaVcSuzyLF5TMxJJKErnP4VX0e2hsfihrywDzDd2sFxK6kHymGV2H0JADYx75pvhO08zxr4s1WNQkEtxHa7S2WLxp8zewO4Yqa3iYfFm9kJ4OkRjHp+9P+HeqOoXPjGC91FPDVjpk8TXrFpJ5MMv7tOCvy/nk1zOn+Cdb0SLVPEV5fBPENu5vmKBhDIhBLxs2MNkA8AfLx616tp8sV7aQX6QhHuYUcnA3YIyAT3xk1aooorlfG/he81yK2vNEuIbXV7TcsUsijDI4KupOCcYJI9/zq/4N0KXwz4TsNKuJUmlt1YM6AhSSxbjP1xW3RUVxcw2kDTXMscUSjLPIwUD8TXmnijx9a6/rEfhnRtatrG2lUm71QyDaFxnZGc4yfXI9Kvf23o/wz+HlvBYXyanIMi2COpMzuS2cDooz71Y8EaLB4e0mXxH4guol1XUl866uZWCKinkJzgDgZPHXPpWj8PJXvPDL6jJGI/7Qu57tFyCQryErkjvjA/Co7dcfFu7JfOdITC+n70/55qmuk+INT1fV20zxEdNtFvyjRLarIx/dx5O5uh9MdKv6b4JNvrkWq3+uajqU0AIgEzKqoCCG4UDOcn/IrqQAAABgDtS0UUVQ1jW9P0DT3vdUuUggQZy3JPsB1J+lVfDniiw8UWJu9PE6xbtq+fGUL+656j3HpWzSMwVSx6AZrxb/AITHQPEHiW7v/GN60djasY7LSJYJGAI6ySADBbqMH19q6xPGHhe7hn8rw9qE8FwgMrJpLMsiYABPHIxiuV08+EY/F974pMdpYaRpZ8q2hj+/cThv9YIxyAMgDj37GsX4jeML3xvaRLZ6TPHpMd0q21y4YGZyGGMdDnB6ZIx717h4d0xNG8O6fYRj5beBE+pxyfxOTXOaeSfjLqwJOBpUWPb563NBhlivNaLtGUkvyyBSCQPLjBzg8Hjpwa1440iQJGioo6KowBWYPE2jPp1zfR6nayW1qMzvHIG8v2IHIPt1rRhmjuLdJomDRyKHVh0IIyDXLa/8RtJ0a7+w2qzapqR3AWtkPMZSOzEfd/X6Vxniz4qa5p939hENjo8jAElpRdSxEHkMEyoz6HnH6YOi6nr/AIsui0X/AAkurQxxfMI7xbOPIAHUcE/jk9fWufTTpdd1K/j1fWLuwtdPYMYb53nnBJClUXjc2SB26iuts4bfwtBa+LTcr4hs4JkiLTmSG7tXOcgKWIxg52ng5BHqfYdE1ux8Q6XFqGmTebbSZwcEEEdQQehrQqCWC2VXlmjhAALM7KOB3JNed6v4z1XxZqEug+BIh5aHZc6oSPLjXodnr1HI59B3rT8L/CvQPDAFzOv268Q7/tNx0THovQc5OevvWZoZfx58QBrlu6poWhs0FsmT++l28uF6D73XuAvvj0uuKsFx8ZdVOQd2lRcA9Pn71t+Hv+PrXP8AsIt/6Kjo8QSQ3un32mpe3FtcrB5xa3Db1Uc9QO+MYByQeK+fLjSJLrT5tdubKz0mxjxGlptlRbyQH7qgsWJwTk5wMD3x2/inxNexeGLWfxBbT6baTrsstHtmaNpgu0N57kZCeigAkGuCt/EetXyahJYLHa2MKCaazsovKjKblUg7fmxzySTXOSvCt1vhDSR5ztlHJ9jg163pnxg0GDwvHpMml6hYiOPywdPkVcf7QbIIJOSf61wuveMV1fxVJqsenxpAXMiW7O3DlQpk3KQQ/wAqnI4yBx6y+F9S/tTxJY6RLGw0u+v4nuLcMXMrA8Esee/NesWkkfhL4sahaQMsGk3enfbpoguyOBl4LKB1J2nOPX2rsfDvijS/FVnJc6PcGaKN9j5RlKtjOMEe9ZPxQtp7r4famLcyZjVZZFQ4LxqwLj6bcn8K1fCcemp4YsX0e0W0s5ollSIKAeR1PqfeuS+JWv3N5e2Xg3Q5it/qbBbl0GfJhOQc/UZJ9h712uhaRBoOi2unWyIqQRhTsXaGbu2PUnJrQrkNOkB+LGtIRyNOt8EDtubOfzpp1KbRrLxffW3kvNa3Jn2Sy/IQIkOOOVJAP44ryrwb468Raj48j1K6F3qISB/tEFthf3QU87eF4JB9SfrVfxJ4kuNWM/imeaZ2kupLXSImXaLZFwxkx03YZR35JOflFU9H3eLvCuoaXc3E02q2TNfWRkl3GVSB5sYz7Ddx3H1qX4ZSrcXOtaMEhNxqmmywW5kbGZMZVR2568+lZHg3ww/ibxfbaTITGm8mc4ztVeWH1OMfU12ni34caVoXiaNbCSM24tZb57S9mZEdExmNHX5ixyT+HWsGPwhor6RAb29vNG1G6jSW2+3IGtpVY8YkQEjjnkDH612/w8+FB0zXLfWrzVLG9it/nhW0YuGYjgkkDpnNVvEGlXfxC8Q+I9Q0iSeeHT7dbK1CMIxK+fnUNxuUfN165HtVv4f/AA98S+HNXa5S+NnAlxsmt5MMlzFt+8MHrnIGcf0r1uSNJY2jlRXRwVZWGQQeoIrzfUotV+Fltf6hpZtrzw+z70sJpTG1szEfcJzlc5+X3+tS/CzRpLwXnjHUxE9/qzlowEH7mMEjAPvx+AHvXotFcfYSq3xc1VA+WGmQ8bQMfOe/fqOvrU/hswz694stpER/9MTzFYZDK0KcEHjHBrB8V6JpGg6d4muNHshp16+mDMiACN0ZiGCqOAeACcdxXmvju60m88JeFl0m/hkNna+VNb5PmIzAEkjHTIb8x61yGj6td6Fq1vqNhJ5dxA25Wxn2II9CCQfrXR6yv9h61YeLfDuBp93MZ7cMo/cSg5eFh2wTx6jkV6X4a1TSYPHsOs6co+x+JoSnmSEJ9nuE5aPp1Y7eO5554ru9d07QtYhe21uKymEcZfE5XdGvGWBPKjpyPavPJPh1pmpQWdjZeOGuZIATZwTSRXCKO+I888A/TFbtt8JNLsLCCLTtR1KxukULLcW05XzuxLLyO5Ht710/hvw1YeFdKGn6WrrBvMh3tuYscZJP4CtaivLvEJHjz4nW3h5X8zStJX7RfRl/kkf0wO43Afia9PjjSGJI4kVI0AVVUYCgdAB6U6iuI01FT4z6yVGC2mRMfc7gP6Ctvw9FEuoa7LGhEj35DktndiKPH061q31nFqFjcWlwu6KeNonHqrDBr5K1nTH0LXL2xZ9zWs7w5IxuAJGcehH86hFjJcwvPZxySxxqDKFXJj6ZJx0XJwDWv4Z1y1tLW90fV4y+l6hjfIoJe3kXOyVR3xnkdxXe6fpGp6VoJ8PeKLSzt9Hjlae11lblIjA+Mo6/xMS2O2cE+nHMXmkav4l1WZrC6j1y6LBp57S3cCQbVwHLBVIyo49cnmtbR/hV4zucyMtnpTCcXCyOyiQPz90oCQBnpkDpXuOiw6hb6Rbxaxcx3V8oIlmiTYrnJxgfTFXqKyPFWvxeGfDV7qku0mCM+WrZw7nhV49SRWB8LdEksfDj6repjUNYla8m4GAGJKgegwc4967aiiuHspFT4z6sGzk6VF0BP8dbfh67E2p6/B5aqYL7kqMbsxIcn3rdrxb4x+EtutWurQBIbW+Igu5dnyxSA/K7Y9QcZ9veuT8MaK+g+K4Gub2SS5hCyC20oi4eXJx5bMp2qDnByTwfeussPAVv45mu7iws7HQLSO5eKWJR58+9cAqQcLGOp49a3X8L6N4a8a2iaraSajZagFjtbq9czfZplyNhLHo2RjPfj6elRxpEgWNFRR0CjAp1FFFed/FqRr5dB0BGdf7Sv0EmCMFFPIPU9SD0xxXoEEEdtbxwQqFjiUIigYAAGAKkoorhMPH8ZLwxq536OhbbuHIkAGfWtTwvdtJ4j8U2hRQsF6jBh1bdEvX6Yrp6gvbK21KyltL2FJreZdskbjIYVn6bHZaZePpen6SbWOJFYPHEqxspyM5B5I24Oeen1rmPGAn8IeIbTxVp0DNZP/o+qwxHG9T92QjGMrzz9B0JrqvEeix+IdDuLCRijSDdFICQY5ByjDHoQDXO2fxI02w0COTxFIbTU4XNtPaAF5DIo6gAZw3BB6c9afpvxU8P6hLGkn22y8xgiPdWzKhJOB8wyBz6kV2dFFeYaxOt/wDHvSLWRyi2VqWXJyCxVm6HoenI9K9PooorirG7ab4xapFIYQtvpcaJtPOC4b5vfn8sVf8ADMKL4l8Tyqdxe7jBJTBBES8ZzyOfQde9dNRRUV1bRXlpNbXMayQzIY5EYZDKRgg/hXM+CJpdPF74avrnzrnSnAhZvvSW7AFG564yVPpgVmah4C8KX3iOe8m1WdNQuGbei34DE5HAz8wwcDA6dKsS/CzS7m2+z3eqa5cQH70Ut8zKxznJGK7KCFbe3jhQsVjQICxySAMcnvUlFeS3zKv7RlruVmzbgDABwfLPPNetUUUVwMAb/hdOp7VhP/Epjz5nX746f59K1vDNvcw+KvFTzRTJBLdRNCzqQrjygCVPfkdq6iiiivOvHPw31bxT4kGpWOtrZx/ZhblNrBgAc4yp5BJzz3rDl+C+qywJF/amlLtz+8WxAkOe5fqT75r0nwxos/h7Rl0+fUJb8RufLmmzv2noDyehz+GK2KKK8w8R6DqFv8aNF1uG1mmsZgsckqRlxEwBXBx0GCpyeOT6V6fRRRXEi3lh+LN7dC1uTBJpaIZmgJj3hx8qt646iv/Z" /></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Nesta
charge vemos que a personagem se refere ao <b>PREDATISMO.
<o:p></o:p></b></span></div>
<div class="MsoNormal" style="margin: 12pt 0cm; text-align: center;">
<img 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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-fareast-language: PT-BR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="name971256f6bcea22925"
o:spid="_x0000_i1025" type="#_x0000_t75" alt="img_56f6bce9535e01.jpg" style='width:123pt;
height:118.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\LLIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"
o:title="img_56f6bce9535e01"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Agora
a personagem refere-se ao <b>PARASITISMO.<o:p></o:p></b></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Veja as dicas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Comensalismo</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">:
relação entre espécies diferentes onde apenas um se beneficia sem prejudicar o
outro<b>. Ex: tubarão e rêmora</b>. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Parasitismo</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">: relação entre
espécies diferentes onde um se beneficia (parasita) e o outro é prejudicado
(hospedeiro). <b>Ex: bernes e bovinos.</b></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 12pt 36pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Protocooperação:</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;"> relação
entre seres de espécies diferentes onde os dois se beneficiam sem que haja
prejuízo pra ambos. <b>Ex: garças e gado
bovino.</b></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">Colônias:</span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;">
relação entre seres de mesma espécie. <b>Ex:
algas.</b><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Sociedade</span></b><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">: relação entre seres de mesma espécie
onde há divisão de trabalhos entre os indivíduos. <b>Ex: abelhas. </b></span><b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> Observe os textos relativos às algumas
relações entre os seres vivos na ecologia.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Um pássaro
que se alimenta de carrapatos que vivem sobre grandes mamíferos, como bois ou
búfalos<b> ( protocooperação ou cooperação). </b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Uma epífita
(por exemplo, uma orquídea) que cresce sobre uma grande árvore<b>
(inquilinismo).</b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Uma rêmora (ou
peixe-piloto) que vive em associação com um tubarão, sendo transportada por ele
e aproveitando-se dos restos da alimentação do carnívoro<b> (comensalismo).</b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span style="font-family: 'Comic Sans MS'; font-size: 9pt;">Bactérias e protozoários que vivem no
interior do intestino de cupins, onde digerem a<b> </b>celulose<b> (mutualismo).
</b></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 9.0pt; mso-bidi-font-family: Arial;"> O <b>parasitismo</b> é uma relação que sempre traz prejuízo ao hospedeiro. <o:p></o:p></span></div>
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Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-76793075722081842542016-03-29T18:45:00.001-03:002016-04-01T12:21:44.884-03:00QUESTIONÁRIO RELATIVO À AULA-PASSEIO REALIZADA PELOS ALUNOS DO 8º E 9º ANOS DO IIV.<div style="text-align: center;">
<img alt="humano2" src="http://www.projetointegrar.org/wp-content/uploads/2014/04/humano2.jpg" height="179" width="320" /></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
estudo dos tecidos compreende a parte da Biologia conhecida como Histologia (<i>histo</i> = tecido; <i>logos</i> = estudo). De acordo
com o tipo de célula de que são formados e da substância entre as células
(substância intracelular), os tecidos são classificados em quatro grupos
principais. Quais são? <o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;"> Qual o nome do tecido que reveste o corpo e
forra as cavidades (tubo digestório, sistemas respiratórios e urinário),
conferindo proteção contra atritos, invasão de microrganismos ou evaporação e
servindo para absorção de alimento, oxigênio, etc?<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
tecido epitelial pode se diferenciar em tecido glandular quando suas células
secretam substâncias. As glândulas podem ser de secreção externa ou <b>exócrina</b> – quando seus produtos saem do
corpo ou caem no tubo digestório – e de secreção interna ou <b>endócrina</b> – quando seus produtos são
lançados na circulação sanguínea e vão atuar em outros órgãos do corpo. Algumas
glândulas são <b>mistas</b>, pois
apresentam função exócrina e endócrina. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 10.0pt; line-height: 115%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">Cite
as glândulas EXÓCRINAS, ENDÓCRINAS E MISTAS que fazem parte dos nossos
sistemas. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
<b>tecido sanguíneo</b> é o próprio sangue,
formado por uma parte líquida, denominada plasma, e por elementos figurados
encontrados no plasma. Sua principal função é transportar gás oxigênio e
substâncias nutritivas para as células e defender o organismo contra a ação de
microrganismos. Quais os nomes das células que compõem o sangue?<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
<b>tecido muscular</b> é responsável pelos
movimentos do corpo. É constituído por células alongadas, denominadas fibras, e
capazes de contração. Forma os músculos. No corpo humano, existem três tipos de
músculos com características próprias. Quais são esses músculos? <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">Os
alimentos que comemos fornecem os nutrientes, e estes, por sua vez, funcionam
como matéria-prima para a liberação de energia, construção do organismo e
renovação de suas partes. <o:p></o:p></span></div>
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<span style="font-size: 10.0pt; line-height: 115%;">
Os alimentos são formados principalmente por carboidratos, lipídios e
proteínas. Como suas moléculas são grandes demais para ultrapassar a membrana
do intestino e serem absorvidas pelo organismo, elas são fragmentadas em
subunidades num processo denominado digestão. <o:p></o:p></span></div>
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<span style="font-size: 10pt; line-height: 115%;"> O sistema digestório compõe-se de duas partes: </span><b style="font-size: 10pt; line-height: 115%;">tubo digestório</b><span style="font-size: 10pt; line-height: 115%;"> e </span><b style="font-size: 10pt; line-height: 115%;">glândulas
anexas</b><span style="font-size: 10pt; line-height: 115%;">. Cite as estruturas componentes do tubo digestório e das glândulas
anexas.</span><br />
<span style="font-size: 10pt; line-height: 115%;"><br /></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">Toda
atividade desenvolvida pelo nosso organismo depende da obtenção de energia dos
alimentos. Isso é conseguido, continuamente, pela respiração, que consiste em
reações de combustão no interior das células, com a participação do gás
oxigênio.<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; line-height: 115%;">
O trabalho de fazer entrar gás oxigênio (O<sub>2</sub>) do ar no
organismo para pô-lo em contato com as células é feito pelos órgãos que compõem
o sistema respiratório. Este compreende as vias respiratórias e os pulmões. A renovação do ar contido nos pulmões é feita
pelos movimentos respiratórios. Cada movimento respiratório completo consta de
duas fases. Quais são essas fases?<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
sistema cardiovascular tem por função fazer o sangue circular por todo
organismo. No organismo humano, como em todos os animais vertebrados, a
circulação do sangue é feito por meio de um sistema fechado de vasos. Qual o
centro funcional do sistema cardiovascular?<o:p></o:p></span><br />
<span style="font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
sangue flui continuamente por todo o corpo empurrado por movimentos de
contração. Estes têm origem no coração e se propagam pelas artérias. Pelas
contrações e dilatações do musculo cardíaco, o sangue é impulsionado para as
diferentes partes do corpo. O coração é uma “bomba” que mantém o sangue em
circulação. Quais os nomes dos movimentos de contração e dilatação do coração?<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">As
proteínas têm papel fundamental no nosso organismo, porém o seu aproveitamento
pelo metabolismo gera resíduos ou excretas nitrogenadas, isto é, substâncias tóxicas
que apresentam em sua constituição molecular átomos de nitrogênio: amônia,
acido úrico e ureia. Cabe principalmente ao sistema urinário a função de
retirar do sangue essas excretas. Quais órgãos fazem parte do sistema urinário?
<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">No
nosso corpo, os ossos constituem um tecido vivo. Eles formam o esqueleto. Este
da forma ao corpo, protege os órgãos vitais e proporciona um sistema de alavancas,
movidos pelos músculos, que possibilita os movimentos. Quantos ossos tem um esqueleto humano de um
adulto?<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">O
sistema nervoso não só coordena e integra as funções do organismo como o
relaciona com o meio externo. Pode ser divido em parte central do sistema
nervoso e parte periférica. Como é
chamada a célula básica do sistema nervoso?<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13)<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt; line-height: 115%;">Ao
contrário dos demais sistemas do corpo humano, o sistema genital apresenta
acentuadas diferenças entre homem e mulher. Durante a puberdade que começa geralmente
entre 11 e 12 anos, meninos e meninas começam a produzir certos hormônios que
produzirão modificações em seus corpos ligadas à sexualidade. Que hormônios são
esses?<o:p></o:p></span><br />
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<br />
<ul>
<li><span style="font-size: 13.3333px; line-height: 15.3333px; text-indent: -18pt;"> Faça um relatório (no mínimo 15 linhas) enfocando os temas; <span style="color: red; font-weight: bold;">O QUE VI, O QUE SENTI, O QUE APRENDI. </span>Este relatório é muito importante e deve ser entregue junto com as respostas das questões acima.</span></li>
</ul>
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<div class="MsoListParagraphCxSpMiddle">
<span style="font-size: 10.0pt; line-height: 115%;">Bibliografia: Ciências Novo Pensar –
edição renovada – CORPO HUMANO – 8° ANO.<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; line-height: 115%;">
Autores:
Demétrio Gowdak – Eduardo Martins.<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; line-height: 115%;"> Editora: FTD. <o:p></o:p></span></div>
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<br /></div>
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</div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0tag:blogger.com,1999:blog-8200619331035097792.post-71632409686263308332016-03-08T21:01:00.000-03:002016-03-08T21:01:13.687-03:00REVISÃO PARA O TESTE DO 9º ANO - I UNIDADE - 2016<div class="MsoNormal" style="text-align: justify;">
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A MATÉRIA<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A matéria é tudo aquilo que tem massa e
ocupa lugar no espaço. Ex: Madeira, papel, o ar, a água, o ferro, a madeira e outros.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Proibido esquecer:<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">MASSA – é a medida da quantidade
de matéria.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">VOLUME – a matéria ocupa lugar no
espaço<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">ELASTICIDADE – a matéria pode
retornar ao seu volume inicial<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">DIVISIBILIDADE – a matéria pode
ser dividida<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">COMPRESSIBILIDADE – a matéria
pode ter seu volume reduzindo<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">IMPENETRABILIDADE – dois corpos
não podem ocupar, ao mesmo tempo, o mesmo lugar no espaço.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Você sabia que o leite é uma mistura de
substância? Sim, porque no leite encontramos além de água,</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> gordura e minerais
como cálcio (Ca) e magnésio (Mg).<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Se colocarmos óleo na água, o óleo fica
flutuando na água porque a água tem a densidade maior que o óleo.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A água e o álcool formam uma mistura
homogênea, pois não conseguimos identificar as duas substâncias. Se colocarmos
limalha de ferro num copo com água podemos ver as duas substâncias, daí temos
uma substância heterogênea.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Como explicar que o açúcar pode se
dissolver totalmente na água se existe o principio da impenetrabilidade. A
explicação é simples, as moléculas de glicose (açúcar) ficam entre as moléculas
da água. <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Todos os corpos apresentam densidades
diferentes porque são feitos de materiais diferentes. Mas, veja isso. Se
tivermos dois pedaços de queijo, um grande e outro pequeno, os dois têm a mesma
densidade porque trata-se da mesma substância, o que muda é o volume do objeto.
<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">VEJA AS DICAS<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">DUREZA – resistência a ter sua
superfície riscada.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">VISCOSIDADE – resistência ao
escoamento.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">MALEABILIDADE – capacidade de ser
moldado em formas diferentes.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">ELASTICIDADE – capacidade de
retornar à forma original após uma deformação.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">EXPANSIBILIDADE – propriedade de
ocupar todo o espaço.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">VOLATILIDADE – facilidade de
evaporar-se à temperatura ambiente.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Observe as dicas sublinhadas.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As propriedades <u>gerais </u>são comuns a
todo tipo de matéria.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A <u>massa </u>pode ser medida por meio de
balanças e sua unidade de medida no S.I é o quilograma.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A <u>inércia</u> é o principio que diz que
todo corpo tende a manter o seu estado de movimento.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Toda matéria tem <u>volume </u>e ocupa
lugar no espaço.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> A <u>densidade </u>é obtida pela razão
entre a massa e o volume.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> <o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As propriedades que são comuns a toda
matéria são chamadas de PROPRIEDADES GERAIS. Ex: MASSA, VOLUME,
IMPENETRABILIDADE, COMPRESSIBILIDADE,
ELASTICIDADE e outras.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> As propriedades que dependem do material
do qual o corpo é feito chama-se PROPRIEDADES ESPECÍFICAS. Ex: DENSIDADE, COR,
BRILHO, ODOR, VOLATILIDADE e outros.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Usando a fórmula da densidade, calcule o
que se pede.<o:p></o:p></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">1)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A
densidade do gelo. Massa= 3,68g
Volume= 4cm<sup>3</sup> <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">2)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A massa
do ferro. Volume= 10 m<sup>3</sup>
Densidade= 6,98kg/m<sup>3</sup><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">3)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A
densidade da água. Volume= 300cm<sup>3</sup>
Massa= 300g<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">4)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">O volume
da gasolina. Massa= 1,8kg Densidade=
2,4g/m<sup>3</sup><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">5)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A massa
do chumbo. Densidade= 11,3g/cm<sup>3</sup>
Volume= 2cm<sup>3</sup><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">6)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A
densidade do alumínio. Massa= 270g
Volume= 100cm<sub>3</sub><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">7)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">A
densidade do azeite. Massa= 270g
Volume= 300cm<sub>3</sub><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">8)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Um corpo
tem 200g de massa e 50cm<sup>3</sup> de volume. Qual sua densidade?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">9)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;">Qual o
volume ocupado por 35g de ferro? <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">10)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 10.0pt; line-height: 115%;"> Qual a massa de 20cm<sup>3</sup> de gelo? <o:p></o:p></span></div>
Prof. Leopoldo Quaresma Júniorhttp://www.blogger.com/profile/13195620693700505687noreply@blogger.com0