defesa da tese de doutorado em ingles

condição de docente, Tese de Doutorado com diversas experiências – na modalidade de cursos de extensão,

They're absolutely the Dissertação de Mestrado kinds this web site is in. Click the classification to seem via other Websites in that class.

· Abstract – An summary not exceeding three hundred phrases and phrases need to be supplied Together with the essay submitted. It doesn't function an introduction, but presents an summary of the prolonged essay, and will, being a Tese result, be composed remaining.

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

as unidades de trabalho são desenvolvidas dentro de um cronograma pré-estabelecido, que

esses recursos na abordagem de conteúdos curriculares, pois os cursos e ações formativas

muitas críticas são feitas à formação recebida pelos professores e a qualidade do trabalho

docentes já confirmaram a participação e outros enviaram a ficha de inscrição preenchida

Look through for herbal medicines by the main letter from the Latin identify of herbal material (or underneath 'C' for combos):

contribuíram para o refinamento do meu olhar sobre leituras realizadas e me instigaram a

modalidades de ensino da rede pública de ensino brasileira, políticas de universalização e

Weight loss plans have failed us miserably and medicines for their portion operate a 2nd, not distant and but a dangerous, area on this race.

rádio e do correio, a televisão como veículo de difusão das aulas ministradas e divulgação das

nos envolvíamos incluía a participação em seminários de educação well-known e eventos

favorecido devido à proximidade com o referido contexto social e, portanto, conhecer as

desse processo é condicionado pela concepção de formação incorporada aos contextos nos

atividades by using chat, fórum de focus onão etc. Relatos sobre a Tese de Doutorado dificuldade de manter grupos

basic, bem como nas lessons de alfabetização ou Educação de Jovens e Adultos de

contidas no Plano foram estabelecidas a partir da preocupação da comunidade internacional com a qualidade da

apoio das equipes diretivas das instituições de ensino, aceitação do corpo docente da

Santa Catarina, um contexto favorável à utilização dessas tecnologias à formação dos

estudos nas escolas, organizados por área específica, e desenvolvem atividades formativas

aspecto, a meu ver, contribui para reforçar a desconfiança desses professores em relação à

piloto no Rio Grande do Norte, baseada na difusão via satélite de aulas pré-gravadas,

professores formados em determinadas áreas e sua autoência em outras. Nessas instituições

permanente sobre a prática docente com o exercício da crítica do sentido e da gênese da

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

promovidas por instituições destinadas a formação de profissionais Dissertação de Mestrado da educação, em geral

imprecisas acerca das atribuições institucionais à formação continuada de professores, ao

autonomia se construa pela colaboração; contribuir com a qualificação da prática docente;

in C or C++ for efficiency and may run in both Solaris or Linux. In Google, the web crawling (downloading of web pages) is done by various

* Even if a given class is labeled In accordance with just one skill, rememberthat it can be done to combine one other language expertise throughappropriate responsibilities.

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

Response messages may consist of each representation metadata and resource metadata: information regarding the resource that isn't specific to the provided illustration.

and far from the requires from the consumers. Because it is very hard even for industry experts To guage search engines like google and yahoo,

Very good dilemma. Yes, numerous research scientific tests have been performed, and it can be popular for Geotechnical Engineers to design and style a proportion and number of particle measurements for various applications, these kinds of highway development, aggregate for asphalt and so on, and the requirements for end use. For example an mixture utilised to develop a highway is quite different than and mixture mix deisned for the a mining haul street employing 300 tonne trucks. The ASTM Tese de Doutorado Intercontinental (Previously the American Culture for Tests Supplies) and are sometimes utilized like a reference.

The distinction is essential in order that both assets could be determined and referenced independently. The same instance from computer software engineering is the different identification of the Edition-managed resource code file when referring on the "most up-to-date revision", "revision No 1.2.seven", or "revision bundled With all the Orange launch."

The optimization of browser general performance is therefore centered around lessening this interaction latency.

REST concentrates the entire control point out into the representations acquired in reaction to interactions. The purpose is to improve server scalability by removing any have to have with the server to keep up an consciousness of your consumer state further than The existing ask for.

Each and every material is at another phase of evaluation and a variety of paperwork are affiliated with the substance based on where by it is from the assessment method.

Todos los documentos disponibles en este sitio expresan los puntos de vista de sus respectivos autores y no de Monografias.com. El objetivo de Monografias.com es poner el conocimiento a disposición de toda su comunidad.

taken care of quickly, at a charge of hundreds to thousands for each 2nd. These tasks are getting to be increasingly tough as the world wide web grows. Nonetheless,

Through the phagocytosis There exists greater oxygen use inside a molecular system generally known as leukocyte respiratory burst which end in oxygen reduction with superoxide anion manufacturing. The superoxide dismutase enzyme acts around the superoxide anion and generates hydrogen peroxide, Also myeloperoxidase enzyme launched by granular leukocytes react with hydrogen peroxide so that you can develop hypochlorite that cause the manufacture of cloramins.

By way of example, the "authors' chosen Variation" of a tutorial paper is usually a mapping whose benefit changes after a while, whereas a mapping to "the paper published in the proceedings of convention X" is static. They're two distinctive means, even if they equally map to exactly the same price eventually in time.

The immune technique is really a set of mobile and humoral parts to protect the body versus international substances, Monografias such as microorganisms, toxins or malignant cells, responding to aspects which include endogenous or exogenous elements that stimulate This technique. The fish immune process is divided into innate and adaptive (memory), both equally divided into cell mediated defense and humoral elements (soluble substances), Despite the fact that right now it is known that these two devices operate alongside one another so as to demolish invaders or to result in defense processes.

focando a formação de professores, que se renova à medida que a escola e os processos

continuada. Segundo esse documento, a falta de articulação entre as várias instâncias de

ativos, bem como de elevar a assiduidade dos participantes são bastante freqüentes entre

atuam) na rede pública estadual de ensino do RS não possuía formação específica para a

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

initial interviews. It ongoing within the context of the face-to-face and length follow taught

We Stay by the sea. After we swim we see The good number of birds that glide in the skies searching for their foods.

processo de desenvolvimento profissional do professor perpassa todas as situações vividas

transformações na gestão, concepções e prática pedagógica dos professores. O trabalho se

mobilização e engajamento daquele que assumir an enjoyableção de coordenar, gerir e liderar as

Profissional escolhido pela universidade em processo seletivo que envolve professores da rede pública. Após

ensino público. Esse artigo modificou a determinação da Constituição Federal, a qual

dessas autoras, a possibilidade de superar distâncias fileísicas é uma forma de intensificar a

E é a partir dessas Dissertação de Mestrado iniciativas políticas e da concepção de formação Monografias assumida nas

esse contexto não se mostre favorável ao desenvolvimento profissional docente, considero

The complement technique of fish is taken into account more practical than that of mammals and is one of A very powerful innate compounds for host security as a result of its production of inflammatory mediators (Nonaka et al. 1981, Boshra et al. 2006). The enhance program is comprised of soluble and membrane proteins in inactive type or in small levels of spontaneous activation and they're induced by sequential pathway since the Original stimulus contributes into the proteolysis of the next element. Activation could be activated by 3 pathways: i) classical pathway, an antibody-dependent activation by antigen-antibody complicated, ii) option pathway, prompted by microorganisms Pamps or antigen-antibody complicated, iii) lectin pathway, induced by bacterial floor carbohydrates.

The key illustration is definitely an HTTP proxy that switches into a tunnel in response to some Hook up method request [seventy one], thus allowing for its shopper to right talk to a remote server making use of a special protocol, like TLS, that doesn't make it possible for proxies. The tunnel disappears when equally ends terminate their communication.

Other individuals Use a substantial degree of variance in their benefit after a while. The only thing that is needed to be static for the useful resource could be the semantics with the mapping, since the semantics is what distinguishes a single useful resource from An additional.

Like most architectural possibilities, the stateless constraint displays a style and design trade-off. The disadvantage is the fact that it may well lower community functionality by growing the repetitive knowledge (per-conversation overhead) sent in a series of requests, considering that that data can not be left over the server within a shared context.

Hoje, 20 de julho, é #DiaDoAmigo! Aproveite a knowledge para dar aquele abraço apertado ou escrever uma mensagem especial para as pessoas que são os amigos mais importantes da sua vida! pic.twitter.com/l9gtOX1yyL

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Positioning shared caches in the boundaries of the organizational domain may end up in important effectiveness Gains [136]. These kinds of levels also enable stability insurance policies for being enforced on details crossing the organizational boundary, as is required by firewalls [seventy nine].

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

A gateway (a.k.a., reverse proxy) component is an middleman imposed through the network or origin server to deliver an interface encapsulation of other companies, for knowledge translation, effectiveness improvement, or security enforcement. Take note the distinction between a proxy and also a gateway is usually that a customer establishes when it'll make use of a proxy.

Ao estudar as maneiras de tornar algo cômico, Freud anotará: Los recursos que sirven para volver cómico a alguien son, entre otros, el traslado a situaciones cómicas, la imitación, el disfraz, el desenmascaramiento, la caricatura, la parodia, el travestismo (FREUD, 1986, p. a hundred and eighty) Torna-se claro que na obra de Copi o que se opera é um rebaixamento das personagens representantes da cultura oficial (o caso mais notório seria o de Eva Perón) através dos procedimentos assinalados por Freud. Cabe acrescentar que não só se encontram vários exemplos de parodização e caricatura, como também são numerosos os personagens travestis (em Cachafaz o compadrito está apaixonado por um travesti, em seus quadrinhos Las viejas putas e em vários de seus contos) ou a utilização do travestismo na encenação (Eva Perón foi representada por um homem travestido em sua versão authentic em Paris). É importante para os fins da pesquisa o estudo da obra de Copi dedicar, dentro das formas do humor, uma especial atenção à paródia, ampliando o seu campo de ação na linha a que se refere Affonso Romano de Sant Anna, em seu livro Paródia, Paráfrase & Cia. O autor serve-se de uma revisão histórica e crítica dos estudos sobre a twelve

Fundamentalmente este último, o camp, que se relaciona com a obra de Copi por sua specific associação com a sensibilidade gay O humor e suas formas na obra de Copi A pesquisa visa estudar a obra de Copi num âmbito maior de questões que servirão de apoio teórico-crítico possibilitando uma abordagem mais ampla. Primeiramente, tem-se como objetivo realizar uma investigação das formas do humor relacionando-as aos textos do autor argentino e buscando uma leitura crítica que permita repensar essas categorias à luz das particularidades da obra de Copi. 1 A denominação sensibilidade gay foi extraída do texto paradigmático dos estudos sobre o camp de Susan Sontag, Notas Sobre camp de Isto nos coloca frente a um tipo de análise estético, que não supõe a adoção de uma postura crítica vinculada aos estudos culturais e as literaturas das minorias. Pelo contrário, nossa análise tenta pensar a literatura a partir de suas especificidades e de suas relações com a história, mas não pensa a obra de Copi como uma manifestação de uma minoria sexual. Pensamos sim a relação da obra de Copi com a estética camp seguindo as reflexões de Sontag que não reduz o camp à homossexualidade: No obstante, aún si los homosexuales han sido su vanguardia, el gusto camp es mucho más que gusto homosexual [...] Camp es (repitámoslo) la relación para con el estilo en una época en que la adopción del estilo en cuanto tal se ha twister cuestionable (SONTAG, 1969, p.341) 2

As from the scientific Local community the see to the mater is just not unanimous but nonetheless provides, to the tip user viewpoint with the quicker definitions, the architectural components in the infrastructure (info centre components, virtualization and scalability), as may be study in the following definitions:

Each individual monograph follows a standard format with information presented in two components accompanied by a reference list. The initial portion offers pharmacopoeial summaries for top quality assurance. The next element includes sections on medicinal works by using, pharmacology, basic safety troubles, and dosage kinds.

Tentaremos realizar um breve percurso por estes gêneros e seus momentos de canonização porque, como já apontamos, eles formam a base daquilo que se tentou definir ao longo da história argentina como sua identidade. É preciso pensar estes gêneros e seus momentos de oficialização para compreender o procedimento paródico que propõe a leitura da obra de Copi. 3- Pós-vanguarda e novas sensibilidades. Finalmente, o terceiro momento da pesquisa será o trabalho que corresponde a Dissertação de Mestrado uma análise da obra do autor de acordo as abordagens já nomeadas, que situam sua escrita no eixo da literatura atual, onde a reflexão sobre a parodia, o humor, a ironia é central nos debates da arte deste século fenecido. Nesta terceira etapa, seguir-se-á a bibliografia específica sobre á pós-vanguarda Tese de Doutorado visando produzir uma leitura crítica da obra de Copi na tentativa de explicar as formas híbridas e confusas da arte contemporânea. É por isso que tentaremos estudar as relações entre o marginal, o bizarro, o mau gosto como características próprias da literatura moderna. 8

The 352-page quantity, in hardcover and completely bilingual Spanish-English version, which gathers the entire oeuvre of Kazuyo Sejima and Ryue Nishizawa more than Pretty much 3 decades of labor of the three studios they guide in Tokyo

dos professores no Brasil envereda para a estratégia e/ou tendência de focalização das

atividades e contribuíram substancialmente para que esse trabalho pudesse ser concluído.

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

objetivo cadastrar instituições de ensino exceptional para a realização de cursos, ações de

não puderam ser gravadas por eles não consentirem. Por isso, ao encerrar Monografias cada uma das

essential e médio, utilizando-se de material impresso e de sessões de tutoria regional,

econômica, visto que ele precisa cumprir o papel de “formar” sujeitos com múltiplas

articulação dos componentes curriculares e institucionalizar e fortalecer o trabalho coletivo

Functioning situations and prospects with the Trainer together with involving all brokers while in the

com a vida do professor – considerada nas dimensões profissional e pessoal, incluindo os

professores atribuíram novos sentidos às próprias ações, à mediação e à escolha de

a menos del 5% del complete. Empieza la búsqueda de lo usual a lo específico. Tese de Doutorado Juega con la cantidad de

promovidas por instituições destinadas a formação de profissionais da educação, em geral

como propostas de formação que ajudem esses profissionais a enfrentar as dificuldades de

autonomia se construa pela colaboração; contribuir com a qualificação da prática docente;

educação, por meio da criação de espaços educativos informatizados e da qualificação de

como agravante o desconhecimento e falta de acesso ao Projeto Político Pedagógico e ao

o professor necessita estar em contínuo processo de formação e, também, porque buscava

efetivos da rede pública estadual do RS para a aquisição de notebooks. A aquisição desse

educação, pois estar em constante formação é uma exigência da vida contemporânea, não

situações essas descritas detalhadamente nas próximas seções desse capítulo, foi possível

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

em Tese de Doutorado 1936 tornou-se a Rádio Dissertação de Mestrado Ministério da Educação e Cultura, possuía car or truckáter educativo e

de adviseática, funcionários de empresas ou escolas de tellática e são destinados à

piloto no Rio Grande do Norte, baseada na difusão by way of satélite de aulas pré-gravadas,

de graduação plena, em universidade e institutos superiores de educação”, visto que essa

permanente sobre a prática docente com o exercício da crítica do sentido e da gênese da

standing de divisão e constituindo-se na segunda maior divisão dentro da Associação, essa

imprecisas acerca das atribuições institucionais à formação continuada de professores, ao

favorecido devido à proximidade com o referido contexto social e, portanto, conhecer as

de comunicação síncronas e assíncronas disponíveis no TelEduc, visando promover maior

professores, buscava levantar necessidades específicas da prática docente em matemática,

satisfeitas de outra forma”. Aponto nessa definição a ênfase posta na inviabilidade da

não puderam ser gravadas por eles não consentirem. Por isso, ao encerrar cada uma das

educação não se dissocia Monografias da qualificação profissional do professor. Dissertação de Mestrado Dentre as ações que estão

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

nos referenciais teóricos da perspectiva histórico-cultural e da teoria da atividade de

formação continuada é exigência da atividade profissional no mundo atual; deve ter como

aspecto, a meu ver, contribui para reforçar a desconfiança desses professores em relação à

contribuíram para a criação de políticas públicas específicas, aspectos esses apresentados e

modalidades de ensino da rede pública de ensino brasileira, políticas de universalização e

âmbito da escola pública, focando possíveis mudanças em termos da prática docente e da

rádio e do correio, a televisão como veículo de difusão das aulas ministradas e divulgação das

que o conhecimento vai se constituindo numa dialética, numa interação em que o sujeito

Not a diet but an having approach is produced to regulate with flexibility to every specific, her own wants, existence phase, and Way of life.

desse processo é condicionado pela concepção de formação incorporada aos contextos nos

continuada. Segundo esse documento, a falta de articulação entre as várias instâncias de

decisão motivada, sobretudo, pelo fato que os professores de um mesmo núcleo de ensino

contidas no Plano foram estabelecidas a partir da preocupação da comunidade internacional com a qualidade da

voltadas a Dissertação de Mestrado esse tema têm enfatizado aspectos da profissão docente, formas de promover a

Cintra. Registro-os nominalmente porque vocês fazem parte de minha Monografias história na Unesp e

reconfiguração da EaD reflete a influência do uso de diferentes tecnologias na efetivação

de informática, funcionários de empresas ou escolas de tellática e são destinados à

opção, crescentemente valorizada no cenário nacional, consiste na promoção de parcerias

de graduação plena, em universidade e institutos superiores de educação”, visto que essa

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

simultaneamente, políticas públicas, formação continuada e educação a distância, não

no que se refere à capacitação dos professores multiplicadores, quanto na distribuição do

relação aos objetivos da educação inclusiva; e being análises, no sentido de considerar a

de acordo com as interfaces que são utilizadas, pois a especificidade de cada uma dessas

Standard hypertext units [sixty one], which typically work in the closed or nearby natural environment, use exclusive node or doc identifiers that adjust every time the knowledge improvements, relying on url servers to maintain references independently from your material [one hundred thirty five]. Due to the fact centralized hyperlink servers are an anathema into the immense scale and multi-organizational area requirements of the world wide web, Relaxation relies instead on the creator picking a useful resource identifier that best fits the character in the notion remaining identified.

As an example, remote authoring of a source requires that the author deliver a illustration towards the server, thus establishing a price for that useful resource which can be retrieved by later requests. If the worth list of a source at a presented time consists of many representations, material negotiation could possibly be made use of to choose the most beneficial representation Dissertação de Mestrado for inclusion inside a specified message.

Suas idéias sobre a prática permitiram a construção da Psicologia Social Comunitária. Seu empenho na América Latina criou intercâmbios e trocas, fortalecendo o diálogo no campo da Psicologia entre profissionais deste continente. Seus princípios permitiram apoio na construção de um novo projeto de Psicologia.

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

The term age hardening is a basic time period referring to most (Otherwise all) time and/or thermal solutions to enhance the strength (and occasionally the ductility) of the warmth-handled metal. It can result the discharge of crafted-in stresses or permit phases locked in (because of quenching) to rework . Precipitation hardening is best considered as a sub-list of age hardening and will be used for elements during which a precipitate of the steady section sorts to attain the specified Actual physical effect.

Concurrently, nonetheless, the Group's firewall could avoid the transfer of Java applets from exterior resources, and so to the remainder of the Web it's going to seem like Those people purchasers usually do not assist code-on-need. An optional constraint permits us to design and style an architecture that supports the specified actions in the final situation, but While using the being familiar with that it may be disabled in just some contexts.

During the segregated-talent technique, the mastery of discrete language competencies including reading through and Talking is observed as the key to productive Understanding, and language Finding out is usually independent from material Finding out (Mohan, 1986).

The subsequent chapter offers an evaluation of The remainder architecture through the expertise and classes discovered from making use of Relaxation to the look, specification, and deployment of the trendy Internet architecture.

One of the most Recurrent method of request semantics is that of retrieving a representation of a resource (e.g., the "GET" technique in HTTP), which can frequently be cached for later reuse.

Nos debates, Aroldo Rodrigues afirmava que aquilo que Sílvia Lane fazia não period ciência, period política. Segundo ele " . . . a Psicologia Social é uma ciência básica e neutra, a ela cabe descobrir as relações estáveis entre variáveis psicossociais a fim de possibilitar ao tecnólogo social a solução dos problemas sociais de forma consciente e não improvisada" (Rodrigues, 1986, apud Sawaia, 2002).

Layers can be used to encapsulate legacy expert services and to guard new products and services from legacy clients, simplifying components by shifting occasionally made use of functionality to the shared middleman. Intermediaries will also be used to enhance system scalability by enabling load balancing of services throughout multiple networks and processors.

The look rationale at the rear of the net architecture can be described by an architectural design and style consisting from the set of constraints applied to components in the architecture. By examining the effects of every constraint as it's additional to your evolving style, we can easily determine the Homes induced by the online's constraints.

They may believe that it can be instructionally difficult to concentrate on multiple talent at a time.

A atenção ao contexto do fazer humano foi uma forma de inserir no campo de visão da Psicologia aquilo que nos anos setenta era chamado de "realidade brasileira" . Diante do reconhecimento de que a Psicologia se desenvolvera quase sempre sem atentar para as necessidades, virtudes e problemas vividos pela maioria da população brasileira, o contexto a que se deveria dar atenção period o contexto econômico, histórico e social onde viviam os brasileiros.

I really need to do the investigate about pigment and I need a straightforward assay pigment in leaf. still, I cannot have the protocol that employs Tese de Doutorado the leaf disc that...

usando tecnologias e findou com a realização de uma entrevista, quase dois anos após a

Esse aspecto, a meu ver, evidencia a contradição presente nas diretrizes políticas à

Docente em 1990, a formação continuada tornou-se dever do professor e condição para o

promovida no âmbito nacional. E mais, é preciso investigar de que forma o entendimento

vez, revela as deficiências históricas com as propostas de formação continuada, como por

necessidade do uso de tecnologias digitais nos processos formativos e na prática docente,

formação continuada é exigência da atividade profissional no mundo atual; Dissertação de Mestrado deve ter como

contexto educacional municipal e o uso dessas na prática docente. Porém, essa realidade

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A obra teórica de Sílvia Lane pode ser lida de várias formas, com diversos recortes. Mas, são fundamentalmente dois aspectos de grande complexidade os que estão na sua foundation e apontam para essa perspectiva de compreensão do homem: a relação subjetividade e objetividade; e a formação e o papel dos valores.

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Para finalizarmos este artigo, cabe fazer a relação da Psicologia Social produzida sob a orientação e empenho da Profa. Sílvia Lane, com o projeto, hoje existente, de uma Psicologia com compromisso social.

Best effects ended up identified just after administration of five hundred mg/kg while in the diet regime on the compound through at least 37 days for cage manufacturing because of its advancement in protein utilization and increased integrity on the intestinal surface compared to the control team. Furthermore Falcon (2007) has also examined the administration of β-glucan (Macrogard®) for tilapia and decided the top concentration and time frame so as to advertise immune stimulation Within this species. In his review development functionality, hematologic and immune responses of fish ended up assessed, and exposed that 0.one% of β-glucan and 600 mg/kg vitamin C in food plan for at least fifteen times promoted much better responses after chilly temperature and A. hydrophila

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The tissues and organs that construction the immune system of bony fish are classified as lymphoid, and there is no myeloid classification, including in mammals, for the reason that fish deficiency bone marrow and lymph nodes. The lymphoid organs would be the kidneys Monografias (the most important lymphoid organ), thymus, spleen and gut affiliated lymphoid tissues (GALT), shaped throughout larval advancement. It is Tese de Doutorado known that there are somewhere around 24,000 fish species Hence morphological differences are actually observed (Nelson 1994, Push and Evensen 1999, Rombout et al.

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Las políticas de difusión lingüístico-culturales de España en el marco de la construcción del Mercosur...

The info format of a representation is known as a media form [forty eight]. A representation can be included in a concept and processed from the receiver according to the Command information on the information and the nature on the media type.

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

São os desafios que sempre se propôs a enfrentar e de maneira coerente: é necessário compreender o que permite ao homem se implicar, se reconhecer como sujeito, compreender as determinações a que está sujeito e as formas de agir sobre elas. É necessário compreender o que impede e o que permite ao homem agir para transformar a realidade de forma libertadora e emancipadora.

I choose to compute the colony forming device of a bacterium which happens to be frozen in glycerol Answer. I will check an antibacterial area so I really have to...

The design of the media variety can directly effect the user-perceived functionality of a distributed hypermedia technique. Any details that need to be obtained prior to the receiver can begin rendering the representation adds to your latency of an interaction.

Ao mesmo tempo, considerar o indivíduo também como produtor de sentidos recoloca-o em posição ativa, mesmo que de maneira contraditória. Na verdade, a investigação da articulação entre significados sociais e sentidos pessoais possibilitada pela atividade, concretiza a investigação da dialética subjetividade-objetividade.

A obra teórica de Sílvia Lane pode ser lida de várias formas, com diversos recortes. Mas, são fundamentalmente dois aspectos de grande complexidade os que estão na sua base e apontam para essa perspectiva de compreensão do homem: a relação subjetividade e objetividade; e a formação e o papel dos valores.

Ela foi protagonista Tese de Doutorado dessa posição em vários eventos, dentre eles debates com Aroldo Rodrigues, o representante no Brasil da psicologia social cognitivista.

A análise que Leontiev faz da aprendizagem da língua materna aponta para dois processos que se interligam necessariamente: se, por um lado, os significados atribuídos às palavras são produzidos pela coletividade no seu processar históricos e no desenvolvimento de sua consciência social e, como tal, se subordinam às leis histórico-sociais, por outro, os significados se processam e transformam através de atividades e pensamentos de indivíduos concretos e assim se individualizam, se 'subjetivam', na medida em que 'retornam' para a objetividade sensorial do mundo que os cerca, através das ações que eles desenvolvem concretamente.

This is the most useful and popular kind of written content-dependent instruction currently, and it is found in several revolutionary ESL and EFL textbooks. In the adjunct product, language and content classes are taught independently but are carefully coordinated. In the sheltered product, the subject material is taught in simplified Dissertação de Mestrado English personalized to pupils' English proficiency degree.

Greatest success have been observed following administration of 500 mg/kg within the eating plan in the compound during at the very least 37 days for cage generation resulting from its advancement in protein utilization and better integrity on the intestinal floor compared to the Command team. On top of that Falcon (2007) has also tested the administration of β-glucan (Macrogard®) for tilapia and identified the ideal concentration and time frame in an effort to market immune stimulation In this particular species. In his research development performance, hematologic and immune responses of fish have been assessed, and exposed that 0.1% of β-glucan and 600 mg/kg vitamin C in diet regime for a minimum of fifteen days promoted far better responses immediately after cold temperature along with a. hydrophila

Relaxation would not limit interaction to a certain protocol, nonetheless it does constrain the interface in between elements, and therefore the scope of interaction and implementation assumptions that might or else be created involving parts. As an example, the Web's Main transfer protocol is HTTP, however the architecture also consists of seamless use of sources that originate on pre-current network servers, which include FTP [107], Gopher [seven], and WAIS [36]. Conversation with All those providers is restricted to the semantics of the REST connector.

Ability segregation is reflected in regular ESL/EFL applications that offer lessons focusing on segregated language abilities. Why do they offer this sort of lessons? Perhaps academics and directors Feel it is logistically simpler to existing classes on creating divorced from speaking, or on listening isolated from looking through.

Relaxation factors execute steps on the source by using a illustration to seize The existing or supposed condition of that source and transferring that illustration between parts.

Sílvia Lane foi guiada pelo princípio de que o conhecimento produzido deveria sempre ser útil para a transformação da realidade na direção da criação de condições dignas de vida para todos. O conhecimento e a profissão deveriam estar a serviço da transformação e, com estas idéias, Sílvia Lane contribuiu para uma revolução na Psicologia. Com o rompimento com a tradição elitista da Psicologia, com a preocupação com a construção de um novo projeto para a ciência e para a profissão, com a adesão a uma nova concepção de homem para a Psicologia e com o esforço para aproximar a América Latina, Sílvia Lane apontou as exigências e condições para um novo projeto para a Psicologia. E desta forma, pode-se apontar Sílvia Lane como uma das influências do que hoje se denomina de Projeto do Compromisso Social da Psicologia. Trabalho coletivo, consciência crítica e atenção permanente e comprometida com as urgências e necessidades da população se puseram como pedras fundamentais da transformação da Psicologia e, não há dúvida, da importância de Sílvia Lane neste caminhar. Foi professora na Pontifícia Universidade Católica de São Paulo (PUC-SP) e seu trabalho naquela Universidade merece ser resgatado, pois é a partir dali que se expandem sua influência, suas idéias e seus convites para que um coletivo dos psicólogos se engajasse nas novas tarefas.

The analyze around the modification and manipulation of the innate immune system in Brazil is scarce but this spot of data is in productive progress as it is crucial for the growth of Brazilian sustainable aquaculture.

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

You'll want to take into consideration why you need to know the density. A soil with an array of grain dimensions will compact to a greater density than only one sized content. This is mirrored in the shape on the compaction curve only one dimensions material offers a really flat curve.

The generic connector interface allows factors being placed on the stream based on the Attributes of each request or response.

Mastering strategies are procedures that students hire, most frequently consciously, to boost their Mastering. Examples are guessing which means depending on context, breaking a sentence or term down into pieces to be familiar with the that means, and training the language with someone else.

If some sort of person authentication is part of your request, or In the event the response indicates that it should not be shared, then the response is barely cacheable by a non-shared cache. A part can override these defaults by including Regulate details that marks the interaction as cacheable, non-cacheable or cacheable for only a limited time.

This summary definition of a resource permits essential functions of the internet architecture. Initial, it offers generality by encompassing many sources of data with out artificially distinguishing them by form or implementation. 2nd, it makes it possible for late binding in the reference to your representation, enabling articles negotiation to happen according to features in the ask for.

One example is, remote authoring of a useful resource requires which the writer deliver a illustration to your server, As a Tese de Doutorado result developing a value for that resource that could be retrieved by later requests. If the value list of a source at a provided time is made up of various representations, material negotiation could possibly be used to select the most effective illustration for inclusion within a offered message.

I commonly agree with the previous comment. I'd only include that metals that "Obviously age", which is, at room temperature, are more unlikely being generally known as precipitation hardened. An illustration can be the T4 situation for aluminum.

To be able to receive a uniform interface, many architectural constraints are necessary to guideline the behavior of elements. Relaxation is outlined by four interface constraints: identification of assets; manipulation of means by means of representations; self-descriptive messages; and, hypermedia because the engine of application point out. These constraints will probably be mentioned in Segment five.2.

The design application is thus an engine that moves from just one condition to the following by examining and selecting from among the choice point out transitions in The present list of representations. Not amazingly, this exactly matches the person interface of a hypermedia browser. Even so, the design and style does not think that every one apps are browsers.

The expertise in the framework and function of Brazilian fish immune technique is essential for endorsing the aquaculture as an economic action, since the intensification of production usually results in immune suppression, illness outbreak as well as death. On the other hand, once figuring out the immune method, You will find a possibility of marketing acceptable stimuli, for example immunostimulants and prebiotcs administration so that you can protect against losses through crucial intervals of cultivation and to avoid the misuse of antibiotics.

Relaxation includes a list of architectural constraints selected with the properties they induce on prospect architectures. Though Each individual of such constraints might be regarded as in isolation, describing them concerning their derivation from frequent architectural styles makes it less difficult to grasp the rationale behind their selection.

By far the most Repeated kind of ask for semantics is the fact that of retrieving a illustration of a source (e.g., the "GET" method in HTTP), that may normally be cached for afterwards reuse.

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

O estudo das estruturas e o funcionamento do sistema imune de peixes são fundamentais para o desenvolvimento de novas tecnologias e produtos para a melhoria da produtividade. Esta é a primeira revisão sobre o sistema imune de peixe ressaltando os estudos realizados no Brasil. A aquicultura no Brasil apresentou grande crescimento nos últimos anos, devido aos métodos de intensificação da cultura. Entretanto estes procedimentos levaram ao aparecimento de diversas enfermidades, bem como ao uso indiscriminado de quimioterápicos e antibióticos.

As críticas apontadas por Sílvia Lane e as reflexões produzidas nessas experiências encontraram espaço adequado para seu desenvolvimento, quando se consolidou o programa de estudos pós-graduados em Psicologia Social da PUC-SP. Criado em 1972, com a participação de Sílvia Lane, o programa permitiu a reunião de esforços para a produção de uma nova perspectiva em Psicologia Social.

Age-hardening can be a technological phenomenon and that is normaly a results of precipitation. Due to formation from the precipitates after some time, the mechanical Homes alter - below we also have purely natural (at area or running temperature) and artificial ageing (in the special warmth cure).

They could feel that it can be instructionally difficult to focus on multiple talent at any given time.

Studying strategies are strategies that college students hire, most frequently consciously, to improve their Studying. Examples are guessing this means determined by context, breaking a sentence or phrase down into elements to grasp the which means, and training the language with some other person.

Sílvia Monografias Lane parecia sempre saber para onde caminhar e para onde levar a Psicologia Social, mas todos aqueles que com ela conviveram sabem que ela "inventou junto" , ou seja, prezou sempre os espaços de criação coletiva.

Posteriormente, essas investigações desenvolveram-se com os estudos sobre emoções e a postulação da categoria afetividade.

Os trabalhos de Osasco permitiram um profundo questionamento tanto da metodologia quanto da teoria da psicologia social. Recuperou-se a experiência já consagrada de Paulo Freire com sua obra " Pedagogia do oprimido" , leu-se Alberto Merani, debateu-se a necessidade e preponderância do método qualitativo de pesquisa, falou-se em pesquisa-ação ou Dissertação de Mestrado pesquisa participante.

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By examining segregated-skill instruction, we could see the advantages of integrating the skills and transfer toward improving instructing for English language learners.

I want to fabricate just one dye for powder compaction and samples for tensile test. What is the least measurement of tensile test specimen so that a...

O termo "aparentemente" vem entre aspas porque parece refletir uma exigência importante, ainda que formulada em sala de aula de forma pouco precisa, qual seja a de que a instauração de Tese de Doutorado uma psicologia efetivamente comprometida com as necessidades do povo brasileiro seria tarefa de coletivos de psicólogos comprometidos com essa perspectiva.

A Psicologia Social que veio a ser denominada sócio-histórica surgiu nesse processo de revisão e crítica com vistas à produção de um conhecimento comprometido com a transformação social.

The advantage of including cache constraints is that they have the opportunity to partially or fully remove some interactions, increasing efficiency, scalability, and user-perceived overall performance by decreasing the typical latency of the series of interactions.

Sílvia Lane, seus alunos e colaboradores se voltaram, dessa forma, para a tarefa de construir uma alternativa teórica que estivesse consoante com os problemas enfrentados no cotidiano da realidade brasileira.

The Representational Point out Transfer (REST) fashion is surely an abstraction with the architectural things within a dispersed hypermedia technique. Relaxation ignores the details of part implementation and protocol syntax so as to center on the roles of factors, the constraints upon their conversation with other components, and their interpretation of major facts features.

Cada um desses pontos foi questionado e discutido por Sílvia Lane. Seu conhecimento sobre Lewin e Skinner já a levara a questionar a dicotomia entre subjetividade e objetividade.

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I need to find out the connection of hardness of an magnesium alloy with its tensile toughness. Is that this romantic relationship dependent upon products or do...

Sua preocupação básica em construir uma psicologia social voltada para a realidade brasileira e latino-americana, com vistas a contribuir para a superação das desigualdades e das situações de opressão, demandava uma construção teórica que permitisse compreender o homem como participante do processo social.

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Seus fundamentos epistemológicos, metodológicos e ontológicos já foram mencionados. Decorrem do materialismo histórico e dialético e permitem abordar os fenômenos sociais e psicológicos na sua historicidade.

Standard hypertext units [61], which usually function in the shut or area ecosystem, use exclusive node or document identifiers that alter anytime Dissertação de Mestrado the data modifications, depending on website link servers to take care of references individually with the written content [a hundred thirty five]. Since centralized link servers are an anathema into the enormous scale and multi-organizational domain necessities of the world wide web, Relaxation depends instead to the writer selecting a resource identifier that best fits the character from the idea being determined.

Entendia que ambos traziam contribuições importantes para a compreensão do indivíduo, mas as perspectivas que desvinculavam o indivíduo de seu contexto não eram suficientes para se entender o homem social.

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

Depending upon the information control knowledge, a specified illustration might reveal The present point out on the requested source, the specified condition for the requested resource, or the value of Several other useful resource, such as a representation from the input knowledge in a customer's query variety, or perhaps a representation of some mistake condition to get a reaction.

Nesta síntese, toda a riqueza das formulações teóricas de Sílvia Lane pode ser percebida. Estão aí colocadas as suas principais contribuições: devemos compreender o psiquismo como processo constante, um processo constituído na vida concreta, por meio das ações, vivências, experiências do indivíduo e por meio de suas relações.

With cautious reflection and planning, any Instructor can combine the language abilities and bolster the tapestry of language instructing and Understanding. Once the tapestry is woven well, learners can use English correctly for interaction.

Tornou-se a primeira diretora do curso de Psicologia recém criado. Tinha nas mãos o desafio de construir um novo curso de Psicologia e a Profa. Sílvia Lane aceitou o desafio. A estrutura e organização da Psicologia da PUC-SP tornar-se-iam referência para os cursos no Brasil.

In Brazil, pardo is often a race/skin color class used by the Brazilian Institute of Geography and Data (IBGE) in Brazilian censuses, with historic roots while in the colonial period.[eight] The expression "pardo" is more typically used to make reference to blended-race Monografias Brazilians, persons with diverse racial ancestries.

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The following control state of the application resides while in the representation of the primary requested resource, so getting that first representation is often a priority. Relaxation conversation is consequently improved by protocols that "answer to start with and Consider later." In other words, a protocol that needs numerous interactions per user action, as a way to do things such as negotiate element capabilities ahead of sending a material response, will be perceptively slower than the usual protocol that sends regardless of what is more than likely to be exceptional initial after which gives a summary of alternatives to the client to retrieve if the primary reaction is unsatisfactory.

This simplifies consumers by lowering the volume of functions needed to be pre-implemented. Permitting capabilities for being downloaded soon after deployment improves process extensibility. Having said that, it also reduces visibility, and so is only an optional constraint inside of REST.

São os desafios que sempre se propôs a enfrentar e de maneira coerente: é necessário compreender o que permite ao homem se implicar, se reconhecer como sujeito, compreender as determinações a que está sujeito e as formas de agir sobre elas. É necessário compreender o que impede e o que permite ao homem agir para transformar a realidade de forma libertadora e emancipadora.

Modified proctor check provides the the best possible moisture information, that is essential whenever you ascertain the maximum soil density (wet and dry). "very same dimension" particles tend to be more forgiven to ideal moisture content material than soil mixtures or wide selection of grain sizes.

1990). C-reactive protein within the pentraxin spouse and children is present in substantial concentrations within the blood, egg and mucus. The protein realize and hook up with phosphoryl colin, a part generally observed around the walls of assorted microorganisms such as bacteria, fungi and parasites. The C-reactive protein and the mannose binding lectin are deemed inflammation acute stage proteins and receptors of soluble microbial components in order that they've capacity to connecting and endorsing pathogen opsonization, complement activation and phagocytosis. The focus of acute period proteins may possibly raise soon after heat shock (superior temperatures), infectious brokers As well as in warm periods in the 12 months (Goldsby et al. 2002, Magnadottir et al. 2011, Nakanishi et al. 1991, Szalai et al. 1994).

From an abstract viewpoint the invocation is synchronous, but equally out and in-parameters is usually handed as info streams. Put simply, processing could be invoked before the price of the parameters is totally identified, As a result steering clear of the latency of batch processing significant details transfers.

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