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	<title>Ayam del Pacífico &#187; Bootcamp de programação</title>
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	<description>Importación y distribución de materias primas alimenticias</description>
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		<title>Testes Manuais Tipos, Processo, Ferramentas &amp; Mais!</title>
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		<pubDate>Mon, 15 Jan 2024 16:51:02 +0000</pubDate>
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		<description><![CDATA[Ter uma equipa dedicada de pessoas envolvidas em testes funcionais automatizados é a chave para o sucesso dos testes. Vai querer escolher os membros da equipa orientada para os detalhes com os conjuntos de competências certos para realizar testes automatizados. Determinar quem é melhor nos testes manuais vs. scripting e utilizar ferramentas de testes funcionais [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Ter uma equipa dedicada de pessoas envolvidas em testes funcionais automatizados é a chave para o sucesso dos testes. Vai querer escolher os membros da equipa orientada para os detalhes com os conjuntos de competências certos para realizar testes automatizados. Determinar quem é melhor nos testes manuais vs. scripting e utilizar ferramentas de testes funcionais automatizados é a chave para o sucesso dos testes. Neste caso específico, refere-se a casos de teste que as empresas utilizam para testar aplicações móveis. Estas são especificamente direccionadas para dispositivos que funcionam com Android e iOS, uma vez que estas aplicações têm requisitos diferentes das que são executadas em PCs de secretária. Os dados qualitativos são informações que um testador diz à equipa de desenvolvimento de software durante o teste  e que não têm uma base em factos numéricos.</p>
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" width="309px" alt="tipos de testes"/></p>
<p>Gerard Meszaros, em<br />
seu livro xUnit Test Patterns, se refere ao termo Test Double<br />
como um conjunto de objetos que pode ser utilizado para substituir uma classe<br />
de produção ou um conjunto delas durante os testes. A definição de teste<br />
unitário deve considerar ainda o nível de acoplamento das dependências do<br />
código de produção. Com a realização desse teste é possível analisar o tempo de<br />
 resposta do servidor para cada requisição, e até mesmo a satisfação, mesmo que<br />
 subjetiva, do usuário, em relação ao que está sendo apresentado. Marque esses recursos para aprender sobre os tipos de equipes de DevOps ou para obter atualizações contínuas sobre DevOps na Atlassian.</p>
<h2>Melhores Ferramentas Gratuitas para Testes Funcionais Automatizados</h2>
<p>A principal vantagem da automatização dos testes é que é um processo muito mais rápido, especialmente quando se completam tarefas de mensuração, tais como a introdução de dados. Leia mais sobre o que  são testes de automação, a diferença entre testes de automação e testes manuais, e quando utilizar cada um dos dois tipos de testes nos processos de GQ do seu software. Quando a automatização de testes gera constantemente estatísticas e informações complexas, a percepção que estas métricas podem fornecer não vale o tempo que um testador manual demoraria a completar ou calcular.</p>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/ePZheUvsH0w' frameborder='0' alt='tipos de testes' allowfullscreen></iframe></div>
<p>São testes que ocorrem após alguma mudança no sistema — seja essa mudança uma correção de erro ou implementação de novas funcionalidades. Esses testes validam se o que já existia no sistema funcionava, se continua funcionando, e também para confirmar que alguma correção foi feita com sucesso. É possível executar qualquer um dos&nbsp;tipos de teste&nbsp; em qualquer&nbsp;nível de teste,&nbsp;mas não é necessário ter todos os tipos de testes representados em todos os níveis. Este nível de teste produz informações que são usadas pelos stakeholders para a tomada de decisões. É por isso de extrema importância, dado que são&nbsp;os testes mais próximos do que o utilizador final vai encontrar ao usar a aplicação.</p>
<h2>Testes de unidade</h2>
<p>Caso haja maior oportunidade para melhoria,<br />
sugere-se, além de aplicar Humble Object Pattern e criar os testes<br />
unitários, investir na preparação de um teste de<br />
integração. E se a proporção aqui apresentada<br />
for seguida, a tendência é que se alcance uma suíte de testes confiável, pois<br />
esta cobrirá problemas em diferentes níveis, e eficaz, pois os ganhos<br />
observados na aplicação poderão justificar o tempo gasto na escrita dos testes. Neste formato, a história é apresentada por<br />
meio de um conjunto de critérios de aceitação organizados em tópicos. Quando<br />
todos os tópicos são atendidos, então a história está cumprida e a<br />
funcionalidade pode ser entregue para o usuário. Embora possa ser considerada<br />
uma forma mais natural de apresentar requisitos ao cliente do que a primeira<br />
(do BDD), o formato do BDD possui a vantagem de suportar automatização mais<br />
naturalmente.</p>
<ul>
<li>Este<br />
requisito de atrelar massa de dados ao teste pode ser realizado pelo uso de<br />
alguns frameworks, como o DBUnit ou mesmo o Spring-Test, com alguma<br />
configuração, conforme será demonstrado ainda neste artigo.</li>
<li>Os programadores respondem aos dados mais rapidamente e utilizam-nos para orientar a próxima versão da aplicação.</li>
<li>Há alguns exemplos de testes manuais a considerar quando se aprende mais sobre como passar pelo processo de testes manuais.</li>
<li>Isto significa que não há acesso a qualquer código ou documentação de concepção, com os testadores a aproximarem-se do software com uma completa falta de conhecimento.</li>
<li>Você precisa verificar se alguém consegue comprometer os dados ou ter acesso a um recurso que não deveria.</li>
</ul>
<p>Além disso, o papel dos<br />
testes automatizados em times ágeis e em sistemas legados também será<br />
explorado. O objetivo com isso é fornecer uma base conceitual, que permita ao<br />
leitor aplicar testes automatizados alinhados à necessidade de forma eficaz. Visando as aplicações web, existem padrões,<br />
 citados a seguir, que determinam se existe ou não acessibilidade no software. Analisar essas características de usabilidade em uma<br />
 aplicação em desenvolvimento, ou até <a href="https://agazetadoacre.com/2024/03/colunistas/guia-gazeta/9o-guia-gazeta/os-caminhos-para-se-tornar-um-cientista-de-dados/">https://agazetadoacre.com/2024/03/colunistas/guia-gazeta/9o-guia-gazeta/os-caminhos-para-se-tornar-um-cientista-de-dados/</a> mesmo pronta, possibilita que muitos<br />
 problemas sejam diagnosticados antes do software ser disponibilizado<br />
 para o cliente. O Open DevOps da Atlassian oferece uma plataforma aberta de cadeia de ferramentas que permite gerar um pipeline de desenvolvimento baseado em CD (implementação contínua) com as ferramentas que você adora. Saiba como as ferramentas da Atlassian e de terceiros podem integrar testes no fluxo de trabalho com os tutoriais de teste de DevOps.</p>
<h2>Testes Manuais – O que é, Tipos, Processos, Abordagens, Ferramentas, &#038; Mais!</h2>
<p>No local de trabalho, as pessoas demoram algum tempo a processar as suas decisões, a considerar o passo seguinte num processo e a escrever ou digitar manualmente as informações. Tudo isto aumenta a duração do teste e o custo da garantia de qualidade no projecto de desenvolvimento de aplicações móveis. As pessoas que realizam os testes manuais tendem a ter um elevado nível de competências técnicas, o que as ajuda não só a determinar se existem problemas numa aplicação móvel, mas também quais são algumas das causas potenciais desses problemas e as soluções ideais. A fase final do processo da aplicação móvel é o desenvolvimento de uma actualização da aplicação que resolva os problemas descobertos nas fases de teste móvel e de elaboração de relatórios do ciclo de vida. Ter uma estratégia antes de começar a testar aplicações móveis garante que obtém resultados mais precisos nos seus testes.</p>
<p>Podem exigir do testador conhecimentos sobre boas práticas de programação —para avaliar como o código foi construído—, as instruções executadas, e as estruturas de decisão. Assim como nos testes de componente, eles evitam que as falhas persistam até os níveis mais altos de teste e, dessa forma, constroem maior confiança na qualidade <a href="https://tudorondonia.com/noticias/desmistificando-a-ciencia-de-dados-o-que-esperar-dos-9-meses-de-bootcamp-intensivo-da-tripleten,119485.shtml">Desmistificando a ciência de dados: o que esperar dos 9 meses de bootcamp intensivo da TripleTen?</a> do componente e reduzem os riscos de erros no sistema. Considere por favor que, para o seu projeto, não é necessário realizar todos os testes que mencionámos aqui. Os testes que deverá executar, dependem do tipo de software que se encontra a desenvolver e de outros fatores, que devem depender de uma análise atenta e cuidada.</p>
]]></content:encoded>
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		<title>O QUE É PROGRAMAÇÃO E COMO ELA FUNCIONA? » Velx Tecnologia</title>
		<link>http://ayamdelpacifico.com/o-que-e-programacao-e-como-ela-funciona-velx/</link>
		<comments>http://ayamdelpacifico.com/o-que-e-programacao-e-como-ela-funciona-velx/#comments</comments>
		<pubDate>Mon, 08 Aug 2022 13:08:36 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://ayamdelpacifico.com/?p=7895</guid>
		<description><![CDATA[O projeto do vídeo abaixo é um exemplo prático de como é possível prever o risco de doenças cardíacas com Machine Learning. Veja a seguir alguns conceitos que todo programador em Python deve dominar. Desde então, Python passou por várias versões, sendo a mais significativa a transição do Python 2 para o Python 3, que [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>O projeto do vídeo abaixo é um exemplo prático de como é possível prever o risco de doenças cardíacas com Machine Learning. Veja a seguir alguns conceitos que todo programador em Python deve dominar. Desde então, Python passou por várias versões, sendo a mais significativa a transição do Python 2  para o Python 3, que ocorreu em 2008. Há vantagens em ambos os tipos de linguagem, mas nós não iremos discutir no momento. O que é ainda mais empolgante é a funcionalidade construída no topo do núcleo da linguagem JavaScript. As APIs (Application Programming Interfaces &#8211; Interface de Programação de Aplicativos) proveem a você superpoderes extras para usar no seu código JavaScript.</p>
<ul>
<li>Então, você terá acesso completo ao currículo de mais de 3 mil horas, que pode levá-lo do zero ao conhecimento, do novato ao ninja, do iniciante ao especialista em programação.</li>
<li>Com uma rotina de aprendizado estabelecida, é possível dizer que em dois meses você conhecerá a base dos fundamentos da área.</li>
<li>Entre França e Brasil, trabalho com jornalismo e projetos socioeducativos há 20 anos.</li>
<li>Quando ensinamos alguém, precisamos transmitir a informação de forma clara e objetiva e para isso é necessário domínio sobre o que estamos falando.</li>
</ul>
<p>Python se destaca como uma linguagem de programação com uma abordagem simplificada, a tornando acessível para programadores de todos os níveis de experiência. Sua sintaxe clara e legível, aliada a uma vasta biblioteca padrão, contribui para a popularidade crescente dessa linguagem em diversos domínios. Se você está disposto <a href="https://zionlgue71570.liberty-blog.com/26485881/curso-de-desenvolvimento-web-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://zionlgue71570.liberty-blog.com/26485881/curso-de-desenvolvimento-web-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> a aprender a programar, não precisa se preocupar com o custo. Há diversos recursos gratuitos on-line disponíveis para você explorar, como vimos neste artigo. O Sololearn é uma plataforma social e interativa onde você pode aprender qualquer linguagem de programação e muitos dos frameworks e bibliotecas populares.</p>
<h2>Quais são as 6 linguagens de programação mais usadas e por qual começar?</h2>
<p>A função verifica_se_e_maior_que() é pura porque atende todos os requisitos listados. Por não causar efeito colateral e por não usar valores mutáveis compartilhados, seus resultados podem ser cacheados e ela pode ser executada em paralelo sem maiores preocupações. Uma função é chamada pura quando invocada mais de uma vez produz exatamente o mesmo resultado.</p>
<p>Para começar no freeCodeCamp, você pode entrar no site do currículo e se inscrever. Então, você terá acesso completo ao currículo de mais de 3 mil horas, que pode levá-lo do zero ao conhecimento, do novato ao ninja, do iniciante ao especialista em programação. Você <a href="https://travisazyw12233.smblogsites.com/26385414/curso-de-desenvolvimento-web-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://travisazyw12233.smblogsites.com/26385414/curso-de-desenvolvimento-web-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> pode ler mais sobre a distinção entre escrever código e programação aqui (texto em inglês). Por outro lado, linguagens como JavaScript, Python, C++ e Java, são todas linguagens de programação &#8220;oficiais&#8221;, já que lidam com funcionalidades complexas e interatividade.</p>
<h2>Desenvolvimento de aplicativos</h2>
<p>JavaScript é uma linguagem de programação amplamente adotada e versátil, desempenhando um papel crucial no desenvolvimento web. Sua utilidade vai além da criação de páginas estáticas, sendo essencial no desenvolvimento de páginas web interativas e dinâmicas. Além disso, o JavaScript é a linguagem fundamental para o desenvolvimento no lado do cliente, proporcionando experiências de usuário envolventes. De forma geral, a programação é o processo de elaboração, teste e manutenção de programas de computadores.</p>
<p>O curso de design de banco de dados, com 83 aulas e uma carga horária de 6 horas, ensina a modelagem de dados na prática, que é crucial para o design eficaz de bancos de dados relacionais. Este curso de MongoDB, com uma carga horária de 20 horas e 273 aulas, ensina sobre MongoDB, um banco de dados NoSQL, através de projetos práticos. Este curso de PHP com 442 aulas e 33 horas de duração, cobre do básico ao avançado do PHP. Ele inclui a criação de quatro projetos completos, possibilitando, assim, que os alunos apliquem o que aprenderam.</p>
<h2>Quais os melhores cursos de programação?</h2>
<p>Por fim, temos a linguagem de programação Python, que é interpretada, mas assim como Java, passa por um processo de compilação. Python cresceu muito nos últimos anos, tendo como uma de suas principais vantagens a velocidade na criação do código e o apoio de bibliotecas cada vez mais simplificadas, disponibilizadas pela comunidade. Já a linguagem C++ incorpora, além desta abordagem de codificação, a possibilidade de construir códigos orientados a objetos, mais próxima da forma como nos relacionamos com o mundo real. Por consequência, permite uma descrição de código que é mais fácil de ser empregada em projetos de software mais complexos.</p>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/DUEhulMXLzg' frameborder='0' alt='O que é programação?' allowfullscreen></iframe></div>
<p>Caso você tenha interesse em  realizar uma faculdade de tecnologia, tenha em mente que deverá conciliar o curso com estudos autônomos sobre o tópico. Nesse sentido, você pode fazer projetos paralelos, atuar como freelancer ou ingressar em um estágio para adquirir experiência prática. Quanto estamos aprendendo a programar, pode parecer vantajoso aprender fundamentos e várias tecnologias <a href="https://charlienppn78888.nizarblog.com/26540339/curso-de-teste-de-software-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://charlienppn78888.nizarblog.com/26540339/curso-de-teste-de-software-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> ao mesmo tempo, pois estaríamos ganhando tempo. Entretanto, esta prática apenas torna seu foco disperso ao tentar absorver tanta informação de forma simultânea. Vale citar também os fóruns, que são importantes por conta do apoio de colegas e outras pessoas estudantes. Pessoas respondem dúvidas e problemas o tempo todo, incluindo tópicos complexos e questões técnicas bem pontuais.</p>
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