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	<title>DBM Azores &#187; Bootcamp de programação</title>
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	<description>Sport Fishing Charters &#124; Pico island, Azores</description>
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		<title>25 projetos em Python para iniciantes ideias fáceis para começar a programar em Python</title>
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		<pubDate>Thu, 12 Oct 2023 17:56:16 +0000</pubDate>
		<dc:creator><![CDATA[Luis Ermida]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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		<description><![CDATA[Isso geralmente acontece quando as variáveis na condição não são atualizadas adequadamente durante a execução do laço. Você também pode acompanhar um contador enquanto o laço é executado com a função enum(). Ela é comumente usada para iterar sobre uma sequência e obter o índice correspondente. Porém, precisamos encontrar um modo de combinar esses arquivos [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Isso geralmente acontece quando as variáveis na condição não são atualizadas adequadamente durante a execução do laço. Você também pode acompanhar um contador enquanto o laço é executado com a função enum(). Ela é comumente usada para iterar sobre uma sequência e obter o índice correspondente.</p>
<p>Porém, precisamos encontrar um modo de combinar esses arquivos para fazer com que o  programa funcione corretamente. Para substituir o conteúdo inteiro, usamos o modo &#8220;w&#8221;, então passamos essa string como o segundo argumento para open(). Chamamos o método .write() no objeto de arquivo passando o conteúdo que queremos escrever como argumento.</p>
<h2>Como pegar um tipo específico de exceção em Python</h2>
<p>Eles começam com a teoria e depois pedem aos alunos que escrevam o código Python on-line utilizando os conceitos. O curso foi realizado por funcionários da NASA, IBM, Google, Facebook, e outros. Antes de começar algo, descubra porque você quer fazer isso em primeiro lugar.</p>
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" width="300px" alt="treinar python"/></p>
<p>Neste tutorial de buildwithpython, você aprenderá como criar o jogo Space Invaders usando o Pygame. Você aprenderá muito sobre o básico do desenvolvimento de jogos, como loops de jogos, detecção de colisão, eventos de pressionamento <a href="https://www.atualizabahia.com.br/como-iniciar-a-carreira-como-um-cientista-de-dados/">curso de cientista de dados</a> de teclas e muito mais. Neste tutorial de Tech with Tim, você aprenderá a recriar o jogo clássico de Tetris. Esse projeto utiliza o Pygame e é ótimo para iniciantes no desenvolvimento melhorarem ainda mais suas habilidades.</p>
<h2>Aplicativo de Lista de Tarefas (Intermediário/Avançado)</h2>
<p>Os melhores aplicativos para programar em Python podem ajudar a tornar sua experiência de desenvolvimento mais suave e produtiva. Com uma variedade de IDEs, editores de texto, ambientes virtuais e gerenciadores de pacotes disponíveis, você pode escolher as ferramentas que melhor atendam às suas necessidades. Lembre-se de avaliar suas necessidades, experimentar diferentes opções e considerar a comunidade e a documentação ao escolher o aplicativo certo para programar em Python. Com as ferramentas certas ao seu alcance, você estará pronto para mergulhar no mundo da programação em Python e aproveitar ao máximo essa poderosa linguagem de programação. Esses exercícios simples em Python são projetados para ajudar você a praticar os conceitos básicos da linguagem e a se familiarizar com a sintaxe.</p>
<p>O acesso e uso deste site estão sujeitos aos termos e condições a seguir. Verifique se o aplicativo tem uma comunidade ativa e uma boa documentação. Conforme você for avançando em Python é natural que as linhas de códigos fiquem cada vez mais resumidas, colocando <a href="https://www.atualizabahia.com.br/como-iniciar-a-carreira-como-um-cientista-de-dados/">https://www.atualizabahia.com.br/como-iniciar-a-carreira-como-um-cientista-de-dados/</a> várias funções dentro da mesma linha de código. Então a nova_lista, na verdade, não está recebendo valor nenhum porque lista.append(“airpod”) é equivalente a zero.  O ponto append é um método de lista, ele é uma função que executa alguma coisa.</p>
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