{"id":20619,"date":"2022-06-30T17:39:05","date_gmt":"2022-06-30T14:39:05","guid":{"rendered":"https:\/\/www.rosediamond.com.tr\/?p=20619"},"modified":"2024-04-07T19:10:18","modified_gmt":"2024-04-07T16:10:18","slug":"o-que-e-algoritmo","status":"publish","type":"post","link":"https:\/\/www.rosediamond.com.tr\/en\/o-que-e-algoritmo\/","title":{"rendered":"O que \u00e9 algoritmo?"},"content":{"rendered":"<p>Muita gente olha pelas cores, ou seja, se um jogador est\u00e1 vermelho, de desvalorizado, ou verde, de valorizado, na rodada anterior. Mas desde 2021, o Gato Mestre revela quantos pontos os atletas precisam fazer para valorizar. Quem for assinante PRO, tem o m\u00ednimo para valorizar no painel de dados e direto na hora de escalar. Est\u00e3o a ser feitas investiga\u00e7\u00f5es atrav\u00e9s da Intelig\u00eancia Artificial para se conseguirem diagn\u00f3sticos precoces de cancro no pulm\u00e3o.<\/p>\n<ul>\n<li>Um algoritmo \u00e9 uma sequ\u00eancia de instru\u00e7\u00f5es bem definidas, normalmente usadas para resolver problemas de matem\u00e1tica espec\u00edficos, executar tarefas, ou para realizar c\u00e1lculos e equa\u00e7\u00f5es.<\/li>\n<li>Apesar de muitas vezes associado \u00e0 complexidade da computa\u00e7\u00e3o, entender mais os fundamentos dos algoritmos \u00e9 fundamental para explorar seu potencial na resolu\u00e7\u00e3o de problemas e execu\u00e7\u00e3o de tarefas.<\/li>\n<li>Confira abaixo o que \u00e9 algoritmo e l\u00f3gica de programa\u00e7\u00e3o e como voc\u00ea pode come\u00e7ar a desenvolver esses conhecimentos indispens\u00e1veis para a \u00e1rea de tecnologia.<\/li>\n<\/ul>\n<p>Afinal, entender como \u00e9 poss\u00edvel solucionar um problema da vida real de forma l\u00f3gica \u00e9 justamente o primeiro passo para se aprender a programar. Em seguida, \u00e9 preciso saber descrever essa solu\u00e7\u00e3o de uma maneira que o computador entenda. Todas as fun\u00e7\u00f5es dos computadores, smartphones e tablets, por exemplo, resultam <a href=\"https:\/\/www.scoop.it\/u\/tumpa54dfg\">https:\/\/www.scoop.it\/u\/tumpa54dfg<\/a> de algoritmos. Essas m\u00e1quinas conseguem realizar bilh\u00f5es de comandos em poucos segundos. Apesar de poder ser escrito em qualquer linguagem de programa\u00e7\u00e3o, existem algumas ferramentas que nos permitem aprender algoritmo de forma mais simples. Algoritmo \u00e9 uma sequ\u00eancia de passos utilizados para resolver um problema.<\/p>\n<h2>Curso de Algoritmo<\/h2>\n<p>O papel do programador \u00e9 pensar em todas as etapas das tarefas e descrev\u00ea-las de maneira objetiva e clara para  que o computador possa realiz\u00e1-las. As fun\u00e7\u00f5es de hash desempenham um papel vital na minera\u00e7\u00e3o de criptomoedas por meio do algoritmo de consenso Proof of Work (PoW). O Bitcoin (BTC), uma das criptomoedas extra\u00eddas do PoW, conta com a fun\u00e7\u00e3o de hash SHA-256. Os mineradores <a href=\"https:\/\/network-90246.mn.co\/posts\/54110522\">https:\/\/network-90246.mn.co\/posts\/54110522<\/a> que trabalham para adicionar um novo bloco \u00e0 cadeia devem produzir um alvo, um valor de hash abaixo de um limite espec\u00edfico. Um exemplo simples de como funcionam as fun\u00e7\u00f5es de hash \u00e9 somar os d\u00edgitos de um n\u00famero que possua v\u00e1rios d\u00edgitos at\u00e9 que uma sa\u00edda de um d\u00edgito seja alcan\u00e7ada. A sa\u00edda sempre deve ser de um d\u00edgito, n\u00e3o importa a quantidade de d\u00edgitos do n\u00famero de entrada.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"303px\" alt=\"o que \u00e9 algoritmo na programa\u00e7\u00e3o\"\/><\/p>\n<p>Al\u00e9m disso, a l\u00f3gica de programa\u00e7\u00e3o \u00e9 muito utilizada na cria\u00e7\u00e3o de algoritmos, estrutura de dados e sistemas que operam de maneira l\u00f3gica e coerente. De forma simples, um algoritmo \u00e9 uma sequ\u00eancia de instru\u00e7\u00f5es precisas projetadas para realizar uma tarefa espec\u00edfica ou resolver um problema. Essas instru\u00e7\u00f5es, muitas vezes expressas em linguagem de programa\u00e7\u00e3o, s\u00e3o a base de praticamente tudo o que fazemos online, desde pesquisas na web at\u00e9 recomenda\u00e7\u00f5es de produtos e at\u00e9 mesmo diagn\u00f3sticos m\u00e9dicos. Aprender a dar os comandos claros e coesos para o computador \u00e9 uma das primeiras etapas para se aprender a l\u00f3gica de programa\u00e7\u00e3o.<\/p>\n<h2>Algoritmo: o que \u00e9?<\/h2>\n<p>No entanto, antes de come\u00e7ar a \u201ccodar\u201d \u00e9 preciso definir o que voc\u00ea quer que seu programa fa\u00e7a. Para isso, \u00e9 preciso definir uma s\u00e9rie de regras e passos que o programa dever\u00e1 executar, como <a href=\"https:\/\/gravatar.com\/wojis64155\">https:\/\/gravatar.com\/wojis64155<\/a> forma de realizar a tarefa desejada. Esse m\u00e9todo recebe o array de cartas como par\u00e2metro e utiliza o m\u00e9todo Parse da classe int para converter a entrada de teclado em n\u00fameros inteiros.<\/p>\n<ul>\n<li>Na maior parte das situa\u00e7\u00f5es, jogadores muito baratos ou que atingem o piso de pre\u00e7o, menos de C$ 1, possuem tend\u00eancia a valorizar.<\/li>\n<li>\u00c9 a partir da estrutura\u00e7\u00e3o dessa sequ\u00eancia coesa que se desenvolve aprendizados posteriores, como as linguagens.<\/li>\n<li>O processo de traduzir um programa em linguagem de montagem para programa em linguagem de m\u00e1quina \u00e9 chamado de processo de montagem.<\/li>\n<\/ul>\n<p>Esse exemplo \u00e9 ideal para demonstrar como o computador funciona, pois, de igual maneira, \u00e9 preciso indicar cada passo a ser executado com clareza e objetividade para que a  m\u00e1quina execute adequadamente. E conhecer os algoritmos \u00e9 o primeiro passo para aprender l\u00f3gica de programa\u00e7\u00e3o. Trata-se de sequ\u00eancias que d\u00e3o instru\u00e7\u00f5es do que deve ser feito, um passo a passo ou uma receita para o computador.<\/p>","protected":false},"excerpt":{"rendered":"<p>Muita gente olha pelas cores, ou seja, se um jogador est\u00e1 vermelho, de desvalorizado, ou verde, de valorizado, na rodada anterior. Mas desde 2021, o Gato Mestre revela quantos pontos os atletas precisam fazer para valorizar. Quem for assinante PRO, tem o m\u00ednimo para valorizar no painel de dados e direto na hora de escalar. [&#8230;]","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[171],"tags":[],"_links":{"self":[{"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/posts\/20619"}],"collection":[{"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/comments?post=20619"}],"version-history":[{"count":1,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/posts\/20619\/revisions"}],"predecessor-version":[{"id":20620,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/posts\/20619\/revisions\/20620"}],"wp:attachment":[{"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/media?parent=20619"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/categories?post=20619"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.rosediamond.com.tr\/en\/wp-json\/wp\/v2\/tags?post=20619"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}