{"id":141,"date":"2021-10-10T19:53:00","date_gmt":"2021-10-10T22:53:00","guid":{"rendered":"http:\/\/prediksitogelwla.website\/?p=141"},"modified":"2021-10-10T19:53:00","modified_gmt":"2021-10-10T22:53:00","slug":"curso-de-musica","status":"publish","type":"post","link":"http:\/\/prediksitogelwla.siteprofissional.com\/index.php\/2021\/10\/10\/curso-de-musica\/","title":{"rendered":"Curso De M\u00fasica"},"content":{"rendered":"<p>Uma escala \u00e9 uma cole\u00e7\u00e3o sequencial de notas com um padr\u00e3o espec\u00edfico de tons e semitons. Esse padr\u00e3o determina o som da escala e como ela \u00e9 aplicada nas m\u00fasicas. Escalas diferentes trazem  diferentes sensa\u00e7\u00f5es, emo\u00e7\u00f5es e caracter\u00edsticas para uma pe\u00e7a \u2013 e permitem diferentes possibilidades mel\u00f3dicas. A escala maior segue o padr\u00e3o tom-tom-semitom-tom-tom-tom-semitom.<\/p>\n<p>Polirritmos s\u00e3o grooves h\u00edbridos que combinam diferentes padr\u00f5es r\u00edtmicos. Parece complicado no in\u00edcio, mas nossa explica\u00e7\u00e3o detalhada vai deixar mais f\u00e1cil incorporar polirritmos em suas composi\u00e7\u00f5es. Acesse esses <a href=\"https:\/\/www.google.fr\/url?sa=t&#038;url=https%3A%2F%2Fosdesafinados.com.br\">conhecer as m\u00fasicas<\/a> posts para come\u00e7ar a analisar tais conceitos ou relembrar seus significados no contexto da teoria musical. Mas toda essa motiva\u00e7\u00e3o cai por terra quando nos deparamos com aqueles livros chatos de teoria musical.<\/p>\n<h2>Departamento De Teoria Geral Da M\u00fasica<\/h2>\n<p>Outrossim, possui um canal no Youtube onde apresenta algumas de suas produ\u00e7\u00f5es, dicas de estudo e aulas gratuitas. Atualmente existem diversas terapias com m\u00fasica que ajudam pacientes com Alzheimer e outras doen\u00e7as, e a melhora \u00e9 vis\u00edvel. N\u00e3o disperdice seu tempo com coisas <a href=\"https:\/\/cse.google.ru\/url?sa=i&#038;url=https%3A%2F%2Fosdesafinados.com.br\">tocar instrumento<\/a> que n\u00e3o agregam na sua vida, aprenda a tocar um instrumento e aproveite o tempo. Raquel Gaboardi, cantora do Coro da OSESP desde 2002, iniciou seus estudos de piano aos seis anos de idade. Conquistou o 1\u00ba lugar no Concurso para o Curso T\u00e9cnico da Escola Nacional de M\u00fasica.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"300px%\" alt=\"teoria de m\u00fasica\"\/><\/p>\n<p>Se algu\u00e9m estiver atr\u00e1s de um curso b\u00e1sico sobre teoria da m\u00fasica recomendarei este aqui. Ao contr\u00e1rio das aulas de arte dadas nas escolas; que nunca vai direto ao assunto, s\u00f3 se ensina a hist\u00f3ria da arte, esse curso r\u00e1pido e de f\u00e1cil compreens\u00e3o  ensina o que a gente realmente quer aprender. Acima de tudo, sobre o nosso compromisso, \u00e9 fazer desse espa\u00e7o um lugar de divulga\u00e7\u00e3o do nosso trabalho al\u00e9m de te fornecer um aprendizado de qualidade para voc\u00ea aprender m\u00fasica online.<\/p>\n<h3>O Ritmo \u00c9 O Pulso De Uma M\u00fasica<\/h3>\n<p>Por isso, acreditamos que escrever em um blog ter\u00e1 muito mais efeito que escrever um livro, embora a gente queira escrever ainda v\u00e1rios livros, se Deus assim permitir. \u00c9 importante tamb\u00e9m para o m\u00fasico saber explorar os timbres. Os bateristas t\u00eam que saber bater com a baqueta na c\u00fapula do prato <a href=\"https:\/\/maps.google.ro\/url?sa=t&#038;url=https%3A%2F%2Fosdesafinados.com.br\">musicas<\/a> ou na borda, os guitarristas t\u00eam pedaleiras com infinitos efeitos e os amplis t\u00eam equalizadores exatamente pra isso. N\u00e3o \u00e9 necess\u00e1rio possuir conhecimento musical, para dar in\u00edcio a este curso. Os cursos s\u00e3o muito bons, fiz uma assinatura com plano ilimitado, estudo sempre que posso.<\/p>\n<p>No entanto, independente do qu\u00e3o autodidata voc\u00ea seja, sem d\u00favida, voc\u00ea aprender\u00e1 mais r\u00e1pido em um curso. N\u00f3s criamos o guia definitivo para come\u00e7ar a aprender teoria musical, para que voc\u00ea consiga compreender os seus fundamentos e come\u00e7ar a aplic\u00e1-los em sua <a href=\"https:\/\/maps.google.com.ni\/url?q=https%3A%2F%2Fosdesafinados.com.br\">tipos de m\u00fasicas<\/a> m\u00fasica hoje mesmo. Um curso muito bom, onde podemos aprender e aprimorar mais o nosso conhecimento de teoria musical. &#8220;Aqui voc\u00ea encontra aulas de canto, aulas de teclado, aulas de piano, aulas de teoria musical, al\u00e9m de artigos, pesquisas e dicas de estudo.<\/p>\n<h2>livros Sobre Escalas Musicais #livros De M\u00fasica Pdf<\/h2>\n<p>O ritmo \u00e9 um aspecto b\u00e1sico da m\u00fasica e um assunto bastante complexo por si s\u00f3. Cobrimos o b\u00e1sico em nosso apanhado geral, mas vale a pena prestar mais aten\u00e7\u00e3o ao ritmo, uma vez que  \u00e9 um dos elementos mais importantes da m\u00fasica moderna. O groove e o feeling podem ser muito \u00fateis, mas uma compreens\u00e3o s\u00f3lida do ritmo pode fazer voc\u00ea alcan\u00e7ar outros patamares.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px%\" alt=\"teoria de m\u00fasica\"\/><\/p>\n<p>Al\u00e9m disso, voc\u00ea tamb\u00e9m aprender\u00e1 a como escrever partituras. As escalas s\u00e3o o pr\u00f3ximo rudimento importante na <a href=\"https:\/\/maps.google.com.qa\/url?q=https%3A%2F%2Fosdesafinados.com.br\">aula de m\u00fasica<\/a> m\u00fasica. Qualquer passagem musical mel\u00f3dica com uma melodia cant\u00e1vel necessita de uma escala para tomar forma.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"es\" dir=\"ltr\">Hace poco mas de 4 a\u00f1os que llegando a la uni y saliendo de la escuela de m\u00fasica, empece a dar clases de teoria musical, piano basico, bateria y algo de bajo<\/p>\n<p>Es de las ramas del mundillo que mas he disfrutado y tambien en la que mas he aprendido, el que me llamen maestro es ufff<\/p>\n<p>&mdash; Tu Promotor de Eventos 5 dias \ud83d\ude31\ud83d\udc7b\ud83e\udd73\ud83e\udd41 (@JuanchoHesc) <a href=\"https:\/\/twitter.com\/JuanchoHesc\/status\/1445283085159841794?ref_src=twsrc%5Etfw\">October 5, 2021<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>Por isso tem aqui tr\u00eas poss\u00edveis solu\u00e7\u00f5es, que terminam com C ou E. At\u00e9 o s\u00e9culo XV predominaram os tons d\u00f3rico, fr\u00edgio, l\u00eddio e mixol\u00eddio. Depois apareceram tamb\u00e9m o e\u00f3lio e j\u00f4nio que hoje s\u00e3o os modos menor e <a href=\"https:\/\/images.google.nl\/url?sa=t&#038;url=https%3A%2F%2Fosdesafinados.com.br\">shows<\/a> maior, e os primeiros cairam em desuso, fora algumas exce\u00e7\u00f5es. Tamb\u00e9m \u00e9 demonstrado no eBook Teoria Essencial as notas no pentagrama do piano. O livro \u00e9 GRATUITO e pode ser baixado no site oficial da editora.<\/p>\n<p>Atualmente \u00e9 professor de violoncelo da Funda\u00e7\u00e3o Municipal de Artes (FUNDARTE Montenegro-RS) e professor de Teoria musical e Harmonia do curso Tecn\u00f3logo de Produ\u00e7\u00e3o Fonogr\u00e1fica da Universidade do Vale do Rio dos Sinos . Tem atuado tamb\u00e9m em diversas institui\u00e7\u00f5es como professor de cursos livres de arranjo, harmonia,  teoria musical e composi\u00e7\u00e3o. Nesse curso voc\u00ea ter\u00e1 conte\u00fados vitais para o conhecimento b\u00e1sico da teoria musical. Bem, tendo em vista esta discuss\u00e3o, podemos entender de partida que a teoria pode ajudar a ampliar o dom\u00ednio da pr\u00e1tica musical e por isto a teoria deve ser estudada tendo em vista seu uso pr\u00e1tico.<\/p>\n<p>Continuando no assunto Kurt Cobain, outra teoria da conspira\u00e7\u00e3o envolve o tal \u00e1lbum que o Hole lan\u00e7ou logo ap\u00f3s a morte do cantor. Segundo algumas pessoas, o vocalista do Nirvana \u00e9 quem comp\u00f4s v\u00e1rias  das m\u00fasicas do disco, n\u00e3o Love e seu parceiro Eric Erlandson, como dizem os cr\u00e9ditos. Quem n\u00e3o acredita na teoria diz que elas simplesmente come\u00e7aram porque Paul se tornou mais recluso ap\u00f3s se casar.<\/p>\n<p>Excelente para iniciantes, com um conte\u00fado muito bom para iniciar o conhecimento musical e ter uma base neste assunto. Com o intuito de aproximar as pessoas do curso de m\u00fasica, acredito que n\u00e3o faltou <a href=\"https:\/\/maps.google.com.eg\/url?sa=t&#038;url=https%3A%2F%2Fosdesafinados.com.br\">conhecer as m\u00fasicas<\/a> nada. \u00d3tima plataforma de estudo, metodologia din\u00e2mica e de f\u00e1cil compreens\u00e3o, perfeito para estudo de Teoria Musical. Curso muito bom, super direto e preciso, material de apoio bem completo!<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px%\" alt=\"teoria de m\u00fasica\"\/><\/p>\n<p>A boa not\u00edcia \u00e9 que voc\u00ea n\u00e3o precisa de um professor caro ou de um conservat\u00f3rio cl\u00e1ssico para aprender. Voc\u00ea pode aprender as partes importantes da teoria musical estudando por conta pr\u00f3pria e aplicando esses conceitos \u00e0 sua pr\u00e1tica musical di\u00e1ria. Neste artigo, irei <a href=\"https:\/\/cse.google.tn\/url?sa=i&#038;url=https%3A%2F%2Fosdesafinados.com.br\">tocar instrumento<\/a> cobrir os elementos b\u00e1sicos da teoria musical e fornecer alguns recursos para iniciar sua jornada de aprendizagem nos conceitos da teoria musical. Antes de come\u00e7ar seus estudos sobre teoria musical, o primeiro passo \u00e9 entender a sua motiva\u00e7\u00e3o para aprender m\u00fasica.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Uma escala \u00e9 uma cole\u00e7\u00e3o sequencial de notas com um padr\u00e3o espec\u00edfico de tons e semitons. Esse padr\u00e3o determina o som da escala e como ela \u00e9 aplicada nas m\u00fasicas. Escalas diferentes trazem diferentes sensa\u00e7\u00f5es, emo\u00e7\u00f5es e caracter\u00edsticas para uma pe\u00e7a \u2013 e permitem diferentes possibilidades mel\u00f3dicas. A escala maior segue o padr\u00e3o tom-tom-semitom-tom-tom-tom-semitom. Polirritmos&hellip; <a href=\"http:\/\/prediksitogelwla.siteprofissional.com\/index.php\/2021\/10\/10\/curso-de-musica\/\" class=\"more-link\">Leia mais <span class=\"screen-reader-text\">Curso De M\u00fasica<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[5],"tags":[53,61,99],"class_list":["post-141","post","type-post","status-publish","format-standard","hentry","category-uncategorized","tag-introducao","tag-musical","tag-teoria"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Curso De M\u00fasica<\/title>\n<meta name=\"description\" content=\"Uma escala \u00e9 uma cole\u00e7\u00e3o sequencial de notas com um padr\u00e3o espec\u00edfico de tons e semitons. Esse padr\u00e3o determina o som da escala e como ela \u00e9 aplicada nas\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/prediksitogelwla.siteprofissional.com\/index.php\/2021\/10\/10\/curso-de-musica\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Curso De M\u00fasica\" \/>\n<meta property=\"og:description\" content=\"Uma escala \u00e9 uma cole\u00e7\u00e3o sequencial de notas com um padr\u00e3o espec\u00edfico de tons e semitons. 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