tag:blogger.com,1999:blog-27626919139183556812024-03-14T04:03:02.336-03:00Confraria Santista da Cerveja - CONSCERVAEdwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.comBlogger112125tag:blogger.com,1999:blog-2762691913918355681.post-65159487357231145212018-06-25T11:02:00.003-03:002018-06-25T11:02:54.007-03:00Receita de Munich HellesMunich Helles<br />
OG: 1.047 / FG: 1.011<br />
IBU: 20<br />
ABV: 4,8%<br />
SRM: 4<br />
19 litros<br />
<br />
4 kg - malte pilsen<br />
150g - carahell<br />
150g - carapils/carafoam<br />
150g - malte acidulado<br />
24g Lupulo Tradition (5,5 aa) - 60 min<br />
9g Lupulo Mittelfrüh (4,25 aa) - 15 min<br />
6g Lupulo Mittelfrüh (4,25 aa) - 5 min<br />
White Labs WLP860 (Munich Helles Lager)<br />
ou Wyeast 2352 (Munich Lager III)<br />
ou Mangrove Jack´s M76 (Bavarian Lager)<br />
<br />
Mash:<br />
15 min a 40°<br />
15 min a 50°<br />
30 min a 65°<br />
30 min a 72°<br />
Mashout a 76°<br />
<br />
Fervura - 75 min<br />
Whirlpool - 15 min<br />
<br />
Fermentação. Comece no topo do range de trabalho da levedura. Ao começar a fermentar vigorosamente baixe até o minimo do range. Depois de 7 dias de fermentação faça uma parada de diacetil a 19° e mantenha por 2 dias.<br />
<br />
Maturação: reduza a temperatura 1° (ou um pouco mais) por dia até atingir 0° ou o mais próximo possível. Não pode ser superior a 3,5°.<br />
Mantenha por 4 a 6 semanas.<br />
Algumas cervejarias reduzem para 2 a 4 semanas e outras mantém por 12 semanas.<br />
<br />Carbonate a 2,75 volume de CO2.<br />
<div>
<br /></div>
Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com1tag:blogger.com,1999:blog-2762691913918355681.post-50844146316632382272018-05-16T19:07:00.001-03:002018-05-16T19:07:39.528-03:00Conscerva´s DayChegou o Dia da Conscerva, 26 de Maio.<br />
<br />
A partir das 13:00 h<br />
<br />
Na nossa sede, av. Afonso Pena 507 FUNDOS - Santos/SP<br />
<br />
Cervejas caseiras<br />
<br />
Espetinhos<br />
<br />
Tudo a vontade.<br />
<br />
Você que é cooperado, confraterno, amigo, cervejeiro, ..... venha e celebre conosco mais um ano em nossa história.<br />
<br />
O valor para participar da brincadeira é R$ 50,00 por cabeça para arcar com os custos.<br />
<br />
Reserve antecipadamente.<br />
<br />
Participe de uma quinta-sim, ou envie e-mail para conscerva@gmail.com.<br />
<br />
Oeeeee.Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-30373253328940822722018-01-29T13:25:00.002-02:002018-01-29T13:25:39.610-02:00Charlie Papazian - 40 anos de homebrewing<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitA_arIF9MAO6AClcr2VAposWmyjJKvR-WwBDvbe74ICdejM5sjocUhELsVg9ibGxpAf96SI094W_7d-Ro5teSE-Pw5e7pkHM9BqlqMavYADbQMG2sLdMRZdm_keItm_Q9afVRUvY17uo/s1600/cp-aha-feat-800x744.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="744" data-original-width="800" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitA_arIF9MAO6AClcr2VAposWmyjJKvR-WwBDvbe74ICdejM5sjocUhELsVg9ibGxpAf96SI094W_7d-Ro5teSE-Pw5e7pkHM9BqlqMavYADbQMG2sLdMRZdm_keItm_Q9afVRUvY17uo/s320/cp-aha-feat-800x744.jpg" width="320" /></a></div>
<br />
O mito, Charlie Papazian, aos 70 anos, após 40 anos a frente das associações de cervejeiros dos USA, passa o bastão da BA para Bob Pease.<br />
Começou a fazer cerveja em 1970.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqw2CJEc5yd8hrJ9fscQ8pW3MRToSmuAOCCVZ6pgn5I5CUQtm2-X1GG1qqN8UrxLkkdJjXGSMl_hEoGChjBdp9Ho-r4fXI8qQHiNie5CidXdAEnhyOVEJkjIWrih08I4Tc5PEoDne8oew/s1600/cp-beerseler.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="748" data-original-width="900" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqw2CJEc5yd8hrJ9fscQ8pW3MRToSmuAOCCVZ6pgn5I5CUQtm2-X1GG1qqN8UrxLkkdJjXGSMl_hEoGChjBdp9Ho-r4fXI8qQHiNie5CidXdAEnhyOVEJkjIWrih08I4Tc5PEoDne8oew/s320/cp-beerseler.jpg" width="320" /></a></div>
<br />
Em 1978 criou a AHA (American Homebrewers Association) e AB (Association of Brewers) junto com Charlie Matzen. Editaram e publicaram a revista Zymurgy e neste mesmo ano lançaram a primeira edição da AHA National Homebrew Competition.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh93kWd5447cnPhke3LYuuyTG1kRuuZXghyphenhyphennpGm0GITDFcvU9Q4tyS2Z4P5kOhm64FQvGUKOBARBONy2IFgwrDWjAYH1nxQuKiyMgAGEsDFkdxZXOWXgLeoiJ8T9Gu9mK_MtOg5U3x6Au0/s1600/cp-cm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="323" data-original-width="402" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh93kWd5447cnPhke3LYuuyTG1kRuuZXghyphenhyphennpGm0GITDFcvU9Q4tyS2Z4P5kOhm64FQvGUKOBARBONy2IFgwrDWjAYH1nxQuKiyMgAGEsDFkdxZXOWXgLeoiJ8T9Gu9mK_MtOg5U3x6Au0/s320/cp-cm.jpg" width="320" /></a></div>
<br />
AHA conta hoje com mais de 46.000 membros.<br />
Seu primeiro livro, o "Complete Joy of Homebrewing" inspirou milhões de cervejeiros artesanais.<br />
Em 1982 lançou o GABF (Great American Beer Festival) que é hoje o maior festival de cerveja do USA com mais de 60.000 frequentadores.<br />
Em 1983 a Association of Brewers incorporou a AHA e o Institute for Brewing and Fermentation Studies para ajudar no emergente movimento de criação de novas microcervejarias por todo o país.<br />
Em 2005 estas associações se tornam apenas Brewers Association (BA) na qual Charlie foi seu presidente até o ano corrente.<br />
Quando perguntam: "Charlie, você imaginava que a cerveja poderia se transformar desta forma?" Ele sempre responde: SIM.<br />
"Eu sempre sonhei que um dia haveria um homebrewer em cada bairro e uma cervejaria em cada cidade. Mas eu nunca imaginei, nem considerei o impacto que as cervejas artesanais teriam na nossa cultura, economia e estilo de vida."<br />
Papazian, passará este ano terminando alguns projetos, incluindo o Arquivo de História da Cerveja Artesanal. O arquivo contará com mais de 100.000 publicações, fotografias, audiotapes, filmes, vídeos e documentos, incluindo 140 entrevistas com os pioneiros na produção artesanal.<br />
Este resumo é uma tradução interpretativa produzida por Edwar Fonseca com base no texto original em inglês encontrado neste link:<br />
<a href="https://www.homebrewersassociation.org/news/brewers-association-announces-exit-charlie-papazian/?utm_source=informz&utm_medium=email&utm_campaign=default&_zs=hDhaA1&_zl=li9G4">https://www.homebrewersassociation.org/news/brewers-association-announces-exit-charlie-papazian/?utm_source=informz&utm_medium=email&utm_campaign=default&_zs=hDhaA1&_zl=li9G4</a>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-24513964780799033152017-06-22T12:04:00.004-03:002017-06-22T12:04:58.422-03:00Curso de Produção de Cerveja Artesanal - Sábado - 24 junho 2017 em Santos/SP<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><strong>Dia 24 de JUNHO (sábado) é dia de aprender a fazer cerveja.</strong></span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><b><br /></b></span>
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><b>Conteúdo do curso:</b></span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;">História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b><br /></b></span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><b>Data</b>: 24 de junho de 2017 – Sábado<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com almoço as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00 </span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;">Inclui Apostila, Certificado, CD com literatura, Almoço e Degustação. </span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><b><br /></b></span>
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><b>Inscrições:</b> pelo formulário online : <a href="http://www.conscerva.com.br/cursos.asp" style="color: #999999; text-decoration-line: none;">http://www.conscerva.com.br/cursos.asp</a> </span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;"><br /></span><span style="background-color: white; font-family: "georgia" , "times" , serif; font-size: 13px;"></span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: 13px;">Veja fotos de cursos anteriores. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1" style="color: #999999; text-decoration-line: none;" target="_blank">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-49834144054958755572017-04-27T11:24:00.002-03:002017-04-27T11:24:49.238-03:00Curso de Produção de Cerveja Artesanal - 20 maio 2017 - SANTOS/SP<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><strong>Dia 20 de MAIO (sábado) é dia de aprender a fazer cerveja.</strong></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b><br /></b></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Conteúdo do curso:</b></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b><br /></b></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Data</b>: 18 de março de 2017 – Sábado<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com almoço as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00 (até 30/abr R$ 270,00, grupos a partir de 2 pessoas desconto de +10% em cada)</span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">Inclui Apostila, Certificado, CD com literatura, Almoço e Degustação. </span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b><br /></b></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Inscrições:</b> pelo formulário online : <a href="http://www.conscerva.com.br/cursos.asp" style="color: #999999; text-decoration-line: none;">http://www.conscerva.com.br/cursos.asp</a> </span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><br /></span><span style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;"></span><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">Veja fotos de cursos anteriores. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1" style="color: #999999; text-decoration-line: none;" target="_blank">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-90117840694199283752017-03-06T10:14:00.000-03:002017-03-06T10:14:24.305-03:00Curso de Produção de Cerveja Artesanal em Santos - 18 março 2017 - Sábado das 09:00 as 17:00<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">Vem brassar (fazer cerveja) com a gente...</span><br />
<span style="font-family: arial, helvetica, sans-serif;"><br style="background-color: white; font-size: 13px;" /></span><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><strong>Dia 18 de MARÇO (sábado) é dia de aprender a fazer cerveja.</strong></span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b><br /></b></span><br />
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Conteúdo do curso:</b><br /></span><br />
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b><br /></b></span><br />
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Data</b>: 18 de março de 2017 – Sábado<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com almoço as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00 (até 10/mar R$ 270,00, grupos a partir de 2 pessoas desconto de +10% em cada)</span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">Inclui Apostila, Certificado, CD com literatura, Almoço e Degustação. </span><br style="background-color: white; font-family: Georgia, Times, serif; font-size: 13px;" /><span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b><br /></b></span><br />
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><b>Inscrições:</b> pelo formulário online : <a href="http://www.conscerva.com.br/cursos.asp">http://www.conscerva.com.br/cursos.asp</a> </span><br />
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;"><br /></span>
<span style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 13px;">Veja fotos de cursos anteriores. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1" style="color: #999999; text-decoration: none;" target="_blank">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-6372071182328540672017-03-05T19:22:00.000-03:002017-03-13T19:23:40.613-03:00Vienna Lager (parte 2)Em 2014 fiz um post aqui sobre Vienna Lager que peguei da revista BYO.<br />
<a href="http://conscerva.blogspot.com.br/2014/05/vienna-lager.html">http://conscerva.blogspot.com.br/2014/05/vienna-lager.html</a><br />
Agora em jan/2017 recebi uma Zymurgy com uma materia também sobre Vienna e com intuito de completar a anterior, vamos postar mais um pouco, agora com um resumo da história da cerveja e mais 2 receitas para comparar com as do outro post:<br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: x-small;">Nos anos 1800 Vienna era o centro cultural, politico da Europa.</span><br />
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
Sediou o Congresso para endereçar as consequências da guerra de Napoleão e Revolução Francesa.</div>
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Em 1867 foi a capital do império Austro-Húngaro.</div>
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Neste período 2 cervejeiros donos de cervejarias distintas juntaram-se para criar uma cerveja para competir com a Bohemian Pilsner e criaram o malte Vienna mais claro que o Munich e mais escuro que o Pilsner.</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
Ao lado da criação do malte os cervejeiros deram importância para a levedura armazenada a baixas temperaturas que criavam uma cerveja com perfil mais limpo, suave e paladar mais refinado.</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
A partir de 1883 a levedura foi totalmente estudada e desenvolvida pela cervejaria Carlsberg em Copenhagen e os dois cervejeiros passaram a usar este tipo exclusivamente.</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
A cerveja era mais clara que o popular estilo Marzen de Munique, era laranja acobreado e usava lúpulos nobres da Alemanha, junto com o malte levemente tostado e o perfil limpo da levedura.</div>
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Em 1860 o Presidente do México, Benito Juarez parou de pagar um empréstimo que tinha com a França e o imperador Napoleão III invadiu o México em 1862. Ao ocupar a capital ele oferece o controle para Maximiliano I, que aceita e se torna rei. Em 1867 Juarez junta seu exercito e toma de volta o poder e executa Maximiliano I.</div>
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Durante 3 anos do governo de Maximiliano muitas pessoas vieram da Áustria para o México e trouxeram consigo a arte de produzir cervejas, no caso, estilo Vienna. </div>
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No fim do século 19 a Vienna Lager cai um pouco no gosto da Áustria, mas ganha popularidade no México, em 1925 a cervejaria Modelo cria sua Vienna com nome de Negra Modelo, que junto com a cerveja Corona se tornam hits no México e Estados Unidos.</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
O estilo foi sendo modificado e adaptado com o passar do tempo, fugindo de suas caracteristicas originais. Ganhou maltes caramelo e criaram muitas variações principalmente na coloração.</div>
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<br /></div>
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Classic Vienna Lager</div>
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4,88kg de malte vienna</div>
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42g Spalt (4,5 aa) a 30 min</div>
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42g Splat (4,5 aa) a 20 min</div>
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Levedura lager</div>
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Agua tratada com osmose reversa e adicionada com 2g de cloreto de calcio</div>
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20 minutos a 50oC</div>
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Decocção com 9 litros para alcançar 66oC (ou apenas elevar a temperatura)</div>
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66oC por 60 minutos</div>
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mash out a 76oC por 10 minutos</div>
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Fervura por 90 minutos entrando com os lupulos em seus momentos.</div>
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Resfrie a 10oC</div>
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Faça um start forte e entre com a levedura.</div>
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Deixar fermentar. Dependendo da cepa de levedura pode ser até 12oC</div>
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Quando estiver no fim do período de fermentação, elevar para 13oC e manter por 3 dias para retirar diacetil.</div>
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OG: 1053 - FG: 1011 - 29 ibu - 5 srm - 5,4 abv</div>
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Quando atingir 1011 maturar a 2oC - 0oC por 30 dias.</div>
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<br /></div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
Beelzebub´s Backside Craft Vienna Lager</div>
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---------------------------------------------------------</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
<div>
1,81kg de malte vienna</div>
<div>
1,81kg de malte pisner</div>
<div>
567g 20 L Minich</div>
<div>
567g 30 L Cara-amber</div>
<div>
17g Northern (8,5 aa) a 60 min</div>
<div>
7g Saaz (4,0 aa) a 20 min</div>
<div>
Levedura lager</div>
<div>
Agua tratada com osmose reversa e adicionada com 2g de cloreto de calcio</div>
<div>
Eleve e segure um pouco a 52oC</div>
<div>
64oC por 30 minutos</div>
<div>
72oC por 30 minutos</div>
<div>
mash out a 77oC por 10 minutos</div>
<div>
Fervura por 90 minutos entrando com os lupulos em seus momentos.</div>
<div>
Resfrie a 10oC</div>
<div>
Faça um start forte e entre com a levedura.</div>
<div>
Deixar fermentar. Dependendo da cepa de levedura pode ser até 12oC</div>
<div>
Quando estiver no fim do período de fermentação, elevar para 13oC e manter por 3 dias para retirar diacetil.</div>
<div>
OG: 1050 - FG: 1016 - 18 ibu - 9 srm - 5 abv</div>
<div>
Quando atingir 1016 maturar a 2oC - 0oC por 30 dias.</div>
</div>
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<br /></div>
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[]´s</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
Edwar</div>
Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-81060442570987218552017-03-01T16:05:00.000-03:002017-03-08T16:05:42.082-03:00Maturação e Filtração de cerveja (em fábricas)Estava navegando pela Internet e encontrei um trabalho cientifico escrito por 2 profissionais da área Química: Resumo do processo cervejeiro. A Química da Cerveja 102 Quím. nova esc. – São Paulo-SP, BR. Vol. 37, N° 2, p. 98-105, MAIO 2015<br />
<br />
E resolvi postar aqui um trecho que achei muito interessante, relevante e informativo: Maturação e Filtração.<br />
<br />
Muita gente não entende muito bem o porque "maturar" a cerveja e achei interessante alguns pontos.<br />
<br />
As informações abaixo tem como base "grandes indústrias" e portanto alguns pontos podem ser levemente divergentes do que cervejeiros caseiros podem vir a praticar. Por exemplo, no início da maturação muitas vezes deixamos em temperaturas maiores do que 0oC para fazer "dry hop", por exemplo, ou somente permitir uma melhor absorção de compostos pelas leveduras em seus metabolismos.<br />
<br />
Vamos ao texto, que preferi transcrever na íntegra.<br />
O documento completo pode ser encontrado em:<br />
<a href="http://qnesc.sbq.org.br/online/qnesc37_2/05-QS-155-12.pdf">http://qnesc.sbq.org.br/online/qnesc37_2/05-QS-155-12.pdf</a><br />
<br />
<b>Maturação</b>.<br />
Uma vez concluída a fermentação, a cerveja
é resfriada a 0 o
C. A maior parte da levedura é separada por
decantação (sedimentação) e tem início a maturação. Nessa
fase, pequenas e sutis transformações ocorrem para aprimorar
o sabor da cerveja. O carboidrato residual é consumido
pelas leveduras remanescentes, fenômeno conhecido por
fermentação secundária. Essas leveduras também metabolizam
substâncias indesejáveis oriundas da fermentação
(acetaldeído em ácido acético, dicetonas vicinais, como a
2,3-pentanodiona em 2,3-butanodiol, e compostos sulfurados
como o sulfeto de dietila, (C2
H5
)2
S, em sulfatos inorgânicos
e etanol). A maturação leva de 6 a 30 dias, variando de uma
cervejaria para outra. Ao final dessa fase, a cerveja está
praticamente concluída com aroma e sabor finais definidos.
Após a fermentação, a cerveja é enviada para tanques
maturadores e mantida por períodos variáveis a temperaturas
abaixo de 0 o
C. Ocorre a sedimentação de partículas em
suspensão e desencadeiam-se reações de esterificação entre
os ácidos e os álcoois produzidos na fermentação, que produzem
muitos dos ésteres essenciais para o sabor da cerveja:<br />
R1
-COOH (ácido) + R2
-CH2
OH (álcool) →
R1
-COOCH2
-R2
(éster) + H2
O<br />
<br />
<b>Filtração.</b><br />
Depois de maturada, a cerveja passa por uma
filtração. Adiciona-se um material adsorvente chamado terra diatomácea, que tem a função de remover partículas em
suspensão, principalmente leveduras, e substâncias de cor
desagradável para a cerveja (como pectina e proteínas da
resina dura do lúpulo), tal como o carvão ativo faz no tratamento
de águas, deixando a bebida transparente e brilhante
(aspecto cristalino). A filtração não altera a composição e o
sabor da cerveja.Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-55754940639634104622016-07-05T10:52:00.000-03:002016-07-05T11:14:33.024-03:00Curso de Produção de Cerveja Artesanal em Santos - 13 de agosto 2016 - sábado<span style="font-family: "arial" , "helvetica" , sans-serif;">Vem ai mais uma edição do curso de produção artesanal de cerveja da CONSCERVA.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Vem brassar com a gente...e crescer esta sensacional família de cervejeiros caseiros na Baixada Santista..</span>
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Veja fotos de cursos anteriores. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1" target="_blank">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><strong>Dia 13 de AGOSTO é dia de aprender a fazer cerveja.</strong></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Conteúdo do curso:</b><br />História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b>Data</b>: 13 de agosto de 2016 – Sábado<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com almoço as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00 (até 30/07 R$ 270,00, até 20/07 R$ 250,00)</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Inclui Apostila, CD com literatura, Almoço e Degustação. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Inscrições:</b> pelo formulário online no link a seguir, </span><br />
<span style="color: #0000ee; font-family: "arial" , "helvetica" , sans-serif;"><u><a href="https://docs.google.com/forms/d/1OsWk16xTFVkzF13AuScB0yunZiT1f5-79sXLiBkmOc4/viewform" target="_blank">https://docs.google.com/forms/d/1OsWk16xTFVkzF13AuScB0yunZiT1f5-79sXLiBkmOc4/viewform</a></u></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">ou pelo email:<a href="https://www.blogger.com/goog_1716879276"> </a></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Efetue o pagamento pelo PagSeguro: (pode ser parcelado em várias vezes no cartão) <br />
</span>
<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ou, se preferir, combine depósito ou transferência bancária através do email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a> </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Quintas-feiras a noite, tem encontro para degustação e troca de cervejas na nossa sede. Moeda local 1 cerveja = 1 cerveja. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Entre em contato pelo email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Se você quiser aprender a fazer cerveja sem sair da sua casa, é só nos chamar. Levamos todo material e equipamento. </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-68647486142490765652016-06-22T15:31:00.000-03:002016-06-22T16:02:26.304-03:00Dá pra fazer Pilsen usando malte inglês ?<b>Charlie Papazian</b>, fundador da American Homebrewers Association após uma visita à Palmetto Brewing Company em Charleston em South Carolina, USA disse:<br />
(primeiro em inglês e na sequencia traduzido)<br />
"I enjoyed all his beers, but the one I marveled at was an exceptionally delicious "Pilsner" that blew me away. It was made with "English Maris Otter" malt rather than traditional Pilsner malt. I loved it and intend to brew it. Its rich complex maltiness and sunrise color complemented everything else that would ordinarily define a Pilsner-style beer. Here´s the recipe that reflects my memorable taste experience".<br />
Eu gostei de todas as cervejas, mas uma que fiquei maravilhado era uma <b>excepcionalmente maravilhosa "Pilsner" que me surpreendeu</b>. Ela foi feita com malte inglês "Maris Otter" ao invés do tradicional malte Pilsner. <b>Eu amei ela</b> e pretendo fazê-la. Seu rico e complexo maltado e cor de nascer do sol complementados por tudo mais que normalmente definem uma cerveja do estilo Pilsner. Aqui está a receita que reflete minha experiência de sabor inesquecível:<br />
<br />
Receita para 21 litros.<br />
4,54 Kg de malte pale inglês Maris Otter<br />
42 g de Mt. Hood ou Liberty, 5% a.a. a 60 min.<br />
42 g de German Hersbrucker Hallertau, 4% a.a. a 20 min.<br />
21 g de American Crystal ou Czech Saaz pellets pra dry hop<br />
1 g de Irish Moss a 10 min. (ou 1 pastilha de whirfloc)<br />
Levedura German Pilsner lager ou White Labs Cry Havoc<br />
175 ml de açucar para priming nas garrafas ou 80 ml para barril.<br />
<br />
Step infusion.<br />
Adicione 9,5 litros de água a 60°C aos grãos moídos e estabilize a temperatura a 56°C por 30 minutos.<br />
Adicione 4,7 litros de água fervendo de forma a trazer a temperatura para 68°C e mantenha por 30 minutos.<br />
Então eleve a temperatura para 75°C, e faça a clarificação e lavagem com 13,3 litros de água a 77°C.<br />
Considere a evaporação da fervura e obtenha mosto suficiente (ou adicione água) para ter no final da fervura 21 litros.<br />
Tempo total de vigorosa fervura será de 60 minutos.<br />
Ao atingir 100°C adicionar o lúpulo de 60 min.<br />
Quando faltar 20 minutos para terminar a fervura adicione o lúpulo de 20 min.<br />
Ao faltar 10 minutos para terminar a fervura adicione o Irish Moss ou Whirfloc.<br />
Esfrie o mosto para 21°C.<br />
Passe o mosto para um fermentador sanitizado.<br />
Caso necessário adicione água esterilizada (fervida) e resfriada a 21°C.<br />
Oxigene o mosto muito bem !<br />
Coloque a levedura a 21°C e monitore e aos primeiros sinais de fermentação baixe a temperatura para 12,5°C e mantenha por 1 semana ou até parar de fermentar totalmente. Meça a densidade até não haver variação por 2 dias consecutivos.<br />
Passe a cerveja para o maturador e adicione os pellets de lúpulo para dry hopping.<br />
"Lager" sua cerveja entre 1,5°C até 7°C de 3 a 6 semanas.<br />
Ao terminar proceda com o engarrafamento/embarrilhamento com priming.<br />
<br />
(aqui termina a receita do Charlie e abaixo segue alguns complementos de minha autoria)...<br />
<br />
Para fazer o priming, derreta os 175 ml de açucar em mais ou menos 3 vezes seu peso em água, o que seria aproximadamente 525 ml de água. Ferva por alguns minutos para esterelizar o açucar.<br />
Misture a cerveja com o priming em um balde de engarrafamento e então proceda o envase das garrafas ou do barril/postmix.<br />
Opcionalmente você pode envasar/embarrilhar e forçar o CO2. (existem outros posts que explicam).<br />
<br />
Em relação ao Dry hopping, ele não menciona o momento de retirar o lúpulo da maturação; porém se não for retirado o lúpulo tende a deixar um sabor gramíneo em sua cerveja que não é muito agradável. O mais aconselhável seria tirar o lúpulo lá pelo 5° ou 7° dia; porém neste caso vale a pena alguns experimentos para aumentar a quantidade de lúpulo, ou até mesmo, no caso, deixar o lúpulo lá até o final da maturação. (!?) Existem outros posts sobre o tema "priming" com considerações e quantidades sugeridas.<br />
Na dúvida, deixe para fazer o dry hopping em uma segunda leva.<br />
<br />
E na narrativa do Charlie ele também não menciona a parada diacetílica que normalmente é feita em casos de Lagers para eliminar o diacetil (sabor de manteiga) produzido pela levedura, então, antes de terminar totalmente a fermentação, lá pelo 6° ou 7? dia você pode aumentar a temperatura de fermentação para 14°C a 16°C e finalizar nesta temperatura. (também existem vários posts sobre este assunto).<br />
<br />
Eu vou experimentar e você ?!<br />
Depois me conta como ficou !!<br />
Assim que a minha ficar pronta eu posto aqui !<br />
<br />
Um brinde !<br />
OOOOOOOOOOOOEEEEEEEEEEEEEEEEE !!!!<br />
EdWAR - membro fundador da Confraria Santista da Cerveja - CONSCERVA !<br />
<br />
<br />Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-78551659826573737182016-06-21T16:05:00.000-03:002016-07-05T10:41:26.597-03:00Pedido público de desculpasAs vezes usamos palavras de forma incorreta que causam interpretações equivocadas em relação à intenção inicial.<br />
Somos humanos e passiveis a errar. Eu sou humano, erro, erro feio !<br />
Mas gosto de ter a oportunidade de pedir desculpas se e quando elas foram plausíveis e aceitáveis.<br />
Acredito e defendo que sempre deve existir a oportunidade de se desculpar, de esclarecer, de pedir uma nova chance.<br />
Gostaria de publicamente pedir desculpas pelo incômodo que causei ao expressar minha opinião sobre as cervejas que propositalmente foram produzidas para serem uma expressão livre de negação à lei da pureza Alemã. (mas ninguém nunca foi obrigado a segui-la além dos Alemães!).<br />
A Lei da Pureza é uma lei da Alemanha e não do Brasil e nem do Mundo. E por isso não entendi a motivação das pessoas em quererem agredir a Lei da Alemanha.<br />
Me incomodo com agressões ainda mais sem sentido e sem querer acabei agredindo com meu texto. (errei).<br />
Cervejas são cervejas. Elas não precisam ser puras ou impuras, precisam ser apenas "cervejas".<br />
Não gosto quando falam mal da minha família, não gosto quando falam mal da minha cidade, nem do meu país e portanto não fiquei confortável muito menos feliz quando todos levantaram uma bandeira para atacar sem motivos a escola alemã ou as suas leis "locais".<br />
Decidi pronunciar minha posição de contrariedade desse "movimento", a meu ver, sem sentido (mas que para várias pessoas tinha sentido, talvez por serem descendentes de povos antigos); e usei mal as minhas palavras (errei) e acabei sendo mal interpretado por amigos.<br />
Não gostaria que pessoas ficassem magoadas e parassem de falar comigo apenas por causa da minha opinião em relação a cerveja pura x impura.<br />
Poxa, foi apenas a minha opinião tornada pública....motivada por toda uma onda de publicações no facebook, blogs, e-mails..pedindo para que todos se juntassem à uma causa que não deveria nem existir ! Ir contra uma lei usada lá na Alemanha.<br />
Porque simplesmente não celebramos a cerveja ! Porque temos que ferir algo ou alguém ?!<br />
Reitero sim que não vejo motivos para agredirmos outra nação, ou suas leis locais, ou pessoas que gostam dela.<br />
Fui ensinado a respeitar para ser respeitado. (acabei desrespeitando o direito dos outros desrespeitarem a lei do outro pais...mas será que temos esse direito?).<br />
E se queremos ser respeitados pelo mundo da cerveja, não devemos faltar ao respeito com os outros.<br />
Não é criando algo "contra a Alemanha" que ganharemos o respeito do mundo !<br />
A lei pode ser certa ou errada, mas ela não afeta e nem penaliza o mundo, apenas os alemães !<br />
Trabalho para que todos nós nos abracemos e façamos as nossas cervejas sem olhar para os outros.<br />
Façamos as cervejas brasileiras, verdadeiras, gostosas, naturais, com qualidade.<br />
Pureza ou impureza, deixemos para a avaliação da água que formos usar em nossas cervejas e de preferência usemos água pura !<br />
Viva a pureza dos propósitos.<br />
Jamais quis magoar ninguém e nunca quero, muito pelo contrario, faço este pedido hoje pois só hoje vim a saber deste incomodo que causei e estou me sentindo muito triste.<br />
Se tivessem me alertado no mesmo dia, já teria ajustados as virgulas de meu texto para que ficasse mais claro sem gerar mágoas, dúvidas ou rusgas.<br />
Meu trabalho é agregar pessoas, fazer e manter amizades, multiplicar o bem.<br />
E me expressar sim, pois todos se expressaram fazendo e bebendo cervejas, contra ou a favor a lei.<br />
Em nenhum momento eu afirmei que é errado ou certo fazer cerveja dentro ou fora da Lei.<br />
Apenas expressei meu incomodo em relação à atitude de chamar para a guerra todos contra a lei. Porque ? Pra que ?<br />
Nunca jamais quis ofender, magoar, chatear !<br />
Novamente, ME DESCULPEM, publicamente peço !<br />
Abraços<br />
Edwar Fonseca<br />
<div>
(caso queiram, por favor, repassem meu pedido de desculpas pelos grupos)</div>
Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-75528447727175215942016-06-03T12:24:00.001-03:002016-06-03T12:24:53.108-03:00Maltes BASE<b>Malte Two-Row (2 linhas)</b> - é o mais comum. Levemente mais escuro do que o malte pálido (pale) amarelo com 3°L em cor. Possui alta atividade enzimática (para conversão do amido). O sabor é doce e neutro.<br />
<br />
<b>Malte Six-Row (6 linhas)</b> - Cresce quase que exclusivamente nos USA. Sua alta atividade enzimática faz dele o preferido quando são usados adjuntos (ex: milho, arroz). Algumas vezes tem mais sabor "grainy" (de grão) e proteínas do que outros maltes, mas é muito parecido ao two-row (2 linhas).<br />
<br />
<b>Malte Pilsen </b>- escolha tradicional para Lagers com cor leve. É o malte base mais claro de todos e tem um sabor muito suave gramíneo.<br />
<br />
<b>Malte Pale Ale</b> - uma versão "crescida" do malte two-row (2 linhas). Sua cor mais escura provê um sabor maior e mais complexo. Extremamente popular para Ales Inglesas e cervejas Americanas mais encorpadas.<br />
<br />
<b>Malte Vienna</b> - tem um sabor suave de tostado e nozes. Ele cria um final limpo e é excelente em Lagers que precisam de alguma complexidade.<br />
<br />
<b>Malte Mild (suave)</b> - Frequentemente usado em conjunto com outros maltes base devido sua cor mais intensa e baixa atividade enzimática. Adiciona um doce de malte à cerveja.<br />
<br />
<b>Malte Munich</b> - Possui um grande range de cores e variedades. Somente as variedades de 10°L para menos devem ser usados como base. Acima desta coloração os maltes não tem praticamente nenhuma ou nenhuma atividade enzimática. Adiciona mais sabor maltado à cerveja e é popular em Amber Lagers.<br />
<br />
<b>Maltes de Trigo, Centeio, Aveia, outros</b> - Qualquer malte destes grãos pode ser usado como malte base, mas o mais popular e com maior atividade enzimática é o da cevada.Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-45613112046668351302016-05-24T17:03:00.001-03:002016-05-24T17:03:38.209-03:00Eu não produzo cerveja; eu posso ir na conscerva?<span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Não é a primeira vez que comentam comigo que acham que só pode ir na Conscerva e na Quinta-SIM quem faz cerveja !</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">A Conscerva é uma Confraria acerca da cerveja, mas aberta ao público em geral.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Fazemos eventos e encontros para confabular sobre cerveja, mas falamos de gastronomia, de bares, de viagens, de todos os assuntos que possam ser falados enquanto degustamos uma boa cerveja.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Mas o que é uma "boa cerveja" ? É a que te agrada !</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Nosso objetivo é difundir o conhecimento acerca da cerveja, como é feita, quais são os ingredientes, quais estilos existem, sabores, aromas, processos de produção; ou seja, fomentar o conhecimento e o beber de forma inteligente e prazerosa.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Mas na Quinta-SIM só pode ir quem faz sua própria cerveja? Todos podem vir ! Até criança ! Não somos um bar ! Somos uma reunião de amigos, um espaço aberto para a família!</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Até quem nem bebe cerveja pode e deve vir! </span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">É um espaço democrático para justamente unir pessoas, fazer amigos com a cerveja. </span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">"- Me disseram que a moeda na Quinta-SIM é cerveja, então eu tenho que levar a "minha" cerveja, a cerveja que eu fiz?"</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Não. A moeda é qualquer cerveja na quantidade que você imagina que vai beber, ou seja, você traz uma cerveja, de preferência artesanal, que pode ser caseira ou comercial, e junta ao todo e consome o que todos trouxeram. Se você vai beber apenas 1 cerveja, você traz 1 cerveja e pode beber qualquer outra que outra pessoa trouxe. E outras pesoas vão beber a que você trouxe. E todos vão beber a de todos! Democraticamente! Mas se você costuma beber 4 cervejas de 600ml, então traga 4 cerveja, e beba 4 cervajs, e desta forma todos trazem um tanto que desejam beber e assim todos vão beber de todos sabores disponíveis proporcionando a todos conhecerem diversos rótulos, diversas cervejas que as vezes não comprariam para suas casas.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">E quem produz, e traz sua própria cerveja feita em casa, tem a disposição vários paladares para avaliação, alguns com mais "rodagem", outros com diplomas, outros com experiências, e outros apenas com o gosto, que vão aos poucos criando as suas experiências e cujos comentários são tão válidos quanto de todos outros; e claro que se desejar terá o tecnês do cervejês, que obviamente é muitíssimo importante para que possamos sempre evoluir nossas produções com bases sólidas, sabendo onde podemos melhorar, construir, adicionar, substituir.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">A avaliações são e devem ser sempre "construtivas". </span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Deve-se apontar os pontos a melhorar, e jamais falar algo que não agrega ! Ninguém é dono da verdade ! Mas uns sabem um pouquinho mais do que outros e no fim todos saberão juntos um pouquinho mais e mais...</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Somos todos uma grande família e estamos te esperando nos dias de brassagens abertas, às quintas-feiras de QUINTA-SIM, às terças-feiras para cursos, e todo e qualquer outro dia que você queira usar nosso espaço, ou trazer uma carne para assar na nossa churrasqueira (traiz que nóis assa), ou usar as panelas para fazer uma cerveja! (tem panelas de 5L, 20L e 100L).</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">E se você quiser fazer uma cerveja, sem nem mesmo nunca ter feito um curso, sei lá, dar de presente, ou pro seu aniversário, vem que a gente tem água, malte, lúpulo e levedura e todo equipamento para realizar este desejo !</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Mas se você quiser aprender, temos cursos disponíveis e depois insumos para suas produções.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">VEEEEEMMMM PRA CÁÀÀ !! Deixa de frescura e vem logo, pelo menos pra dizer como devemos mudar, como devemos ser.</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">OOOOOOEEEEEE !!!!</span><br style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;" /><span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">Viva você a Revolução da Cerveja ! Viva !</span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-25989008231609028002016-04-29T11:20:00.000-03:002016-04-29T11:20:16.963-03:00Speise - Priming com mostoOlá pessoal, é sempre um prazer quando leio alguém falando de um assunto, com um link, e quando clico no link, sou levado a um blog de um grande amigo, no qual já li várias vezes no passado, onde busquei ensinamento e inspiração, e sempre gosto de voltar e reler.<br />
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Nestes dias alguém postou no What´s algo sobre Priming com mosto, Speise, e um link para a matéria do blog do meu amigo Ricardo Rosa, a quem tenho como mestre e um de meus ídolos no mundo da cerveja, a quem respeito e admiro demais, não só pelas excelentes matérias, excelentes cervejas, mas acima de tudo pelo caráter supremo.<br />
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Não vou re-escrever as palavras do Ricardo, deixo o convite a todos para visitarem o post dele.<br />
<br />
Apenas vou chamar o interesse de você cervejeiro para uma técnica que eu acho bem interessante, explicada de forma simples, didática e altamente técnica, em detalhes pelo Ricardo...:<br />
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<b>- SPEISE</b> (ele explica o significado da palavra no post dele) é uma técnica que sugere a nós cervejeiros usarmos o próprio mosto como priming no lugar do açúcar, normal ou invertido, que fazemos comumente.<br />
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Você pode fazer um mosto específico ou pode usar o mosto da própria produção da cerveja que irá envasar; este mosto pode inclusive ser congelado ou resfriado até o dia do envase.<br />
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O mais interessante nesta técnica é que você proverá para as leveduras um alimento completo em nutrientes para que ela produza gás carbônico na sua cerveja sem produzir algo além da sua fórmula.<br />
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Seria isso muito preciosismo ? Não é mais fácil usar somente o açúcar mesmo pois já sabemos as quantidades necessárias (ou não ! rssss....)<br />
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<b>Leia (vale muito a pena)</b>, e tome suas conclusões:<br />
<a href="http://conscerva.blogspot.com.br/2016/04/curso-sobre-cerveja-e-producao-de.html">http://conscerva.blogspot.com.br/2016/04/curso-sobre-cerveja-e-producao-de.html</a><br />
<br />
Abraços e boas cervejas.<br />
Edwar<br />
<br />Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-83668495104504778522016-04-27T15:20:00.002-03:002016-04-27T15:20:22.150-03:00Curso sobre Cerveja e Produção de Cerveja Artesanal em Santos/SP - todas semanas<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Olá amigos,</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">As pessoas estão pedindo curso de produção artesanal e a gente tá enlouquecido para oferecer mas está complicado.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Está difícil conciliar os finais de semana, nossos e dos interessados. Então que tal facilitarmos ???</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Hoje em dia existem, a cada dia mais e mais, materiais, vídeos e livros disponíveis na internet; então vamos facilitar para todo mundo !?</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Resolvemos quebrar o curso em 3 partes, independentes, de uma forma mais flexível, versátil e <b>democrática</b>. Você faz só o que está afim !</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Toda semana, sempre as <b>terças-feiras</b>, as 20:00 h teremos aulas ! <b>Terça-SIM</b> !</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Você participa quando der e como quiser pois cada curso não depende do outro. </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">(mas tem que se inscrever sempre antes devido o espaço ser limitado):</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- Uma semana: História, Insumos, Estilos</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- Outra semana: Processo na teoria.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- Outra semana: Produção na prática. (5 litros) </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Você não é obrigado a participar de todos e nenhum é mandatório para outro, e você pode fazer tudo na mesma semana ou semanas diferentes e se quiser pode até fazer várias vezes (rsss.).</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Mas..., e.... o curso completo, dia todo, vai acabar ? NÃO !! Ele existirá, sempre que tivermos agenda; ou grupos fechados.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">O curso em um único dia, tem de 7 a 8 horas de duração, e é todo minuciosamente trabalhado para entrelaçar teoria e prática, além de incluir apostila, CD, almoço e cervejas e custa R$ 300,00.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Agora, cada dia de curso, isoladamente, custará R$ 70,00.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">A apostila impressa será cobrada a parte: R$ 20,00</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">E o CD com muito material de apoio: R$ 10,00</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Como estamos explodindo o curso em 3 partes, no total, somando os 3 dias ele custará menos, mas com isso não teremos comida e nem cerveja em nenhum dos dias.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Haverá cerveja (Bamberg, Morada e em breve BodeBrown) disponível em todos os dias, a venda. </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Mas como aqui o que manda é a democracia, você pode trazer cerveja ou o que você quiser beber e comer, fique a vontade, a casa é sua ! (Churrasquinho pode ? Claro !)</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
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<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Bom, agora é com vocês.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"></span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Se gostaram da ideia, inscrevam-se, participem e compartilhem.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><b><br /></b></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><b>A disponibilidade das datas estará sempre aqui ao lado, no menu lateral</b>.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Posso ir direto lá na Conscerva ? Pode, mas..</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- se não tiver interessados no dia, o local estará fechado, </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- se já estiver lotado, você não poderá fazer. </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">- se tiver vaga...OK, seja bem-vindo.</span><br />
<div>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Rua Cardeal Arcoverde 169, Estuário, Santos/SP </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">(indo pela av. Afonso Pena do canal 5 para canal 4, 2a rua a direita).</span></div>
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OOOOOOOEEEEEEEEEEEEEEEEEEE !!!!!!!!!!!!!!!!!<br /><span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com1tag:blogger.com,1999:blog-2762691913918355681.post-38926381427127633172016-04-08T15:19:00.000-03:002016-04-11T15:19:54.490-03:00Festa em homenagem a 500 anos da Lei da Pureza AlemãHá 500 anos atrás, em 23 de abril de 1516 o Duque da Baviera decretou uma lei para padronizar as bebidas que eram produzidas com os grãos cultivados na região. As pessoas estavam usando plantas, raizes e vários outros ingredientes perigosos para a saúde e abusando de vender enganações.<br />
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Então o Duque decretou que cerveja seria apenas a bebida produzida com água, cevada e lupulo; e só poderiam vender volumes pré-definidos. (observar que na época a levedura/fermento não era conhecido, pois o microscópio só foi inventado nos idos da Revolução Industrial, e com isso Deus era louvado por prover a maravilhosa bebida - "<strong>Graças a Deus</strong>").<br />
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E há <strong>500 anos</strong> esta Lei continua viva e válida !<br />
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E para celebrar este trecho da história da nossa amada bebida, vamos fazer uma festa !!!<br />
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<strong>Ueeebbaaaa FEEESTA !!!!</strong><br />
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E para ser em grande estilo alemão, só chope de estilo alemão, e "a vontade" !<br />
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<strong>Quando?</strong> <span style="font-size: large;">23/04/2016 - sábado a partir das 17:00h</span><br />
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<strong>Onde?</strong> <span style="font-size: large;">Ducati Lounge</span> (rua Alexandre Herculano próximo da Ana Costa)<br />
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<strong>O ingresso dá direito a:</strong><br />
<ul>
<li>1 caneca de vidro com tirante</li>
<li>chope a vontade</li>
<li>pretzels</li>
<li>1 salsichão com mostarda (caso queira mais, haverá a venda)</li>
</ul>
(água e outras bebidas a venda na casa)<br />
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<strong>Quanto custa?</strong> R$ 100,00 para homens e R$ 60,00 para mulheres.<br />
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<strong>Onde compro os ingressos?</strong><br />
<ul>
<li>Online <a href="https://temporario-conscerva.lojaintegrada.com.br/">https://temporario-conscerva.lojaintegrada.com.br</a> </li>
<li>Ducati Lounge</li>
</ul>
(não haverá ingresso em papel, apenas lista com os nomes de quem comprou)<br />
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Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-29718821867565052492016-04-06T10:40:00.002-03:002016-04-06T10:40:23.018-03:00Passo-a-passo da burocracia necessária para montar sua cervejaria e registrar no MAPAVamos começar do fim para o começo: para engarrafar e vender legalmente sua cerveja, você precisa de registro no MAPA tanto da fábrica quanto da cerveja. (todas as que produzir com receitas distintas).<br />
<br />
E ai começa toda a burocracia necessária, passo-a-passo até estar pronto para solicitar o registro no MAPA.<br />
<br />
Para registro da sua "fábrica" no MAPA você precisará:<br />
- CNPJ<br />
- Contrato Social<br />
- Inscrição Estadual<br />
- Planta baixa da instalação<br />
- Memorial Descritivo das Instalaçõe e Equipamentos<br />
- Manual de Boas Práticas de Fabricação contemplando todas atividades pretendidas pela empresa (produção, envase, venda, distribuição, ...)<br />
<br />
Então mãos a obra pois para obter tudo isso acima citado.<br />
Vários passos prévios são necessários, antes mesmo de começar a produzir, veja abaixo:<br />
<br />
Verificar a lei de zoneamento da sua cidade: Onde pode ser instalada uma fabrica.<br />
<br />
Montar um pequeno descritivo da sua futura fabrica contendo uma planta baixa sugerida da instalação (uma vez que você ainda não possui um local), localização prevista, como será produzida a cerveja, como será feito o recebimento, armazenamento e manuseio de produtos e maquinas e o descarte de dejetos, citar todas as leis que norteiam a atividade, justificando com base na lei de o porquê escolheu o local em questão.<br />
<br />
Com este pequeno documento, fazer visitas aos orgãos que mais tarde vistoriarão suas instalações e lhe darão a permissão (ou não) de funcionamento e perguntar: "posso ir em frente?". Basicamente os orgão municipais, como:<br />
- Bombeiros<br />
- Orgão local do meio ambiente<br />
- Fiscalização da Prefeitura (verifica o zoneamento e o impacto no local)<br />
<br />
É melhor saber de antemão se terá a benção ou será proibido, para evitar desgaste e perder investimentos.<br />
<br />
Se tudo estiver bem, então é hora de alugar (ou comprar) o local.<br />
Se alugar formalizar o contrato de aluguel constando explicitamente a atividade que pretende realizar.<br />
<br />
Uma vez alugado/comprado o local, é hora de contratar um arquiteto e fazer a planta baixa oficial com cortes transversais e longitudinais; fiel ao espaço físico disponível prevendo:<br />
- instalações elétricas,<br />
- hidráulicas,<br />
- gás,<br />
- esgoto pluvial,<br />
- esgoto cloacal,<br />
- entradas de produtos,<br />
- entradas de pessoas,<br />
- saida de produtos,<br />
- saida de dejetos<br />
<br />
Criar um Memorial Descritivo de cada parte da fábrica.<br />
Um memorial descritivo pode ser complementado aos poucos, pois ele precisará conter:<br />
- todas informações da fábrica<br />
- finalidades do estabelecimento (produtor/engarrafador/envasador/...)<br />
- controle de qualidade<br />
- rastreabilidade dos produtos<br />
- aspectos gerais do estabelecimento<br />
- descrição das seções que o compõe<br />
<br />
Então vamos lá...com documentos completos temos uma visão excelente do que será nossa fábrica.<br />
<br />
Vamos em frente.<br />
<br />
Registrar a empresa da Receita Federal e cumprir as exigências junto aos demais orgãos estaduais e municipais. (DICA: não tente fazer nada sozinho, cerque-se dos melhores profissionais que puder....contrate um escritorio de Contabilidade para todos os registros necessários pois eles ja conhecem todos os tramites necessários).<br />
<br />
Neste momento é importante você fazer o registro no INPI (Instituto Nacional de Marcas e Patentes Industriais) para garantir a propriedade da sua marca. (Novamente cerque-se de profissionais como um Advogado para que este registro seja rapido, caso contrário pode levar mais de 3 anos. Atenção quanto a empresas que se oferecem para este serviço. Só as contrate se forem de seu conhecimento, amigo, indicação segura; senão evitem !).<br />
<br />
Após inscrição municipal, você receberá a visita do fiscal da Prefeitura que fará a vistoria do local para ver se realmente se encaixa nas leis de zoneamento dentro do que você informou na solicitação do cadastro.<br />
<br />
Obter licença ambiental junto ao orgão de meio ambiente local. (vão verificar o impacto da fabrica ao meio ambiente. Por isso é importante ter um documento previo com detalhes e visitar o orgão previamente).<br />
<br />
Anotação de Função Técnica junto ao Conselho Regional do responsável Técnico da sua obra e da sua futura fábrica. (ex: CREA para Engenheiros, ...)<br />
<br />
Programa de Prevenção Contra Incêncios (PPCI) junto aos Bombeiros.<br />
<br />
Muito bem, com tudo OK, chegou a hora de realizar a montagem da fábrica conforme o previsto na planta baixa.<br />
<br />
Com tudo montado e testado, chegou a hora da solicitação de registro da sua fábrica no MAPA (Ministério da Agricultura Pecuária e Abastecimento) e vistoria da ANVISA (Agência Nacional de Vigilância Sanitária).<br />
<br />
Para registro no MAPA:<br />
- Pré-cadastro online<br />
- Solicitação de registro do estabelecimento<br />
- Análisa da solicitação<br />
<br />
Com a aprovação do MAPA chegou a hora de registrar suas cervejas:<br />
<br />
Existem regras básicas para composição do rótulo:<br />
- deve indicar a denominação da cerveja.<br />
- Ex: uma Imperial Stout deve ser denominada como "Cerveja Forte Preta". O nome Imperial Stout deve fazer parte do nome da cerveja ou marca. Cerveja pois contém malte na formula de acordo com a lei, Forte de acordo com análise do extrato primitivo está relacionada a concentração alcoólica e densidade, e Preta ou Escura em relação à cor, abaixo de 20 EBC é cerveja clara ou somente "cerveja", e acima de 20 é cerveja preta ou cerveja escura. Todos estes limites estão explicitamente definidos na lei.<br />
- os ingredientes (lista em ordem descrecente de concentração incluindo água, matérias-primas e aditivos)<br />
- conteúdo/volume<br />
- teor alcoólico<br />
- identificação do lote<br />
- data de validade (o prazo de validade declarado no rotulo é de responsabilidade do fabricante que deve garantir que o produto seja seguro para consumo dentro deste prazo).<br />
- forma correta de armazenar o produto (em pé, sob refrigeração quando não pasteurizadas, ..)<br />
- informações do fabricante<br />
- deve conter nome empresarial<br />
- endereço completo do estabelecimento (incluindo identificação do local de produção, caso seja terceirizada)<br />
- deve conter a expressão "Industria Brasileira"<br />
- deve conter o CRQ do Responsável Técnico quando este for Químico.<br />
- Número de Registro no MAPA<br />
<div>
- dizeres obrigatórios em lei (Contém Gluten (se for o caso), Teor alcoólico, "Evite o consumo excessivo de álcool", "Se beber, não dirija".</div>
- marca comercial<br />
- seguir legislação que especifica o tamanho minimo da fonte de acordo com cada volume de garrafa.<br />
- denominação da cerveja em cor única e contrastando com o fundo do rótulo<br />
- é proibido associar cerveja:<br />
- ao esporte olimpico ou de competição<br />
- ao desempenho saudável de qualquer atividade<br />
- à condução de veículos<br />
- imagens ou idéias de maior exito ou sexualidade<br />
- não podem conter informações, simbolos ou denominações que induzem o consumidor a erro ou engano<br />
- não pode atribuir ou induzir ao pensamento de que traz propriedades medicamentosas, terapêuticas<br />
- não pode destacar caracteristicas intrinsecas de todas cervejas, por exemplo, dizer que não possui "colesterol" sendo que nenhuma cerveja possui colesterol.<br />
<br />
<br />
Solicitação de registro do produto no MAPA:<br />
- através do mesmo sistema online de registro do estabelecimento o SIPEAGRO o responsável solicita o registro do produto com todas as informações que constarão no rótulo.<br />
<br />
Prazos para os registros no MAPA:<br />
- depende de estado para estado pois o MAPA controla registros de diversos produtos e estabelecimentos do âmbito de Agricultura, Pecuária e Abastecimento o que inclui muitas industrias de toda cadeia produtiva.<br />
- no estado RS (Rio Grande do Sul) são em "média": 30 dias para estabelecimento e 7 dias para produtos.<br />
<br />
Mão a obra.<br />
OOOOEEEEEEEEEEEE....Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-16518660130360739712016-04-05T20:27:00.000-03:002016-04-05T20:27:46.577-03:00Água cervejeira<div class="separator" style="clear: both; text-align: center;">
Comunmente é este o rótulo que vemos nas garrafas de água industrializadas:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSxrLHmFB6zTayJJySO16cIH9UsoYAaIcVRRh3emJrJZtoc2PJHo8pIiGhZaf0RQBRPSFPrivuhEb9Z4qBdqsSXCFBEREYaoaIfAx6Sn_J1zYbl1J1ioFTRPpPuyrpYnFPAl7K4LvDfTw/s1600/Agua+-+Exemplo+de+Composi%25C3%25A7%25C3%25A3o+Qu%25C3%25ADmica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSxrLHmFB6zTayJJySO16cIH9UsoYAaIcVRRh3emJrJZtoc2PJHo8pIiGhZaf0RQBRPSFPrivuhEb9Z4qBdqsSXCFBEREYaoaIfAx6Sn_J1zYbl1J1ioFTRPpPuyrpYnFPAl7K4LvDfTw/s320/Agua+-+Exemplo+de+Composi%25C3%25A7%25C3%25A3o+Qu%25C3%25ADmica.jpg" width="180" /></a></div>
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<br /></div>
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Abaixo temos algumas caracteristicas basicas sugeridas como range interessante:</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
Água ideal:</div>
<table border="1">
<tbody>
<tr><td>pH inicial</td><td>entre 6,0 e 7,0</td></tr>
<tr><td>pH da mostura</td><td>entre 5,2 e 5,3(os maltes acidificam o mosto)</td></tr>
<tr><td>Carbonato e Bicarbonato</td><td>25 - 50 mg/L (cervejas claras)<br />
100-300mg/L (cervejas escuras)</td></tr>
<tr><td>Cálcio</td><td>50-150mg/L</td></tr>
<tr><td>Cloreto</td><td>inferior a 150mg/L</td></tr>
<tr><td>Dureza:</td><td>soma cálcio+magnésio+bicarbonato (1 ppm = 1mg/L)<br />
0-50 ppm = mole<br />
51-110 ppm = média<br />
111-200 ppm = dura<br />
200+ ppm = super dura</td></tr>
<tr><td>Ferro</td><td>menor que 0,05 ppm.</td></tr>
<tr><td>Magnésio</td><td>10-30 mg/L</td></tr>
<tr><td>Sódio</td><td>10 - 70 mg/L - normais<br />
150-200 mg/L - realça corpo maltado<br />
acima de 200 mg/L - indesejável (salgado).</td></tr>
<tr><td>Sulfato.</td><td>10-50mg/L:= cervejas leves,<br />
30-70mg/L = quase todas,<br />
100-130mg/L para estilos Vienna e Dortmunder<br />
500 mg/L para Pale Ale de Burton e Trent.</td></tr>
</tbody></table>
<br />
Mas o interessante é conhecermos um pouco de cada um destes compostos encontrados na água para saber se gostariamos de ajustá-los adicionando ou subtraindo algo.<br />
<br />
Alcalinidade:<br />
está relacionado com o pH da água (alcalina,neutra,ácida). Presença de hidróxidos, carbonatos e bicarbonatos. O pH ideal para o maximizar o trabalho enzimatico na mostura é 5,2 - 5,4. Ácido lático ou fosfólico cria mais acidez, carbonato de cálcio reduz a acidez.<br />
<br />
Carbonato e Bicarbonato: (CO3 e HCO3)<br />
no mosto determinam a acidez. Quando a concentração é baixa o pH é baixo. Ex: Quando do uso de maltes escuros na receita. Maltes escuros possuem maior acidez. Se houve muita concentração destes compostos o pH aumenta o que afeta a eficiencia das enzimas que precisa ficar no range de 5,2 a 5,4..<br />
25-50 mg/L - cervejas claras e 100-300mg/L - cervejas escuras.<br />
<br />
Cálcio (Ca):<br />
- aumenta a acidez (reduz o pH)<br />
- estimula atividade enzimatica<br />
- ajuda a gelatinizar o amido<br />
- melhora fluidez do mosto<br />
- potencializa a extração de amargor dos lupulos<br />
- auxilia na precipitação das proteínas na fervura ajudando na estabilidade coloidal<br />
- importante nutriente do fermento<br />
- dosagem ideial entre 50 mg/L e 150 mg/L são aceitáveis<br />
- em excesso:<br />
- causa problemas na filtragem<br />
- dimimui fosfatos (importante nutriente para as leveduras)<br />
- dá sabor adstringente, salgado, seco<br />
<br />
Cloreto (Cl):<br />
- melhora a sensação na boca e complexidade da cerveja quando em "baixas" concentrações.<br />
- deve ser inferior a 150 mg/L<br />
<br />
Dureza:<br />
- presença de bicarbonatos, sulfatos de cálcio e magnésio<br />
- depende da quantidade de sais dissolvidos<br />
- quanto mais sais mais dura será a água<br />
- o indice de dureza é o resultado da soma de ions de Cálcio, Magnésio e Bicarbonato em ppm (partes por milhão) 1 ppm = 1mg/L<br />
- 0-50 ppm - Água mole<br />
- 51-110 ppm - Água média<br />
- 111-200 ppm - Água Dura<br />
- 200+ ppm - Água super dura<br />
- pode ser temporária ou permanente:<br />
- temporária: pode ser removida por fervura ou adição de CaOH (hidroxido de cálcio)<br />
- permanente: fosfato, nitrato, sulfato e cloreto de cálcio<br />
<br />
Magnésio (Mg):<br />
- ajuda ação enzimática na mostura<br />
- acentua sabores na cerveja (até certo ponto)<br />
- nutriente essencial para leveduras (em baixas qtdds)<br />
- em excesso axalta amargor indesejável<br />
- entre 10 - 30 mg/L (acima disso gera amargo, seco, adstringente não desejáveis)<br />
<br />
Sódio (Na):<br />
- em excesso gera sabor salgado<br />
- entre 10 - 70 mg/L - normais<br />
- acima de 150 mg/L - realça corpo maltado<br />
- acima de 200 mg/L - indesejável (salgado)<br />
<br />
Sulfato (SO4):<br />
- degradação do amido e proteínas<br />
- consequentemente ajuda na filtragem e formação do trub<br />
- acentuam amrgor seco do lúpulo<br />
- cervejas leves 10-50mg/L:, demais de 30-70mg/L<br />
- entre 100-130mg/L para estilos Vienna e Dortmunder<br />
- 500 mg/L para Pale Ale de Burton e Trent<br />
<br />
<br />
INDESEJADOS:<br />
Cloro:<br />
- deve ser removido<br />
- gera off-flavor medicinal<br />
<br />
Ferro:<br />
- a partir de 0.05 ppm causa sabor de "tinta"<br />
- acima de 1 ppm:<br />
- enfraquece as leveduras,<br />
- aumenta a turbidez<br />
- oxidação de taninos<br />
<div>
<br /></div>
Sulfeto:<br />
- deve ser eliminado<br />
- é encontrado no composto DMS (dimetilsulfeto) que se forma na mostura cujos precursores são criados na malteação.<br />
- o DMS é volátil e deve ser eliminado na mostura pela evaporação, caso contrario gera sabor de milho e vegetais cozidos.<br />
<div>
<br /></div>
<br />
DICAS<br />
- evitar CLORO e FERRO:<br />
- se usar água da caixa d´água certifique-se de:<br />
- eliminar o cloro com fervura e evaporação previa à sua brassagem ou usando filtros de carvão ativado.<br />
- limpar frequentemente a caixa d´água para não ter contaminantes ou metais pesados (decantam na caixa)<br />
- não usar com canos velhos de ferro (o ferro causa turbidez e gosto de tinta)<br />
<br />
- estilos Vienna, Dortmunder, Pale Ale de Burton e Trent precisam de níveis maiores de Sulfatos.<br />
<br />
- Cálcio e Magnésio ajudam na fermentação.<br />
<br />
- Sódio: controle bem para estilos maltados<br />
<br />
<br />Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-69154320372802319792016-02-29T12:11:00.000-03:002016-02-29T13:13:25.362-03:00Festinha de St Patrick da ConscervaComo de costume a Conscerva celebra St Patrick e nossa festinha será no próprio dia 17/março, quinta-feira, QUINTA-SIM !<br />
Teremos banda "ao vivo" tocando U2 e outros rocks Irlandeses.<br />
Teremos animadores Leprechauns recepcionando e sorteando vários brindes para os presentes.<br />
Chope caseiro e artesanal.<br />
Assim como no ano passado faremos nossa festinha no Studio Rock Café na rua Marechal Deodoro da Fonseca 100. A partir das 20:00h. (pontualmente).<br />
Mais detalhes em: <a href="https://www.facebook.com/conscerva">https://www.facebook.com/conscerva</a>.<br />
Os ingressos já estão a venda: <a href="http://temporario-conscerva.lojaintegrada.com.br/">http://temporario-conscerva.lojaintegrada.com.br</a> não perca pois são pouquissimas entradas.<br />
Corre !!<br />
OOOeeeeeeeee.....<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoGkz-bKVWPGhiix1XxZvvraw8G5VNoziVsEzkmCwEqsFkannCIvJzaanGq7-hZ6WHNXtMFjTC3SVt_O2m-E5lKmqH9efviNhyphenhyphendXwt1jSZ6Zk4-PhmtaIJPzlGLRiU2sOHNtawY79Lz6A/s1600/MontagemStPatrickVariasImagens2016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoGkz-bKVWPGhiix1XxZvvraw8G5VNoziVsEzkmCwEqsFkannCIvJzaanGq7-hZ6WHNXtMFjTC3SVt_O2m-E5lKmqH9efviNhyphenhyphendXwt1jSZ6Zk4-PhmtaIJPzlGLRiU2sOHNtawY79Lz6A/s400/MontagemStPatrickVariasImagens2016.jpg" width="400" /></a></div>
<br />Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-16059340174851586272016-02-18T11:54:00.002-02:002016-02-18T11:54:27.603-02:00Carta Aberta sobre o momento atual<div>
Olá seguidores. Ótima quinta-feira a todos. Quinta-SIM !</div>
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<br /></div>
<div>
Esta é uma Carta Aberta contendo algumas palavras do Edwar sobre o atual momento e o maravilhoso futuro que nos aguarda:</div>
<div>
<br /></div>
<div>
Degustem com coração e mentes abertas e muita sede:</div>
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<br /></div>
"<br />
<div>
A Conscerva é uma Confraria, união de amantes de cervejas de qualidade.</div>
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<div>
A Confraria, fundada em 2008, inicialmente apenas para produzir cerveja, hoje é formada por cervejeiros caseiros, sommeliers, amantes de cerveja, donos de bares, empórios e restaurantes. Democrático.</div>
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<div>
Porém, até hoje, somos um grupo aberto, sem vinculo entre as partes. Hoje não há taxa de adesão ou pagamento de contas ou mensalidades. Participa quem quer, a hora que quer; pois não existe nem entrada e nem saída, apenas participação !</div>
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<div>
Todos têm por obrigação se respeitar e trabalhar juntos para o crescimento da cerveja na região, sem concorrência, sem egoísmo ou conflitos de interesses.</div>
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<div>
O conflito de datas, de eventos, dos vários grupos e estabelecimentos na cidade e de participantes da Confraria é muitas vezes inevitável, pois todos sempre oferecerão o que houver de melhor à quem frequenta seus espaços; mas sempre que possível os conflitos serão contornados de forma a ser bom para todos. Mas como citado, muitas vezes é inevitável, as vezes imprevisto, as vezes previsto mas sem opções. (entendam).</div>
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Mutios se perguntam: Vocês se conversam ? E a resposta é: Sim !</div>
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Mas....</div>
<div>
- Quem nunca errou ? Ou foi pressionado a fazer algo por falta de opção ?</div>
<div>
- Quem nunca julgou o outro sem nem mesmo perguntar o porquê de uma atitude ?</div>
<div>
- Quem nunca começou uma frase dizendo "Será que...." ? ("será que" é um "pre-julgamento" sem apurar a verdade).</div>
<div>
- Quem nunca se esqueceu ou confundiu uma data ? </div>
<div>
- Quem nunca se esqueceu de um compromisso ? </div>
<div>
- Quem nunca teve que dizer não para um amigo porque tinha uma festa de familia ? Ou vice-versa ? Amigo é amigo, né não ?</div>
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Esta carta visa dizer que existe sim um "ruido" no ar, atrapalhando a nossa boa convivência. E isso está incomodando a todos.</div>
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Tem gente espalhando a discórdia.</div>
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Tem falta de comunicação.</div>
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Tem falhas.</div>
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Tem enganos.</div>
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Mas não há maldades, não há falta de vontade.</div>
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Temos que nos unir, conversar, apurar, corrigir, melhorar, progredir. Juntos !</div>
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Muitos evitam falar isso ou aquilo, ou encontrar esse ou aquele ou tocar neste ou naquele assunto. Porquê ? Porque somos humanos. Passíveis de erros, enganos e pré-julgamentos. Mas porquê ?</div>
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E quando os eventos coincidem datas !? </div>
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Aí perguntam : - Será que um fez de propósito para atingir e concorrer com o outro ?</div>
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Afirmo que nunca houve e nem haverá má vontade ou desdém de qualquer parte, apenas falta de opção, coincidência, correria de resolver e contratar serviços, compromissos pré-assumidos; entre outras coisas inerentes aos eventos e ao ser humano nos dias de hoje. "Correria".</div>
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Infelizmente, sofrem dores invisíveis aqueles que não sabem perdoar ou que julgam os outros por suas próprias crenças infundadas. </div>
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Sofre quem se julga o dono da verdade sem nunca ter ouvido as partes.</div>
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Sofre quem não quer ouvir e tentar entender os motivos de cada parte e com isso ser tolerante a divergências e trabalhar para a união.</div>
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É muito facil dar as costas e sair fora porque não concorda com A ou com B, ao invés de tentar ouvir, ajudar, e trabalhar em prol da união ! É dificil eu sei, e como sei, mas não podemos simplesmente desistir.</div>
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Não é fácil unir pessoas em torno de um assunto, seja lá qual for. São várias idéias, varias opiniões, varios pré-julgamentos. </div>
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Só com amor, dedicação, doação é que se consegue um degrau a mais.</div>
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Fico triste ao ver pessoas ventilando discórdia pelo simples fato de se julgar o detentor da verdade absoluta. </div>
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Deixemos de lado qualquer pre-julgamento e vamos nos unir ?</div>
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A Conscerva continua com seu propósito de fomentar a cultura da cerveja artesanal. </div>
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Continuará a abrir as portas às Quintas-Feiras e todos os outros possíveis dias para cursos, encontros, palestras, festas, eventos e tudo o que puder trazer a todos amantes de cerveja o que houver de melhor.</div>
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E continuará dando todo apoio possível e imaginável a todos outros estabelecimentos de negócios que também oferecem o que nós mais amamos.</div>
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Novamente reitero, que se eventos coincidirem datas, isso foi previamente discutido entre todos responsáveis e da melhor forma serão resolvidos, com um horário diferente, com uma proposta diferente, mas sempre com foco de "não concorrência" e sim fomento do bem ! </div>
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Oooeeeeeeeeeee !?</div>
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Não ouvi.....Mais alto por favor.............</div>
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OOOOOOOOOOOOOOOOEEEEEEEEEEEEEE<wbr></wbr>EEEEEE !</div>
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Um brinde.</div>
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Edwar Bustamante da Fonseca</div>
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Fundador da Conscerva.</div>
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"</div>
Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com1tag:blogger.com,1999:blog-2762691913918355681.post-81066964732584798082015-11-06T16:54:00.001-02:002015-11-17T10:24:41.510-02:00Curso de Produção de Cerveja Artesanal - em Santos - 28/nov - sábado<span style="font-family: "arial" , "helvetica" , sans-serif;">Vem ai mais uma edição do curso de produção artesanal de cerveja da CONSCERVA.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Vem brassar com a gente...e crescer esta sensacional familia de cervejeiros caseiros na Baixada Santista..</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Veja fotos de cursos anteriores. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><strong>Dia 28 de novembro é dia de aprender a fazer cerveja.</strong></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Conteúdo do curso:</b><br />História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b>Data</b>: 28 de novembro de 2015 – Sábado<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com lanche as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00 </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Inclui Apostila, CD com literatura, Lanche e Degustação. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Inscrições:</b> pelo formulário online no link a seguir, <a href="https://docs.google.com/forms/d/13Xw_pVN_XsGISi9y5sJZ_MeVQ4Yonb6XYb2_p5IBEoI/viewform" target="_blank">https://docs.google.com/forms/d/13Xw_pVN_XsGISi9y5sJZ_MeVQ4Yonb6XYb2_p5IBEoI/viewform</a> </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">ou pelo email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Efetue o pagamento pelo PagSeguro: (pode ser parcelado em várias vezes no cartão) <br />
</span>
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<!-- INICIO FORMULARIO BOTAO PAGSEGURO -->
<br />
<form action="https://pagseguro.uol.com.br/checkout/v2/payment.html" method="post" target="pagseguro">
<span style="font-family: "arial" , "helvetica" , sans-serif;">
<input name="code" type="hidden" value="85099B018E8EE529947D8F81E50D9C54" />
<input alt="Pague com PagSeguro -
é rápido, grátis e seguro!" name="submit" src="https://p.simg.uol.com.br/out/pagseguro/i/botoes/pagamentos/209x48-comprar-assina.gif" type="image" />
</span></form>
<br />
<!-- FIM FORMULARIO BOTAO PAGSEGURO -->
<span style="font-family: "arial" , "helvetica" , sans-serif;">Ou, se preferir, combine depósito ou transferência bancária através do email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a> </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Quintas-feiras a noite, tem encontro para degustação e troca de cervejas na nossa sede. Moeda local 1 cerveja = 1 cerveja. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Entre em contato pelo email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Se você quiser aprender a fazer cerveja sem sair da sua casa, é só nos chamar. Levamos todo material e equipamento. </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-67511587079968095342015-10-27T17:11:00.002-02:002015-10-27T17:24:15.433-02:00Oktocerva 2015 - Novo status<img alt="" class="om-O-x" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhokM1fp6AXgH41tLnvUSY2lJDp3cO7lbby7_kKcS4ItuBqqoLvF_ZDpKdpWD7lE6s4bVWJc8zhBl6foTLAInw5qZR3nyqVZgqqjFOZNsATEepUvgxekIsPYS_199gkrsgBOepQoq6kPDE/h120/banner_oktocerva.jpg" style="height: 120px; left: 0px; top: 0px; transform: rotate(0deg); width: 326px;" /><br />
Pessoal, o 1o lote já está esgotado e o segundo lote tá quase acabando...<br />
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Não perde tempo....<br />
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Acessa o link e garanta sua presença.... <a href="http://temporario-conscerva.lojaintegrada.com.br/">http://temporario-conscerva.lojaintegrada.com.br</a> <br />
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Você não vai querer ficar de fora né ?<br />
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São "mais" de 600 litros de chope caseiro a vontade para "degustar" na caneca de vidro que vai ganhar. E água para hidratar...(hidrate entre um chope e outro).<br />
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O lema é: Beba menos, Beba "melhor"... (beba com responsabilidade - vá de carona, de taxi,...)<br />
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Comidas a venda: Mexicano, Sandubas Naturais, Sandubas de Pão de Malte com Carne ao molho de cerveja, Batatas Curly...<br />
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Rock´n Roll..... Stand de Tatuagem.... !<br />
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Stands com diversas cervejas a venda para você levar para casa.<br />
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Você é cervejeiro caseiro? Leve algumas de suas produções e troque com outros caseiros... Escambo cervejeiro...<br />
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CORRE !!! Avisa seus amigos .... o tempo voa !<br />
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Um brinde !Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-67291575957865305432015-10-13T20:26:00.003-03:002015-10-13T20:26:56.583-03:00OKTOCERVA - 2015Fala galera cervejeira!!!<br />
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Já imaginaram um evento de cervejas de panela, com rock, amigos e boa comida???<br />
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Então parem de imaginar e venham participar conosco da OKTOCERVA - Encontro da Conscerva e Amigos Cervejeiros que será realizado no dia 14/11 das 13h às 18h na ATAC - Av. Ana Costa 89A.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj17fWPaBhe7ltZz8SrIHS4GSohwkebkHOe0hIPHwK1XIqVqXOMadVm1-24cdQIiW8KgV2DjEOTxcVTeNI_DOwHlLEtz8sXsCLW8xpcEPqPzLf2rS2pblz2J_YWj5Dr9fzmYi0dUfbjhVU/s1600/panfleto_10x15_frente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj17fWPaBhe7ltZz8SrIHS4GSohwkebkHOe0hIPHwK1XIqVqXOMadVm1-24cdQIiW8KgV2DjEOTxcVTeNI_DOwHlLEtz8sXsCLW8xpcEPqPzLf2rS2pblz2J_YWj5Dr9fzmYi0dUfbjhVU/s640/panfleto_10x15_frente.jpg" width="434" /></a></div>
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Serão 600 litros de cerveja caseira brassadas por 8 cervejeiros malucos da Baixada Santista.<br />
Logo divulgaremos os estilos.<br />
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Para comer:<br />
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Sanduíches Naturais - <a href="https://www.facebook.com/SandubikeSantos?fref=ts">Sandubike</a><br />
Comida Mexicana - <a href="https://www.facebook.com/antojitosmexicanos.br?fref=ts">Antojitos</a><br />
Sanduíches com Pão de Malte e Molhos de Cerveja - <a href="https://www.facebook.com/emporiosantossabores?fref=ts">Santos Sabores</a><br />
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Mas lembrem-se, os ingressos são <b>limitados</b> e já estão a venda somente pela internet, não perca tempo!!!<br />
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Primeiro Lote - R$ 65,00<br />
Segundo Lote - R$ 75,00<br />
Terceiro Lote - R$ 85,00.<br />
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O ingresso dá direito à caneca de vidro do evento, água e cerveja a vontade,enquanto durar (Comidas não inclusas).<br />
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<b> <a href="http://temporario-conscerva.lojaintegrada.com.br/">***** COMPRE SEU INGRESSOS AQUI *****</a></b><br />
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Viva a Revolução!!!<br />
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Anonymoushttp://www.blogger.com/profile/05007576341443188288noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-30824587294484893602015-06-24T14:57:00.001-03:002015-06-24T15:19:57.618-03:00Bate-papo com Murilo FoltranBate-papo com Murilo Foltran, patrocinado por ACERVA PAULISTA.
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<img height="138" 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" 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Vagas limitadas.<br />
Local: Adega Santista<br />
Data: 02/julho/2015 <br />
Horário: 20:00<br />
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Custo: gratuito.(não há previsão de distribuição gratuita de cervejas)
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Faça sua inscrição pelo link:
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<a href="https://docs.google.com/forms/d/1wF88bj339YmuRUUESXOd-G8K9AbkJWMMqrYJpTnk7aQ/viewform">https://docs.google.com/forms/d/1wF88bj339YmuRUUESXOd-G8K9AbkJWMMqrYJpTnk7aQ/viewform</a>
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Confirmações serão enviadas por email informado na inscrição.
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Abraços
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Conscerva.Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0tag:blogger.com,1999:blog-2762691913918355681.post-66446280688710092292015-06-12T08:47:00.000-03:002015-06-12T14:41:04.370-03:00Curso de Produção Artesanal de Cerveja em Santos - 21/junho/2015 - domingo<span style="font-family: Arial,Helvetica,sans-serif;">Vem ai mais uma edição do curso de produção artesanal de cerveja da CONSCERVA.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Vem brassar com a gente...e crescer esta sensacional familia de cervejeiros caseiros na Baixada Santista..</span>
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<span style="font-family: Arial,Helvetica,sans-serif;">Veja as fotos do último curso.. <a href="https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1">https://www.facebook.com/media/set/?set=a.377774425740564.1073741837.147247462126596&type=1</a> </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><strong>Dia 21 de Junho é dia de aprender a fazer cerveja.</strong></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Conteúdo do curso:</b><br />História da Cerveja, Ingredientes, Estilos, Equipamento, Processo de produção (na prática).<br /><b>Data</b>: 21 de Junho de 2015 – Domingo<br /><b>Horário:</b> Inicio às 09:00 h – duração de 7 a 8 horas. (com lanche as 12:00 h)<br /><b>Preço individual:</b> R$ 300,00</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Inclui Apostila, CD com literatura, Lanche e Degustação. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Inscrições:</b> pelo formulário online no link a seguir, <a href="https://docs.google.com/forms/d/13Xw_pVN_XsGISi9y5sJZ_MeVQ4Yonb6XYb2_p5IBEoI/viewform">https://docs.google.com/forms/d/13Xw_pVN_XsGISi9y5sJZ_MeVQ4Yonb6XYb2_p5IBEoI/viewform</a> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif;">ou pelo email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Efetue o pagamento pelo PagSeguro: (pode ser parcelado em várias vezes no cartão) <br />
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<form action="https://pagseguro.uol.com.br/checkout/v2/payment.html" method="post" target="pagseguro">
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<input name="code" type="hidden" value="85099B018E8EE529947D8F81E50D9C54" />
<input alt="Pague com PagSeguro -
é rápido, grátis e seguro!" name="submit" src="https://p.simg.uol.com.br/out/pagseguro/i/botoes/pagamentos/209x48-comprar-assina.gif" type="image" />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ou, se preferir, combine depósito ou transferência bancária através do email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br />Quintas-feiras a noite, tem encontro para degustação e troca de cervejas na nossa sede. Moeda local 1 cerveja = 1 cerveja. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Entre em contato pelo email: <a href="mailto:edwarfonseca@gmail.com">edwarfonseca@gmail.com</a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Se você quiser aprender a fazer cerveja sem sair da sua casa, é só nos chamar. Levamos todo material e equipamento. </span>Edwar Fonsecahttp://www.blogger.com/profile/15916394874693082189noreply@blogger.com0