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 capela imperfeita
Vale a pena conhecer esta obra grandiosa
A capela imperfeitas e a capela do fundador são incríveis

A Capela-Mor
Sala do Capítulo
Capela do Fundador
Panteão de D. Duarte capela do fundador

a todas as pessoas que contribuíram para que esta obra seja o que ela é um muito obrigada , estejam aonde estiverem

 

Muito bom!

 

Então ninguém traz perguntas?

 

Boa tarde vamos ver quem nos traz alguma perguntinha...

 

Deixa-me muito triste saber que ninguém tem interesse em manter vivo este tópico, que teria muito para dar a todos se fosse bem aproveitado e utilizado por todos.
Mas eu não posso obrigar ninguém a vir cá, portanto, que posso eu fazer senão esperar que venham melhores dias?

 

Boa noite, então cá vai uma pergunta, aliás duas!

Qual a melhor altura do ano para se cortarem roseiras?
A fase da lua tem influência?

 

Quem será o Mestre em plantio que vai responder?

 

Olá.
Sendo eu um aluno bastante aplicado, é evidente que já fui procurar a resposta.
Aqui fica a informação que encontrei, a qual passo a citar.

"Geralmente, nos meses mais frios do ano, e quando as roseiras se encontram num estado “dormente”, devem ser podadas de forma a permitir que a planta se desenvolva com a sua força dirigida a um crescimento correcto e que a ajude a produzir flores de qualidade. A maioria das plantas precisam de ser podadas, mas no caso das roseiras, a poda torna-se muito importante para o correcto desenvolvimento das mesmas. Em termos gerais, a época da poda da roseira será no início da estação de crescimento, a Primavera. No entanto, e se a sua zona for muito fria e ventosa, é aconselhável também podar no Outono, para que as roseiras não sofram danos fortes durante o Inverno.
Normalmente a primeira poda deverá ser feita um ano após ter sido plantada – a dita poda de formação, que vai orientar a estrutura da roseira. Após esta primeira modelagem da planta, deverá ser feita a limpeza anual da roseira onde a poda vai eliminar os ramos danificados, quebrados, ou com pragas que, se deixados permanecer, enfraqueceriam a planta, retirando força aos ramos saudáveis que têm o potencial de dar flores com mais qualidade.
Deve-se no entanto ter atenção à altura em que a poda da roseira é feita. É aconselhável aproveitar a época quando a temperatura for no máximo 10ºC, dado o estado de dormência da planta. A fase da Lua deverá ser minguante pois, embora não esteja provado, diz-se que é mais favorável para as plantas fazer a poda nesta fase lunar.
A poda das roseiras vai sempre depender da espécie em questão (será diferente se se tratar de um arbusto ou de uma trepadeira) e terá duas funções: modelar e revitalizar a planta.
Existem três tipos de poda a ter em consideração com respeito às roseiras:

Poda Baixa: Faça primeiro uma limpeza da roseira, retirando os ramos secos, fracos e mal formados. De seguida corte todas os ramos, deixando-os a uma altura de 20 a 25cm (a partir do ponto de enxerto). Corte sempre em diagonal aproximadamente 1cm acima da gema mais próxima. Isto ajudará o brotamento. Ideal para rosas-rasteiras, rosas “Santa Teresinha” ou miniaturas.
Poda Alta: Faça uma limpeza à planta da mesma forma que na poda baixa e corte os ramos a uma altura de 80cm a 1 metro. As hastes mais fortes podem ficar um pouco mais longas, mas procure que a roseira fique a uma altura adequada ao lugar onde está situada. Este tipo de poda é dirigida a roseiras em arbusto e trepadeiras, embora não precise de ser tão drástico no último caso.

Poda Parcial: Faça a mesma limpeza como nos casos anteriores e em seguida pode as hastes para um terço do seu comprimento total. Esta poda é mais adequada a roseiras silvestres e trepadeiras cujas hastes alcancem 3 metros de comprimento ou mais. É muito importante que deixe as hastes presas ao tutor de modo a que haja um brotamento das gemas.
É sempre importante fertilizar uma planta depois da poda, para permitir que se alimente de forma a alcançar o seu potencial nas condições em que se encontra.

O Corte Correcto
Deve podar as hastes sempre na diagonal e a poucos milímetros da gema mais próxima. Nas imagens poderá ver o corte correcto (e os incorrectos), que deve ser aplicado para permitir que a planta cresça com mais força, que no fundo é a função da poda.
Nota: se quiser que a roseira dê frutos (algumas roseiras premeiam o seu jardim com frutos de várias cores) atrase a poda de Outono. A poda correcta varia de espécie para espécie, tendo sido aqui dadas as regras gerais. Consulte o local onde comprou a sua roseira para informações mais específicas."


De seguida, apresento dois tipos de corte errado e um tipo de corte correto. Primeiro vou mostrar os cortes errados e depois o corte correto.

Corte errado nº1

​

Segundo o site do qual eu retirei a resposta, este é um corte errado porque é horizontal e demasiado longe do local onde a gema brotará.


Corte errado nº2

​

Segundo o site do qual eu retirei a resposta, este é um corte errado porque foi feito no sentido contrário ao crescimento da gema.


Corte correto

​

Segundo o site do qual eu retirei a resposta, este é um corte correto porque é oblíquo e no sentido que brotará a gema, a poucos milímetros de distância.


Para terminar, deixo um exemplo de um fruto da roseira. Segundo o site do qual eu tirei a resposta, para que estes apareçam tem de se adiar a poda do Outono.

​

Espero que seja esta a resposta que a feiticeira pretende.

jedfjedf1996

 

Aguardemos para ver se a feiticeira confirma...

 

Jedf muito obrigada pela tua completíssima resposta.
Foi bastante clara!
Vou podar as roseiras cá de casa e depois dir-te-ei o resultado....lá mais para maio!
Para já dou-te 20 pontos.
Quando as roseiras florirem dou-te mais 20....e terás ainda uma foto a comprovar o resultado.

 

Boa noite a todos!

Como vão estas aulas?

 

Olá!
Passeando pelo fórum, cheguei aqui e já gostei da proposta do tópico.
Muito interessante o tema da poda de rosas, eu não fazia ideia! (rs) Sempre gostei de flores, mas não levo muito jeito para cultivá-las, uma pena.
Quero voltar aqui outras vezes e, quem sabe, contribuir um pouquinho também.
Boa noite a todos e até mais.

 

Quem será o próximo que fará a pergunta?

 

Já que ninguém se voluntaria para fazer mais uma pergunta, eu mesmo farei outra pergunta.

O que é o SPSS?
​

Boas pesquisas e nada de ser preguiçosos, se faz favor.

jedfjedf1996

 

Boa tarde!

Vou esperar a resposta a esta pergunta, pois de momento estou ocupada com um relatório.

 

Olá boa tarde!
Devo dizer que é um assunto que desconheço totalmente.
Após pesquisa, que de seguida passarei a citar, fiquei com uma ideia, mas esta não é a minha "praia".
Mas gosto sempre de ficar a saber um pouco mais. "Saber não ocupa espaço!"
Espero que esteja certo.


"SPSS é um software aplicativo (programa de computador) do tipo científico. Originalmente o nome era acrónimo de Statistical Package for the Social Sciences - pacote estatístico para as ciências sociais, mas na atualidade a parte SPSS do nome completo do software (IBM SPSS) não tem significado. Pacote este de apoio a tomada de decisão que inclui: aplicação analítica, Data Mining, Text Mining e estatística que transformam os dados em informações importantes que proporcionam reduzir custos e aumentar a lucratividade. Um dos usos importantes deste software é para realizar pesquisa de mercado."

Já agora deixo uma questão de ..............raposas!

Das cerca de 37 espécies reconhecidas como raposas, somente 12 pertencem ao gênero Vulpes das "raposas verdadeiras", do qual a raposa vermelha é a mais comum.
Quais são as outras onze???

 

Resposta certíssima, feiticeira.

Só uma coisa que eu não percebo em relação à tua pergunta, feiticeira. Como é que 12+11=37?
É que tu disseste que 12 espécies de raposas pertencem ao género Vulpes e dizes que existem 37 espécies de raposas. Depois perguntas quais são as outras 11 espécies de raposas. Ora, 12+11=23.
Não haverá um engano nos números?

 

Há cerca de 37 espécies reconhecidas como raposas, somente 12 pertencem ao género Vulpes das "raposas verdadeiras", do qual a raposa vermelha é a mais comum.
Quais são as outras 11 raposas que pertencem a este género?
Atenção, falo de raposas e não de rapouuuuuuuuuuuuuusas!

 

Boa noite aos dois!

Para que já trocaste o Jed todo, Feiticeira. x)