Aventura Na Quinta

Boa noite,

Não tinha noção que existiam tantas espécies de macacos.
Obrigada por partilharem as vossas pesquisas Ana_Lu e -VanessaRosa-

​

 

Os primatas estão entre os animais mais fascinantes da Terra, seja pela sua inteligência ou pela sua diversidade. Até hoje, já foram descritas 483 espécies desse grupo de mamíferos – sem contar a humana.
​

 

Boa noite

Quanto macaco! Pesquisas bem interessantes por aqui

 

Bom dia!

Estou de acordo com o que postou a aipmilo e faço minhas as suas palavras!

 

bom dia fazendeiros!



Os primatas estão entre os animais mais fascinantes da Terra, seja por sua inteligência ou por sua diversidade. Até hoje, já foram descritas 483 espécies desse grupo de mamíferos – sem contar a humana.
Em um esforço para reunir informações sobre elas, a Conservação Internacional, a União Internacional pela Conservação da Natureza e a editora Lynx Edicions lançaram um livro com fotos e ilustrações dos primatas do mundo. Foram incluídas 479 espécies – as quatro restantes foram descritas recentemente, após o fechamento da publicação.
Espalhados pelos quatro cantos do mundo, os primatas só não ocorrem naturalmente na Antártica. O Brasil é o país com mais espécies já observadas: 116, das quais 63 existem apenas aqui.
Apesar de sua riqueza e diversidade encantarem os humanos, o grupo dos primatas é um dos mais prejudicados pela ação do homem. “Cerca de metade das espécies está ameaçada principalmente pela caça e pela destruição das florestas onde vivem”, explica zoólogo Anthony Rylands, da Conservação Internacional.
Vários primatas estão à beira da extinção, como o lêmure Lepilemur septentrionalis, do norte de Madagascar. Estima-se que só existam 16 desses animais na natureza. “Porém, ameaça não é um conceito baseado simplesmente em termos de quantos restam”, diz Anthony. Ele explica que os cientistas também levam em conta a rapidez com que a população de uma espécie está diminuindo e a capacidade que ela tem de se recuperar.
Segundo o especialista, proteger os primatas é fundamental. “Além de serem extremamente interessantes por si próprios, esses animais são importantes para a regeneração das florestas, pois ajudam na dispersão de sementes e na polinização”, defende.
http://data:image/jpeg;base64,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

http://data:image/jpeg;base64,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



​

http://data:image/jpeg;base64,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

 

è só macacos e macacas...rsrsrsrs ...isto sem contar a gente.

 

Olá boa tarde!
Segundo as minhas pesquisas, são 483!

​

 

Boa tarde !
Passando pra ficar por dentro das pesquisas de vocês !
Bom trabalho pessoal !

 

Muito bem...gostei.

Desafio:
Qual é o maior animal do planeta?

 

Olá a todos! Eis minha pesquisa :
A baleia-azul é um mamífero pertencente à ordem Cetacea de nome científico Balaenoptera musculus. É o maior animal do planeta, atinge cerca de 30 metros de comprimento e possui cerca de 120 toneladas de massa. As fêmeas são maiores que os machos e podem pesar até 130 toneladas.

​

 

olá boa noite...
e as minhas pesquisas indicam que...

A resposta é a gigantesca Baleia Azul.
Ela pode mergulhar e nadar até 100 metros sob a água e ingere milhões de animais minúsculos por dia (conhecidos como krill). As baleias azuis podem medir até 30,5 metros e não apenas são os maiores animais do mundo atual como são os maiores que já documentamos (incluindo os extintos).
Essas belezas pesam mais de 180 toneladas – o que equivale a cerca de 135 fuscas. Só a língua do bichão pesa mais de 2 toneladas e o coração da baleia, sozinho, tem o tamanho de um fusca.

Mesmo após o nascimento, os filhotes de baleia azul são muito grandes – eles medem oito metros e pesam mais de 3,5 toneladas, em média.

​

 

Boa noite Fazendeiros

O maior animal do mundo eu já sabia qual era, não sabia era o que era um "Fusca", secapipas.
Já fui pesquisar e já aprendi. Aqui em Portugal, chamamos de "Carocha"

Cantinho óptimo para aprendermos coisas novas todos juntos

 

O maior animal do planeta é a Baleia Azul.
​

 

Passando para desejar boa noite a todos

 

Pesquisei e eis o que encontrei:

O animal maior é... um verme!

Sim, sim: é isso mesmo. O maior animal do mundo é um verme, concretamente, o Lineus longissimus conhecido popularmente como o "verme cordão de bota". O espécime foi encontrado no Parque Nacional das Ilhas Cíes, na costa galega, onde se achou um exemplar de 30 metros de comprimento.
No entanto, este não é o maior exemplar encontrado: de fato, em seu habitat natural, na Grã-Bretanha, foi encontrado um verme de 60 metros. Com estes dados podemos afirmar que oLineus longissimus é o maior animal do planeta, sem sombra de dúvida.


ou:

A baleia azul é o maior animal do mundo, mamífero marinho do grupo dos cetáceos, chegando a atingir 30 metros de comprimento, chegando a pesar 180 toneladas.

A Baleia Azul apresenta um corpo longo e esguio, com seu dorso em diferentes tons azuis-acinzentados, enquanto que seu ventre é geralmente mais claro.


Estas baleias gigantes são avistadas somente ao norte dos oceanos Atlântico e Pacífico, em partes do oceano Antártico, no oceano Índico e no sul do oceano Pacífico.



Apesar de seu tamanho, a dieta das baleias-azuis consiste quase que exclusivamente de pequenos crustáceos conhecidos como krill, além de pequenos peixes e lulas.


Até o início do século 20, as baleias azuis eram abundantes em todos os oceanos, mas eram muito caçadas pelos navios baleeiros, chegando assim, à beira da extinção.



A partir de 1996 sua caça foi proibida e conforme relatório de 2002 estimou-se que existam de cinco a doze mil baleias-azuis ao redor do mundo.
O volume de seus pulmões pode chegar a 5 000 litros e Quando emergem para respirar, podem produzir jatos de água de até 12 metros de altura. Sua nadadeira dorsal é pequena, visível apenas por um curto período de tempo, enquanto mergulham.
As baleias-azuis podem atingir velocidades de até 50 km/h por curtos períodos de tempo, mas nadam normalmente em torno dos 20 km/h. Elas podem emitir sons que atingem os 188 dB que podem ser ouvidos a mais de 800 km de distância.

 

Pesquisas muito interessantes por aqui

 

Bom dia!


Então aqui fica uma fotografia da baleia azul, que é o maior animal do mundo!

Na sua fase adulta pode facilmente alcançar os 36 metros de comprimento (apenas para efeito de comparação isso significa que ela é maior que um Boeing 737) e seu peso pode atingir as 180 toneladas.

Bom evento a todos!​

 

Bom dia!

Passando para dar uma espreitadela

 

Bom diaaaaaaaaaaaaaa
Boa tardeeeeeeeeeeeee
E vamos ao resumo da pesquisa:
Se você imagina que o maior animal que já esteve entre nós foram os dinossauros pode até ter chegado perto, mas errou.
Este animal até corre o risco de extinção, mas é muito mais por culpa do próprio homem do que por um meteoro que venha a cair do céu. Além disso, ele é um dos mais belos seres marinhos, trata-se da baleia azul.
Em sua fase adulta pode facilmente alcançar os 36 metros de comprimento (apenas para efeito de comparação isso significa que ela é maior que um Boeing 737) e seu peso pode atingir as 180 toneladas.

​

Excelente quarta-feira para todos!!!

 

Boa tarde, pessoal! Como é bonita a baleia, não é? Pesquisas muito interessantes, estou gostando de ver a participação de todos