CLASSIFICAÇÃO CIENTÍFICA:
Reino: Animalia
Filo: Chordata
Classe:Mammalia![](data:image/jpg;base64,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)
Superordem: Xenarthra
Ordem: Pilosa
Família: Bradypodidae
Megalonychidae
INFORMAÇÕES IMPORTANTES:
Reino: Animalia
Filo: Chordata
Classe:Mammalia
Superordem: Xenarthra
Ordem: Pilosa
Família: Bradypodidae
Megalonychidae
INFORMAÇÕES IMPORTANTES:
O bicho-preguiça é um mamífero com hábitos de vida noturnos.
Podemos encontrar estes animais em florestas tropicais da América do Sul, América Central e Mata Atlântica
Vive em pequenos grupos, embora possuam vários hábitos solitários
Possui grandes garras, utilizando-as para subir e permanecer na copa de árvores de grande porte
Sua alimentação baseia-se em folhas, raízes, brotos de algumas espécies de árvores e frutos
Dorme aproximadamente 14 horas por dia, pendurado nas árvores
Um animal saudável costuma viver entre 30 e 40 anos
Descem do topo das árvores apenas uma vez por semana com o objetivo de fazer suas necessidades fisiológicas
Existem várias espécies, divididas em duas famílias: Bradypodidae (possuem três dedos em cada braço) e Megalonychidae (dois dedos)
Esta espécie animal orienta-se principalmente pelo olfato, pois seu sistema visual não é muito desenvolvido
CARACTERÍSTICAS PRINCIPAIS:
Cor: cinza claro com machas pretas, marron ou branca
Peso: em média de 4 a 6 kg
Comprimento: aproximadamente 70 cm (contando a cauda)
Gestação: 120 a 180 dias
Peso: em média de 4 a 6 kg
Comprimento: aproximadamente 70 cm (contando a cauda)
Gestação: 120 a 180 dias
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