Animais olímpicos
O ser humano mais veloz do mundo alcança uma velocidade máxima de 43,5 Km/h,o que é lento se comparado ao falcão-peregrino,a ave mais veloz;e com o guepardo,o mamífero mais veloz;e com o agulhão-bandeira,o peixe mais veloz dos mares
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir1K4ymeMujiHbmOMOObdO5mzx3XYEsX59R0GdoN-YZnPBOlgaz3pg-8j88O8kOLmsAdnoj2jeVrgStiRsenTG60_dA17QawEVb_BEJNwqVkx8W94awtNRWYLqkXMRjC3Ot7zzVLyNtLI/s400/images+%25282%2529.jpg)
![Resultado de imagem para imagens do falcão peregrino](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQAFJ2LGlpsxjXkXXLAmniZG_gQXqf8KtiiXWy1BoEAP51ktEgQTQ)
Esse é o famoso Falcão-Peregrino (mas eu vou falar sobre os outros não se preocupe)
![Resultado de imagem para imagens do agulhão bandeira](data:image/jpeg;base64,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)
Mergulho bomba
A velocidade de um falcão-peregrino é de cerca 64 Km/h,mas pode chegar a 122 Km/h.Quando dá um mergulho no ar para caçar uma ave,pode ultrapassar incríveis 322 Km/h.
Nenhum comentário:
Postar um comentário