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)
Uma girafa tem no pescoço o mesmo número de vértebras de um humano: apenas sete.
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)
A síndrome de Asperger tem este nome em homenagem ao pediatra austríaco que descreveu a doença em 1944. Ele chamava seus pacientes de "pequenos professores".
![](data:image/jpeg;base64,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)
Os diamantes são muitos instáveis à temperatura e pressão da superfície da Terra. Cada diamante que já saiu de uma mina está lentamente se transformando em grafite.
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