![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_t3wmo4GtWK0ikcyPhhCDSA8hBiDEidbntW0Q4ct1-AxxmBwzRcmrFK6faI6mPvirayZplj-b9YHIVwe_FhvoTkd7duY0X-DZVF9Eu_6dRrF5HoO_WWOtk8ILxtXgvSfDhzJg=s0-d)
O primeiro gravador de vídeo cassete foi desenvolvido em 1956 e pesava 750 quilos. Mais 15 anos foram necessários até que se alcançasse uma versão comercialmente viável.
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)
Qual o país com o maior número de camelos selvagens? Você está enganado, é a Austrália.
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)
Nada se perde: depois que grãos de café são descafeinados, os beneficiadores de café vendem a cafeína para fabricantes de refrigerantes e indústrias farmacêuticas.
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)
Embora minúscula (800 km2) a república de Kiribati é a única nação do mundo que está nos quatro hemisférios. Suas ilhas são cortadas tanto pela linha do Equador quanto pela linha internacional de data: está no norte, sul, leste e oeste.
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