Imagem agora das 22h do dia 05.12.2012, mostra na região Sul e Sudeste a formação de instabilidades. Vemos que o aquecimento da superficie do mar no Atlântico Sul contribui em muito, como vemos na imagem. As nuvens dirigem-se para o Centro Oeste a Amazônia, fazendo o caminho oposto do que normalmente ocorre.
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_t1mZXlEZqeonvoBAS7m4to47CMapCC09Tmzgg8uSDjYuQwpDRJLtUuJ_nAREkfAmCoenBoh1Dm79ycmUQlUxIoP5jjxP1m9x3SZCOAWlRshM1Ebf4vVwoYGen6HE4m7BmVlMKokdyr_pDZFUx_dIeNabT0z1r2DRbTrc4mKdtPPWSbixTkW8oUMeboRnyiFBqKDw=s0-d)
Vemos no mapa abaixo, as temperaturas da superficie do mar hoje, dia 05.12.2012. Estão mais altas e também no Peru e norte do Chile a influência do El Niño Modoki(Um El Niño mais fraco) com temperaturas de 20°C.
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)
Vemos no mapa abaixo, as temperaturas da superficie do mar hoje, dia 05.12.2012. Estão mais altas e também no Peru e norte do Chile a influência do El Niño Modoki(Um El Niño mais fraco) com temperaturas de 20°C.
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