Le Réchauffement Climatique :
L'augmentation de la température peut être très dangereuse car sinon il y a la fonte des glaces.
Entre 1880 et 2012 : La température moyenne de la Terre et des Océans a augmenté de 0,8°C . Beaucoup de scientifiques ont peur que cette température moyenne AUGMENTE ENCORE de 4,5°C d'ici 2100. Voici 2 images de ce qui se passe quand il y a le réchauffement climatique dans l'Arctique et dans l'Antarctique : La fonte des glaces.
![Résultat de recherche d'images pour "Le réchauffement climatique"](data:image/jpeg;base64,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)
3 conséquences du réchauffement climatique
1. Si la fonte des glaces devient de plus en plus importante et si la mer augmente de température cela provoquera la montée des mers. Les zones côtières très peuplées, avec de nombreuses villes, seront inondées ; cela va entraîner de forts déplacements de populations. Les habitants de certaines îles devront obligatoirement partir pour vivre ailleurs. Et l'habitat naturel des animaux de ces contrées sera détruit, ces espèces disparaitront.
![Résultat de recherche d'images pour "Image de la montée des mers"](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTULuhTkaczu25x6dGR9qkHK0Xv-_pYTivZa4-f0p7rcKqyMf7Yig)
2. Evidemment, la sécheresse. Il y en a beaucoup dans les endroits chauds. Ces sécheresses sont plutôt dans les déserts
![Résultat de recherche d'images pour "Image de sécheresse dans un 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)
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)
3. Affronter les catastrophes naturelles, car il y en aura de plus en plus si les températures augmentent. Cela provoquera plus d'inondations, de tempêtes et de tornades.
![Résultat de recherche d'images pour "Image de catastrophes 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)