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Version actuelle datée du 3 janvier 2023 à 19:52


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  • تضاريس اليمن

يقسم اليمن من حيث التكوين الطبيعي إلى خمس مناطق هي: المناطق الجبلية: سلاسل جبلية تقع في المناطق الجنوبية والغربية بمحاذاة المناطق الهضبية، أعلى منطقة فيها جبل النبي شعيب (3666) مترا. مناطق الهضاب: تقع إلى الشرق والشمال من المرتفعات الجبلية وموازية لها، وتتسع أكثر باتجاه الربع الخالي


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................................................................................مثل الجبال الشاهقه ................................................................................الوديان الواسعه ................................................................................السهول المتنوعه

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