Saturday, January 5, 2019

Timur dan Barat

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Timur dan Barat

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Setelah adanya penemuan yang menunjukkan bahwa bumi ….

Setelah adanya penemuan yang menunjukkan bahwa bumi berbentuk bola pada saat tertentu berada bagian timur dan barat oleh karena rotasi bumi secara sendiri. Matahari muncul di satu daerah dan pada saat yang sama tenggelam dari wilayahnya yang kedua, dan ini terjadi secara terus menerus tidak akan berhenti yang dimulai dari barat dan timur dan barat, 

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
Hal inilah yang telah dinyatakan dalam Al Qur'an dalam firman Allah:
فَلاَ أُقْسِمُ بِرَبِّ الْمَشارِقِ وَالْمَغَارِبِ
“Demi Tuhan dari timur dan barat” (Al-Ma’arij: 40]. Subhanallah!

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