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Seperti Inilah Pemandangan Piramida agung Giza dari atas

Seperti Inilah Pemandangan Piramida agung Giza dar...

The Great Pyramid of Giza (Piramida Khufu/ Piramida Cheops)...[±270 kata]

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Jamur kuping atau biasa di sebut “lember”

Jamur kuping atau biasa di sebut �lember�

Jamur kuping atau biasa di sebut “lember” oleh m...[±1289 kata]

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Di pakistan terdapat pohon yang ditahan lebih dari 120 tahun

Di pakistan terdapat pohon yang ditahan lebih dari...

Pakistan,-Menurut Daily Sabah, sekitar 121 tahun lalu, tepatnya pada 1...[±245 kata]

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Ekosfer, Lapisan Atmosfer Bumi Paling Luar

Ekosfer, Lapisan Atmosfer Bumi Paling Luar

Eksosfer adalah lapisan atmosfer terluar dari rangkaian atmo...[±328 kata]

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Soekarno dan Perjuangan Kemerdekaan Bangsa Palestina

Soekarno dan Perjuangan Kemerdekaan Bangsa Palesti...

Indonesia, Palestina, Dunia,-Setelah KMB ( Konferensi meja Bundar )di Den Haag, Belanda a...[±303 kata]

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Inilah Sosok yang pernah bakar uang 2 juta dolar ( setara 20 miliar rupiah ) demi hangatkan putri nya

Inilah Sosok yang pernah bakar uang 2 juta dolar (...

Raja narkotika Kolombia Pablo Escobar pernah membakar uang l...[±209 kata] 2ic_album.png

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Inilah Siput Gunung Berapi Cangkangnya Terbuat dari Besi

Inilah Siput Gunung Berapi Cangkangnya Terbuat dar...

Misteri mahkluk penghuni gunung berapi dan cangkang logamnya...[±209 kata]

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Cara Meningkatkan Memori Otak Alami Sehat dan Aman

Cara Meningkatkan Memori Otak Alami Sehat dan Aman

Saat ini tidak hanya orang tua yang bermasalah dengan memori...[±334 kata]

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10 Pekerjaan Paling Menyenangkan

10 Pekerjaan Paling Menyenangkan

Namanya pekerjaan emang gampang-gampang susah.. apalagi di j...[±839 kata]

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Viral TKW di Mekkah Tak Lulus SD, Namun Berhasil Menjadi Miliarder Berkat Usaha Ini

Viral TKW di Mekkah Tak Lulus SD, Namun Berhasil M...

Seorang wanita yang merupakan tenaga kerja wanita (TKW) di M...[±309 kata]

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

Apakah titik didih air selalu 100?C?

 Pertanyaan :Apakah yang dimaksud dengan titik didih no...[±487 kata]

@infodunia
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Pengusaha Rusia Jadi Pengantar Makanan Selama Pandemi

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@infodunia
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Selama Wabah Besar Melanda Eropa Newton Menemukan Hukum Gravitasi, Ilmu Optik dan Kalkulus. Kalau Kalau Menemukan Apa ?

Selama Wabah Besar Melanda Eropa Newton Menemukan ...

Ketika 'Great Plague of London' melanda Inggris mulai tahun...[±266 kata]

@infodunia
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Unik! Penambang Rusia Temukan Berlian di Dalam Berlian

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Penambang di Siberia menemukan sebuah berlian unik yang diam...[±293 kata]

@infodunia
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Bagamana Cara Mengetahui Usia Alam Semesta ?

Bagamana Cara Mengetahui Usia Alam Semesta ?

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Indonesia Pernah Mengeluarkan Koin Emas 23 Karat

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