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Khawatir virus korona, Pesiden Jokowi: Saatnya kerja di rumah, sekolah di rumah, ibadah di rumah

Khawatir virus korona, Pesiden Jokowi: Saatnya ker...

Semakin maraknya kekhawatiran masyarakat terkait penyebaran...[±263 kata]

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China resmi membangun salah satu ladang tenaga surya terbesa...[±171 kata]

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Tikus Makan Uang Kertas 18.000 Dollar di Mesin ATM

Tikus Makan Uang Kertas 18.000 Dollar di Mesin ATM...

Ketika teknisi bank di India akhirnya dipanggil untuk menyel...[±218 kata] 2ic_album.png

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Rontgen Tak Sengaja Menemukan Sinar-X dan Sempat Dianggap Hoaks

Rontgen Tak Sengaja Menemukan Sinar-X dan Sempat D...

Ketika penemuan sinar-X diumumkan pada akhir 1895, Lord Kelv...[±302 kata]

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How to Top Up Your OVO Balance at BCA ATMs

If you previously told me the steps to register an account i...[±1432 kata]

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Berlin – Dunia energi tengah digemparkan oleh sebuah terob...[±324 kata]

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Cara Membuka Pola HP yang Lupa: Praktis Sekali Klik!  ...[±78 kata]

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