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Ulang Tahun Kubus Rubik Yang ke 40 di logo Google



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Google hari ini tanggal 19 Mei 2014 memperingati ulang tahun ke 40 sejak ditemukannya Kubus Rubik. Ya sebuah permainan teka-teki mekanik yang akrab di kalangan anak-anak, remaja maupun dewasa. Kubus Rubik ditemukan pada tahun 1974 oleh pemahat dan profesor arsitektur Hungaria, Ernő Rubik. Kubus ini terbuat dari plastik dan terdiri atas 26 bagian kecil yang berputar pada poros tertentu.

Setiap sisi dari kubus ini memiliki sembilan permukaan yang terdiri dari enam warna yang berbeda. Ketika terselesaikan/terpecahkan, setiap sisi dari kubus ini memiliki satu warna dan warna yang berbeda dengan sisi lainnya.

http://www.hnkcnews.com/wp-content/uploads/2014/04/innovation_rubik_cube.jpg
Kubus Rubik tercatat sebagai mainan yang paling banyak terjual di dunia. Rekor dunia dalam menyelesaikan Kubus Rubiks dengan mata tertutup berhasil dicetak pada kompetisi Jakarta Open 2010 pada tanggal 31 Januari 2010 di FX Building, Jakarta.

Muhammad Iril Khairul Anam menyelesaikan Rubik berukuran 3×3 dengan mata tertutup sebanyak 16 buah dalam waktu 57 menit.

Tidak hanya Muhammad Iril, Indonesia juga menempatkan putra bangsa lainnya di peringkat ketiga rekor dunia yaitu Wicaksono Adi dengan menyelesaikan 11 kubus Rubik tanpa melihat dalam waktu 55 menit 10 detik.

Selain itu, Indonesia juga pernah memecahkan rekor dunia lain, dicabang Rubik’s Clock atas nama Jonathan Irvin Gunawan yang dicetaknya pada 26 Mei 2012 di Bandung. Dia menyelesaikan Rubik’s Clock dengan waktu rata-rata 7.09 detik. Semua rekor ini tercatat di WCA.

Kubus Rubik mulai terkenal setelah penyelenggaraan Indonesia Open 2009, dimana acara ini diliput oleh SCTV. Tidak lama setelah itu, kubus rubik mulai populer dan sudah dijual di toko-toko buku besar, seperti Gramedia.

Rekor tercepat dalam menyelesaikan Kubus Rubik’s (Rekor Indonesia) menurut MURI berhasil dicetak pada acara HUT MURI (Museum Rekor-Dunia Indonesia) pada tanggal 31 Januari 2007 di Hotel Grand Candi, Semarang.

Catatan waktu yang dibukukan adalah 19,33 detik atas nama Abel Brata Susilo, sedangkan menurut WCA (World Cube Association, organisasi rubik tingkat dunia), Rekor Indonesia dipegang oleh Stephen Adhisaputra pada tanggal 14 Januari 2012 dalam even Rubikku Champ dengan catatan waktu 6.84 detik.


Sumber : Sidomi
 
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