data:image/jpeg;base64,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 

Dulu aku sempat berpikir bahwa hal yang paling jauh dari diri kita di dunia ini adalah Bulan,matahari dan bintang-bintang.
tapi aku salah,ternyata bulan bisa di jangkau

Lalu apa yang paling jauh??

MASA LALU adalah jawabannya.
kenapa masa lalu?

Pernah kah kamu berpikir bisa kembali ke masa lalu?
maka jawabannya TIDAK

Walau dengan cara apapun,kita tak akan bisa kembali ke masa lalu.
berharap bisa merubah semuanya agar menjadi lebih baik di masa yang akan datang.

Maka dari itu,jagalah hari ini dan hari-hari yang akan datang
sebaik-baiknya.Agar tidak ada penyesalan di kemudian hari.

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