Makna Hai Kemerdekaan Jatuh Pada Bulan Purnama tanggal 17 Agustus 2016
Dilihat dari perayaan hari kemerdekaan Repulik Indonesia baru kali ini bertepatan dengan bulan purnama (bulan penuh) yang menurut kepercayaan jawa kuno merupakan hari yang baik, dan akan mendatangkan kemakmuran bagi bangsa Indonesia.Dari pengambilan Logo juga sangat baik yaitu 71 didalam lingkaran yang mirip bulan penuh,
![Hasil gambar untuk logo kemerdekaan 71](data:image/jpeg;base64,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)
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