Judul : Pengertian RGB dan CMYK
link : Pengertian RGB dan CMYK
Pengertian RGB dan CMYK
Kalau membicarakan Pengertian dari RGB dan CMYK pasti agak2 gak penting ya..karena kadang saya tidak peduli dengan semua itu,padahal tipe warna yang kita pilih sangat menentukan dari hasil cetak gambar tersebuat..nah kali ini saya akan membahas tentang pengertian RGB dan CMYK yang sangat singkat padat dan jelas...
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqfJoVY5qhENcUOFKWWq2TQ4jlMPr5ivmt8aNTJEgyOQDe6X9ovOr2C7SetE_jZkUmt-gOz9S8-RHif_RtFNm4BEfsi6a9A-ZqXFb2KGYsyDWWkpAP3Ys59_R1fSOjQ92gSkDRB7LoX4Y/s1600/warna.png)
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Langsung saja Bagi Master2 Grafis sekalian yang sudah lama menggeluti dunia desain grafis dan percetakan sudah tidak asing lagi dengan istilah RGB dan CMYK. RGB dan CMYK adalah singkatan dari sistem pewarnaan. Perbedaan paling mendasar dari RGB dan CMYK adalah RGB lebih ditujukan untuk Digital appearance atau tampilan yang bersifat digital. sedangkan CMYK untuk kepentingan percetakan.
- Seperti kita tahu bahwa RGB atau Red, Green, Blue merupakan sistem pewarnaan untuk digital appearance dan banyak sekali digunakan untuk monitor komputer, video, layar ponsel dll. Sistem warna RGB terdiri dari 100% Red, 100% Green dan 100% Blue yang menghasilan 100 % putih. Tidak ada hitam di RGB.
- Beda dengan RGB, CMYK adalah singkatan dari Cyan, Magenta, Yellow dan Black. Penggabungan 100% Cyan, Magenta dan Yellow menhasilkan warna Hitam (Black), tetapi tidak 100% hitam murni melainkan abu-abu gelap. CMYK lebih sempurna karena memasukkan unsur hitam disana.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqfJoVY5qhENcUOFKWWq2TQ4jlMPr5ivmt8aNTJEgyOQDe6X9ovOr2C7SetE_jZkUmt-gOz9S8-RHif_RtFNm4BEfsi6a9A-ZqXFb2KGYsyDWWkpAP3Ys59_R1fSOjQ92gSkDRB7LoX4Y/s1600/warna.png)
Gambar Perbedaan RGB dan CMYK
Kesimpulannya;
- Kalau sampeyan mendesain untuk kepentingan digital, misal Desain website, Iklan produk di TV dll, maka sampeyan harus pakai warna RGB. Tapi kalau mendesain untuk tujuan percetakan, seperti desain Brosur, Undangan, Kalender maka CMYK adalah pilihan warnanya. Apapun program yang sampeyan gunakan baik CorelDRAW, Photoshop, Illustrator, dsb.
Semoga Bermanfaat......
Demikianlah Artikel Pengertian RGB dan CMYK
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