tag:blogger.com,1999:blog-10587806384820088002024-03-05T11:24:25.971-08:00Efek Manipulasi GambarAgus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-1058780638482008800.post-80145757279313944962013-11-21T04:00:00.003-08:002013-11-21T04:00:45.041-08:00Cara Manipulasi Foto "Di dalam Hutan yang berkabut" melalui Photoshop<div dir="ltr" style="text-align: left;" trbidi="on">
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Kita akan pelajari cara membuat manipulasi foto dengan panduan
langkah-demi-langkah secara rinci. Anda akan belajar bagaimana
menggabungkan model rambut merah indah dengan gagak hitam dalam sebuah
adegan yang berkesan mistik.<br />
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<b>Langkah 1</b><br />
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Buat file baru dengan mengklik File> New dan memilih pengaturan yang
ditampilkan. Terkadang kalau canvas terlalu besar biasanya saya akan
crop bagian mana yang harus saya buang setelah saya selesai
mengerjakannya. tapi saya selalu memulainya dengan ukuran A4, karena
biasanya ukuran A4 dijadikan ukuran standart sebelum kita mengetahui
ukuran yang pasti untuk memulai suatu projek.<br />
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<b>Langkah 2</b><br />
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Kita buka File gambar hutan yang berkabut, untuk memilih semua area Anda
cukup tekan (Ctrl + A), untuk Copy tekan (Ctrl + C) dan untuk paste
tekan (Ctrl + V) pada layer baru. kalau gambarnya yg kita dapat kan
Gelap anda tinggal pergi ke menu Image> Adjustments> Hue /
Saturation. untuk mengaturnya, Saya tidak mengubah ukuran gambar ini
atau menhilangkan bagiannya karena saya sudah menyukai posisi dari
pohon-pohon tersebut .<br />
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<b>Langkah 3</b><br />
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Sekarang kita akan menempatkan atau mengabungkan gambar hutan lainnya
di atasnya dan kita harus mengubah ukurannya agar sesuai dengan menekan
Ctrl + T dan kemudian menyeret dari sudut sampai ukurannya pas sama
seperti Canvas yang asli. Anda harus tarik dari sudut - dan tekan shift
pada keyboard, karena jika Anda tidak menariknya dari sudut, gambar
yang Anda tarik akan tampak meregang dan jelek atau tidak proposional.<br />
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<b>Langkah 4</b><br />
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Setelah itu kita akan mengubah setingan layer mode ke Multiply. Di
bagian bawah hutan kedua, memang kelihatanya agak aneh - tapi itu akan
diperbaiki nanti. Biarkan apa adanya. ok.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2wNnRevvkotZDRwaV1_eG4iZmOHUdE4GAQnBFTm_bX4wBjbqH6sOIaQ8UEICHy6z_0fNBi2CgpnjX_qR8pcuRRDPozsERd0ulgyohxAXVK1tDBH1KnQtuvj6dDDor9R1KCYOZ2sykA-rQ/s1600/Manipulasi+Photo+4+A.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2wNnRevvkotZDRwaV1_eG4iZmOHUdE4GAQnBFTm_bX4wBjbqH6sOIaQ8UEICHy6z_0fNBi2CgpnjX_qR8pcuRRDPozsERd0ulgyohxAXVK1tDBH1KnQtuvj6dDDor9R1KCYOZ2sykA-rQ/s1600/Manipulasi+Photo+4+A.jpg" /></a><br />
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Sekarang kita klik menu Image> Adjustments> Curves , setelah itu
kita dapat mengatur Output nya sekitar 140-180 dan Input ke 50-90,
kemudian pindahkan slider Vibrance ke -40. Lalu pergi ke Color Balance
setelah itu buat Shadows, Midtones dan buat lebih biru kasih nilai +9 .<br />
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<b>Langkah 5</b><br />
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Sekarang kita buat kanvas kita dengan tampilan normal ke 100%, setelah
itu pilih tool Blur, dengan Ukuran 300 dalam bentuk bulat yang lembut di
sekelilingnya, dengan Kekuatan / opacity 50% dan dengan tool ini kita
dapat membuat puncak pohon menjadi agak kabur pada layer hutan kedua.
anda dapat meng-klik pada daerah sekitarnya yang anda inginkan menjadi
kabur.<br />
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<b>Langkah 6</b><br />
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Sekarang pilih Tool Magic Wand , dan Anda dapat mengatur Toleransi
sampai 50 dan pastikan kotak yang di sebelahnya di centang. Kemudian
tekan (shift + F6 atau Ctrl + Alt + D) dan sebuah kotak akan muncul:
kita dapat mengatur feather nya sampai dengan 5, setelah itu klik ok.
Sekarang Anda dapat menggunakan tool erase/penghapus, dalam ukuran bulat
yang sekelilingnya lembut dengan ukuran 300 dan opacity antara 10-25%
dan Anda dapat memulai untuk menghapus beberapa puncak pohon untuk
memadukan atau menyatukan mereka supaya kelihatannya menjadi bagus atau
menyatu.<br />
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<b>Langkah 7</b><br />
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Sekarang pilih bagian bawah dengan marquee tool (M shortcut), klik kanan
dan pilih "Layer via Copy" dan membuatnya menjadi berbaur dengan
kegelapan, anda dapat melakukanya dengan Gamma Correction (Image >
Adjustments > Exposure). kemudian Anda dapat menambahkan beberapa
warna biru dan mengurangi Vibrance ke angka - 50 (Image>
Adjustments> Vibrance). Juga menambahkan Blur Filter (Filter>
Blur> Blur). Kemudian kita buat kedua gambar tersebut menjadi berbaur
atau menjadi satu dengan penghapus / tool erase dalam bentuk bulat yang
sekelilingnya halus pada opacity yang rendah (10-30%) dan pada sisi
yang gelap anda dapat menggunakan Burn tool pada opacity yang rendah
juga . Sekali lagi, anda dapat mulai untuk melakukannya dengan tool
tersebut pada bagian dimana anda tau masih kurang atau belum menyatu.
sampai terlihat natural , sempurna. atau enak dilihat.<br />
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<b>Langkah 8</b><br />
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Anda akan melihat hasil yang serupa. saya sengaja membiarkan saya
melakukan beberapa kesalahan sedikit pada pewarnaan karena pada
akhirnya pun saya akan memberikan warna tambahan yang akan membuat
segalanya menjadi lebih baik.<br />
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<b>Langkah 9</b><br />
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Salin dan sisipkan foto tanah untuk bagian bawah. Pilih atau seleksi
bagian atas dengan Marquee Tool, atur Feathernya menjadi 150 dan ada
dapat menekan dengan tool penghapus / erase tool sebanyak dua kali.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8F6oIfZ6VNl3qv5-dMc5WHf6weJdRKoaBXaNxoTnBxI_IP3tKPU1DTyR6H9EmicCGyCD5eUqWq0cqhHSyAbpfh39FPwHJm4Pbzy21cXkeEkhsk8yaG4rNg1f3rNZI7ItQwxDHbX14lUh/s1600/Manipulasi+Photo+9.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8F6oIfZ6VNl3qv5-dMc5WHf6weJdRKoaBXaNxoTnBxI_IP3tKPU1DTyR6H9EmicCGyCD5eUqWq0cqhHSyAbpfh39FPwHJm4Pbzy21cXkeEkhsk8yaG4rNg1f3rNZI7ItQwxDHbX14lUh/s1600/Manipulasi+Photo+9.jpg" /></a><br />
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<b>Langkah 10</b><br />
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Anda buat Vibrance menjadi lebih rendah dan menambahkan beberapa
midtones Cyan di Color Balance untuk mencapai hasil yang serupa atau
menjadikan warnanya menjadi sama. Tidak biasanya saya memberikan patokan
di angka berapa anda dapat mengsetting warna tersebut supaya menjadi
sama, karena bisanya saya selalu berusaha untuk menyesuaikan pada gambar
yang saya mau sesuaian dengan mendapatkan hasil warna yang pas, kalau
terlalu kuning maka saya akan coba menurunkannya ke arah biru.<br />
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<b>Langkah 11</b><br />
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Anda dapat menghaluskan kedua layer tersebut atau kedua gambar tersebut
dengan penghapus bulat yang sekelilingnya lembut seperti biasa.<br />
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<b>Langkah 12</b><br />
Copy dan pastekan model tersebut ke bagian layer paling atas. setelah
itu Saya biasanya menghapus latar belakang model / objek tersebut dengan
jarak yang cukup atau pas, sehingga saya dapat melihat hasilnya
menjadi lebih baik dan terlihat menyatu dengan gambar backgorund.<br />
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<b>Langkah 13</b><br />
Potong model dengan Pen Tool, Kadang-kadang Anda perlu untuk mengklik
dan drag, dan kadang-kadang Anda harus melakukan banyak titik-titik
kecil yang sangat dekat satu sama lain.ini biasanya disbut dengan
ngepath.<br />
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Ini adalah contoh dari teknik dari tool path .<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi33hpo8YwL9MPgTz7Shi_8poh0J-3wn83SkEOyyqj9FT-Bo15fK3FKXHuGSTYIPjMjsWUn5GMVFU21in7D1H9zHo7xiLosUEA36yJm3rcBGv7KQ-T34WyUfDqRwlD52f7VIVOgwEbIi3Df/s1600/Manipulasi+Photo+13+B.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi33hpo8YwL9MPgTz7Shi_8poh0J-3wn83SkEOyyqj9FT-Bo15fK3FKXHuGSTYIPjMjsWUn5GMVFU21in7D1H9zHo7xiLosUEA36yJm3rcBGv7KQ-T34WyUfDqRwlD52f7VIVOgwEbIi3Df/s1600/Manipulasi+Photo+13+B.jpg" /></a><br />
<br />
Terkadang saya tidak perlu memotong bagian yang tidak penting atau bagian yang kabur.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii_PD4ZLEUUF9e32ndwAS1aS6WM5AYIS4zCNuxzI77iLHyLEKnezLnqhzXyU5P2saqbp5nU06pp2gyoFdPL38U07a3g50Y_LBHcGhNAg4lX-dF8ykALs67bzKcEK2TWSwq7bCsJ7BoPfww/s1600/Manipulasi+Photo+13+C.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii_PD4ZLEUUF9e32ndwAS1aS6WM5AYIS4zCNuxzI77iLHyLEKnezLnqhzXyU5P2saqbp5nU06pp2gyoFdPL38U07a3g50Y_LBHcGhNAg4lX-dF8ykALs67bzKcEK2TWSwq7bCsJ7BoPfww/s1600/Manipulasi+Photo+13+C.jpg" /></a><br />
<br />
<b>Langkah 14</b><br />
<br />
Potong rambut seperti ini. satu helai rambut yang hilang tidak menjadi masalah .<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />
<b>Langkah 15</b><br />
Menyatukan dua titik Path terakhir untuk meneyelesaikan seleksi / path.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxN0hfXLkBsA9leQHjhcJg7ALdJu0kCIdLe6z2dArwNYfnJzrwyJWo0wt7WpSmCbSjWdIznc741TLgBeIuHGSrMxQESnIyGPlEJ4MkYUA4nC26XMR4Pa1tI0QJuiBb051LTQSFeYNq9j3f/s1600/Manipulasi+Photo+15.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxN0hfXLkBsA9leQHjhcJg7ALdJu0kCIdLe6z2dArwNYfnJzrwyJWo0wt7WpSmCbSjWdIznc741TLgBeIuHGSrMxQESnIyGPlEJ4MkYUA4nC26XMR4Pa1tI0QJuiBb051LTQSFeYNq9j3f/s1600/Manipulasi+Photo+15.jpg" /></a></div>
<br />
<br />
<b>Langkah 16</b><br />
<br />
Anda akan melihat hasil dari gambar yang sebelum dan sesudah di path.
untuk mengaktifkan hasil path atau seleksi yang sudah kita buat, anda
tingal klik kanan dan mulai membuat seleksi, kemudian Anda dapat
mengatur Feather nya sebesar 0,5 px. setelah itu Tekan Ctrl + Shift + I
untuk membalikkan seleksi dan kemudian Hapus atau tekan tombol delete
pada keyboard untuk menghilangkan gambar luar dari yg kita seleksi.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkictf5OXwv0CEj-xWPO-dURt2gpYneP1GVSg6_97XNI60q88UahCVoBh6Es_1FAVcIU4zC2JVEX_7OQ08_m0njj1YgYuqLfO_NALj9-kZkbPpWHw4AC7qw_2-dey9rCuJDtvR6RVIJJJ/s1600/Manipulasi+Photo+16.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkictf5OXwv0CEj-xWPO-dURt2gpYneP1GVSg6_97XNI60q88UahCVoBh6Es_1FAVcIU4zC2JVEX_7OQ08_m0njj1YgYuqLfO_NALj9-kZkbPpWHw4AC7qw_2-dey9rCuJDtvR6RVIJJJ/s1600/Manipulasi+Photo+16.jpg" /></a></div>
<br />
<b>Langkah 17</b><br />
<br />
Untuk bagian rambut memang kadang bisa menjadi sedikit sulit. tapi anda
dapat mengunakan Smudge tool, dengan opacity 80-90% dan tool ini dapat
membuat seakan sehelai rambut tidak terhapus dengan cara anda coba
mengerakanya ke arah luar dan ke dalam di daerah rambut. Anda dapat
mengunakan Tool smudge untuk menghaluskan bagian bagian rambut yang anda
lihat kurang sempurna.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjELYQchRAKPX9m7eX8shPcbEy_AqPCy00Sn3jYumjsBil3EfTNBiw6dxJ-klIyarE6tc54ZYWUalOvYNWFsbP0CsZr9vBx5764XdobkBgmokr-p6DRFGzVfOvSQddeoJSaYecMNTQojfEC/s1600/Manipulasi+Photo+17.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjELYQchRAKPX9m7eX8shPcbEy_AqPCy00Sn3jYumjsBil3EfTNBiw6dxJ-klIyarE6tc54ZYWUalOvYNWFsbP0CsZr9vBx5764XdobkBgmokr-p6DRFGzVfOvSQddeoJSaYecMNTQojfEC/s1600/Manipulasi+Photo+17.jpg" /></a></div>
<br />
<b>Langkah 18</b><br />
<br />
Untuk menganti warna selain merah pada rambut anda dapat ke menu
(Image> Adjustments> replace Color) dengan mengklik pada area
rambut sekali dan mengerakkan bar saturasi ke kanan. Saya cenderung
membuat bagian - bagian yang halus atau tidak jelas menjadi sekitar 100
atau lebih untuk mendapatkan saturasi yang bagus dan bersih. ini
merupakan hasil rambut yang tadi baru kita ubah warnanya.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-kNgKo50B4vNZ7G7G2xYvmxt1RU57v-5YTTusTh74DQM-l2Ej4d1O5hmNBBydPhY7wMgJZDKY4CkJUtU2P9ODF5o2rdpulBTkGlWcFPdP__kxXwlHs0TCWYWZHd08uKDdCRe1y0HEcD3i/s1600/Manipulasi+Photo+18.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-kNgKo50B4vNZ7G7G2xYvmxt1RU57v-5YTTusTh74DQM-l2Ej4d1O5hmNBBydPhY7wMgJZDKY4CkJUtU2P9ODF5o2rdpulBTkGlWcFPdP__kxXwlHs0TCWYWZHd08uKDdCRe1y0HEcD3i/s1600/Manipulasi+Photo+18.jpg" /></a></div>
<br />
<br />
<b>Langkah 19</b><br />
<br />
Kita dapat menggunakan penghapus yang bulat dengan sekeliling yang padat
pada opacity yang rendah, anda dapat menghapusnya dengan pelan dan
lembut pada bagian tepi dari gambar model tersebut pada bagian bagian
tertentu yang terlihat masih belum menyatu dengan background yang kita
punya, sehingga tidak ada satu bagian pun yang tertinggal atau kurang
sempurna<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhic4xdjLUjJ_HQJyDyfY8f9rPz__rTkrUiGgfoK1if1o-nCD5m_ciVqQGQfp-sIi5UQ3JcDS66Ua7SH-y_8G7NR3dWqA4BwN9ycv9nFPc74rnxX6dyqhzAFCAJf8IGqrRd5de6-w05QKLw/s1600/Manipulasi+Photo+19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhic4xdjLUjJ_HQJyDyfY8f9rPz__rTkrUiGgfoK1if1o-nCD5m_ciVqQGQfp-sIi5UQ3JcDS66Ua7SH-y_8G7NR3dWqA4BwN9ycv9nFPc74rnxX6dyqhzAFCAJf8IGqrRd5de6-w05QKLw/s1600/Manipulasi+Photo+19.jpg" /></a></div>
<br />
<b>Langkah 20</b><br />
<br />
Gambar sebuah lingkaran di sekitar tubuh bagian atas model dengan
elliptical marquee tool (elliptical marquee tool akan muncul jika Anda
klik dan dan drag) setelah itu pilih invers (Ctrl + Shift + I) . setelah
itu Klik kanan dan mulai mengatur Feather menjadi 150. jadikan bagian
tersebut menjadi sedikit gelap, anda pergi ke menu Image>
Adjustments> Hue / Saturation. dan kalau kurang gelap anda dapat
menambahkannya dengan Burn Tool jika diperlukan.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZE1IyGSjGJH-0kuSUaLddD7lOcsplc3tzWj7RmMh0Sx_sitCJ_m_CXkEWuwAJ-Vn32hyPmuAy5EY0QRfHdOuBrK-NZDRWceUDckT3n3XKtI_UNfqwBz-WrBcZ1RobWJIDKwobXtsFhS3z/s1600/Manipulasi+Photo+20.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZE1IyGSjGJH-0kuSUaLddD7lOcsplc3tzWj7RmMh0Sx_sitCJ_m_CXkEWuwAJ-Vn32hyPmuAy5EY0QRfHdOuBrK-NZDRWceUDckT3n3XKtI_UNfqwBz-WrBcZ1RobWJIDKwobXtsFhS3z/s1600/Manipulasi+Photo+20.jpg" /></a></div>
<br />
<b>Langkah 21</b><br />
<br />
Saya ingin menambahkan beberapa rincian lebih lanjut. Paste(Ctrl+V)
gagak dekat pada model untuk membuat komposisi yang bagus. Kemudian
mengatur layer mode menjadi gelap, tujuannya untuk dapat berbaur atau
menyatu dengan cukup baik dengan gambar sekitarnya.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UmqoLVpFQ1BFAu7uDYqxEAs3lmd5m9vvn2L0IrEQEbXQUWrdJQ7CV74d_M5MxxqzaEDn8cc0ouOEJtq0lNKF0MsZ0j8_vIWzShRRVnNgq9knYY6Eqo6v_fCRai1UAAnRKINlN9j0TzTo/s1600/Manipulasi+Photo+21.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UmqoLVpFQ1BFAu7uDYqxEAs3lmd5m9vvn2L0IrEQEbXQUWrdJQ7CV74d_M5MxxqzaEDn8cc0ouOEJtq0lNKF0MsZ0j8_vIWzShRRVnNgq9knYY6Eqo6v_fCRai1UAAnRKINlN9j0TzTo/s1600/Manipulasi+Photo+21.jpg" /></a></div>
<br />
<b>Langkah 22</b><br />
<br />
Gunakan penghapus dengan bentuk bulat yang sekelilingnya padat dan
berikan opacity maksimum untuk menghapus cabang dengan baik pada burung
gagak. Gunakan juga desaturate pada gagak (Shift + Ctrl + U) untuk
menyingkirkan jejak hijau yang tertingal di sekitar burung gagag
tersebut. Seperti yang Anda lihat, setengah dari ekornya hilang, jadi
gunakan Smudge tool pada opacity yang tinggi untuk mengambilnya.
Kadang-kadang dengan membuat Blur pada sayapnya, membuat kita menjadi
terheran heran dengan hasilnya yg memuaskan!<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3cawiR12ly2xilnO7emdwPwYn1JFwfQOOOIGe5-7162zVTWqoi3J_ohVt7nxkqZlDItAYUNyWfjOYzN8U3xyPzIkboAe_-KSKEBgLNHSYp9m5qB8thUG4oVnkvxphlzDSW-IQdElkGkPq/s1600/Manipulasi+Photo+22.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3cawiR12ly2xilnO7emdwPwYn1JFwfQOOOIGe5-7162zVTWqoi3J_ohVt7nxkqZlDItAYUNyWfjOYzN8U3xyPzIkboAe_-KSKEBgLNHSYp9m5qB8thUG4oVnkvxphlzDSW-IQdElkGkPq/s1600/Manipulasi+Photo+22.jpg" /></a></div>
<br />
<b>Langkah 23</b><br />
<br />
Setelah itu buat new layer tepat di bawah gagak, klik Tool brush setelah
itu ubah opacitynya dan jarak antara 40-60% dan anda dapat memakai
Tool brush untuk memberikan atau menambahkan bulu supaya bentuk sayap
pada burung gagak bisa terlihat lebih sempurna.Hal ini dapat juga
dilakukan dengan mouse, selama Anda terus menghapus dan memberikan
tambahan pada ujungnya.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjht_SOYqeO2BF5vpc-vcCVRbDDNIlzSpRuY_VR3YbJXrnftYr8Z141AKh9p1DQiDXZPT64b8yPJYN-fOvQB5fb3pMe6XoNvBcxB18sUwf_37y939ElN5tSyySGURetEXPHcB9HM3U8bDi0/s1600/Manipulasi+Photo+23.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjht_SOYqeO2BF5vpc-vcCVRbDDNIlzSpRuY_VR3YbJXrnftYr8Z141AKh9p1DQiDXZPT64b8yPJYN-fOvQB5fb3pMe6XoNvBcxB18sUwf_37y939ElN5tSyySGURetEXPHcB9HM3U8bDi0/s1600/Manipulasi+Photo+23.jpg" /></a></div>
<br />
<b>Langkah 24</b><br />
<br />
Untuk Warna sendiri Saya biasanya membuat semuanya menjadi rata
bersama-sama dan kemudian saya menggunakan versi modifikasi dari Julia
Trotti yaitu "modern things" kurva pada layer baru dan mengatur opacity
layer menjadi 75%. Untuk mendapatkan versi dingin, saya menggabungkan
segala sesuatu ke bawah lagi dan kembali melakukan duplikat layer pada
background, setelah itu saya set ke Soft Light dengan opacity 45%,
kemudian pergi ke Maps Gradient dan menggunakan sesuatu seperti gradient
yang saya buat. "ohne dich" menciptakan beberapa warna baru. (Saya
tidak dapat menjelaskan kepada anda hanya satu gradien, banyak sekali
pilihannya kalau anda lihat, jadi anda dapat menyimpan gambar ini ke
komputer Anda, buka di Photoshop dan Anda dapat menggunakan alat Color
Picker untuk "mengambil" warna-warna dari gambar tersebut)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
<b>Hasil Akhir</b><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrIwZLMKgtuVT-5A8GkvXx-ahbdYUxeNeeWrbExMCQPKXe6fSUZtFbqdhWjqH7MJIYSMyvKCbpvC35ZAPbeWizudug_eJrl9wWxDF2EUwlG4uOJWJ5pHx6HHFVV9FE3rQSIcJiekdkreuU/s1600/Manipulasi+Photo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrIwZLMKgtuVT-5A8GkvXx-ahbdYUxeNeeWrbExMCQPKXe6fSUZtFbqdhWjqH7MJIYSMyvKCbpvC35ZAPbeWizudug_eJrl9wWxDF2EUwlG4uOJWJ5pHx6HHFVV9FE3rQSIcJiekdkreuU/s1600/Manipulasi+Photo.jpg" /></a><br />
</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-52272130039775041332013-06-02T07:30:00.001-07:002013-06-02T07:30:11.825-07:00Trik Sederhana Manipulasi Gambar<!--[if gte mso 9]><xml>
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->
<br />
<div class="MsoNormal">
<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Langkah Pertama</span></b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Buka Adobe
Photosop </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Setelah
terbuka pilih gambar yang anda inginkan. Kali ini Saya coba model dari asia
ntah dia dari jepang atau korea ehehe…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoYNYEAcm7Ngod7_M3hyWCFPD1QsHMnbe4XU62gWaDD_Y6tYvGFBcZK_njzBQ4npJUPPgmpLllkkMxZ-6UTT12RpjehjRAqxAMNq7ZRlvx4ADTDGC2GKVD0-tsMt_SkhGD2W3f6sHIRA8/s1600/sampel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoYNYEAcm7Ngod7_M3hyWCFPD1QsHMnbe4XU62gWaDD_Y6tYvGFBcZK_njzBQ4npJUPPgmpLllkkMxZ-6UTT12RpjehjRAqxAMNq7ZRlvx4ADTDGC2GKVD0-tsMt_SkhGD2W3f6sHIRA8/s320/sampel.jpg" width="320" /></a></div>
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
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<m:mathFont m:val="Cambria Math"/>
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<m:brkBinSub m:val="--"/>
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<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
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UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Setelah
gambar ada masukan ke kelayar lalu duplikat gambar dengan menekan <b style="mso-bidi-font-weight: normal;">ctrl J</b></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Setelah di
duplikat tekan <b style="mso-bidi-font-weight: normal;">ctrl U </b>dan gambar
akan berubah menjadi hitam putih</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Langkah Kedua</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--></span></b></div>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
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UnhideWhenUsed="false" QFormat="true" Name="Title"/>
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UnhideWhenUsed="false" Name="Light List"/>
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UnhideWhenUsed="false" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
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UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<br /></div>
<b style="mso-bidi-font-weight: normal;">
</b><br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Pada langkah
ini kita akan masuk pada tahap pewarnaan</span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Bahan yang
saya gunakan dibawah ini:</span></div>
<b style="mso-bidi-font-weight: normal;">
</b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMYtvF7HLQTDu2qZdVzcoB_jUhaY3HXD3NaYNmOxifPM8-IuVLF6gZMvPVQaN6BnbdGVh6cwlEerDtbdpIEQYHZKqFuoRvJ8dz1fgocNOZEh7_8j4SPQ-zORZpwJGoSVR8riRPyTdaLG4/s1600/Abstract(15).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMYtvF7HLQTDu2qZdVzcoB_jUhaY3HXD3NaYNmOxifPM8-IuVLF6gZMvPVQaN6BnbdGVh6cwlEerDtbdpIEQYHZKqFuoRvJ8dz1fgocNOZEh7_8j4SPQ-zORZpwJGoSVR8riRPyTdaLG4/s200/Abstract(15).jpg" width="200" /></a></div>
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<![endif]--><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Gambar 1 </span></div>
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<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Masukan kedua
gambar ke layar photosop </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Gambar<span style="mso-spacerun: yes;"> </span>1 </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Letakkan
gambar 1 pada posisi yang anda inginkan serelah gambar 1 berada di posisi yang
tepat Duplikat gambar 1 dengan menekan <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">ctrl J </i></b>sebanyak 2 kali<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> </i></b><i style="mso-bidi-font-style: normal;"><u>dan</u><b style="mso-bidi-font-weight: normal;"> </b></i>letakan lagi pada posisi yang anda inginkan. </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">pada gambar 2
letakkan pada posisi yang anda inginkan</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Pilih <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Screen
</i></b>untuk gambar 1 dan 2 dan hapus gambar yang menurut anda merusak
keindahan gambar. Klik kanana gambar 1 lalu pilih <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Release Clipping Mask</i></b> begitu
pula gambar yang lainnya dan hasilnya<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> </i></b>liat gambar di bawah </span></div>
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfGBwtwVhChHpIlKFsBeVJzGOc67F0kdV1WUbX9SN2VTymUTrOAD81zoSSR-kS4UqW1NY5mmMcDQXN7jOazfg2K8qDZ2IFKRBanWFjFCp5W7glq_D0Yh0ykwM-xlNy_uwGLltaF18JEHQ/s1600/c2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfGBwtwVhChHpIlKFsBeVJzGOc67F0kdV1WUbX9SN2VTymUTrOAD81zoSSR-kS4UqW1NY5mmMcDQXN7jOazfg2K8qDZ2IFKRBanWFjFCp5W7glq_D0Yh0ykwM-xlNy_uwGLltaF18JEHQ/s320/c2.jpg" width="213" /></a></div>
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<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
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<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
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<br />
<div class="MsoNormal">
<br />
<br />
<span style="font-family: "Arial","sans-serif";">Langkah
selanjutnya pilih <i><b>Layer </b></i></span><i><b><span style="font-family: Wingdings; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">-</span></span><span style="font-family: "Arial","sans-serif";">New
adjustment layer</span><span style="font-family: Wingdings; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">-</span></span></b></i><span style="font-family: "Arial","sans-serif";"><i><b>color
balance </b></i>lalu atur warna gambar hingga menjadi seperti gambar dibawah ini,
Setelah itu Klik kanana layar color balance<span style="mso-spacerun: yes;">
</span>lalu pilih <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Release Clipping Mask</i></b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8WqWUg-1ynVA_zdxxoTGheQsGRTGxIAeSjFMUX_EbeyCLQoLjYIegpbbLnMt7Y3K-lZvwiXn5N4AsPaPdysxs-J515LGSH9i-iFmF9TLlHwZdPf4hvUEF6CCZhFTEcCghmo4KRVWi9qA/s1600/c3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8WqWUg-1ynVA_zdxxoTGheQsGRTGxIAeSjFMUX_EbeyCLQoLjYIegpbbLnMt7Y3K-lZvwiXn5N4AsPaPdysxs-J515LGSH9i-iFmF9TLlHwZdPf4hvUEF6CCZhFTEcCghmo4KRVWi9qA/s320/c3.jpg" width="214" /></a></i></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5MBFNz3MiEYgJrxYqXYCqSQArCRL-XBuRANH9ZG-xmB2eVVcDVJykDi2JqxFgQs4dIji3BTQ9RKscWtoEG4W1GV7uvy7cSoianTXLXekqwd1zt77mcGPY8KpADKPXdU0OI6bu0F3mILQ/s1600/c4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5MBFNz3MiEYgJrxYqXYCqSQArCRL-XBuRANH9ZG-xmB2eVVcDVJykDi2JqxFgQs4dIji3BTQ9RKscWtoEG4W1GV7uvy7cSoianTXLXekqwd1zt77mcGPY8KpADKPXdU0OI6bu0F3mILQ/s320/c4.jpg" width="211" /></a></i></b></div>
<br />
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<style>
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table.MsoNormalTable
{mso-style-name:"Table Normal";
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<![endif]--><br />
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<w:WordDocument>
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Langkah terakhir </span></b></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Langkah
selanjutnya pilih <b>Layer </b></span><b>-<span style="font-family: "Arial","sans-serif";">New
adjustment layer</span>-</b><span style="font-family: "Arial","sans-serif";"><b>Curves
</b>lalu atur warna gambar </span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3SFyeMZ3oBzfrjckA93T81ME7oEHLzdWax15sZKmK-bOvRGgXC4PHz5bCR5iMJGEGaJN-2WcPpoKBGfY3WyMvC6J81V8_D-d5DQ72vnKflVVisErE5MTdh0hoC5ubBDlyUBGNaqC8WRc/s1600/c5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3SFyeMZ3oBzfrjckA93T81ME7oEHLzdWax15sZKmK-bOvRGgXC4PHz5bCR5iMJGEGaJN-2WcPpoKBGfY3WyMvC6J81V8_D-d5DQ72vnKflVVisErE5MTdh0hoC5ubBDlyUBGNaqC8WRc/s320/c5.jpg" width="221" /></a></div>
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<br /></div>
<br />
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<br /></div>
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<w:BreakWrappedTables/>
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<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
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<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
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<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
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<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Hasilnya </span></b></div>
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<span style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Selamat Mencoba</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"> ...</span></b></div>
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<br />Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-33831523579910770342013-05-28T05:53:00.003-07:002013-05-28T05:53:45.078-07:00 Manipulasi Warna Gambar <!--[if !mso]>
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1035"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoListBulletCxSpFirst" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
Maipulasi merupakan gambaran
imajinasi kita, apa dan bagaimana gambar yang kita ingikan menjadi gambar
sempurna mirip aslinya </div>
<div class="MsoListBulletCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
Kali ini saya mengajak anda untuk
menghayal hehehe</div>
<div class="MsoListBulletCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
<br /></div>
<div class="MsoListBulletCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;">Sampel</b></div>
<div class="MsoListBulletCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="19" width="17"><br /></td>
<td width="183"><br /></td>
<td width="11"><br /></td>
<td width="387"><br /></td>
</tr>
<tr>
<td height="277"><br /></td>
<td align="left" valign="top"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0sa9k9RC4ZfdRrvhqje54lK8efoTXovs_KoGGQODmvu_xMvsS8Gu4lRvKkEQv1QL1mANuaoFHWLP93v-Z7e-Mvsb0SEvt05L0PCms9d6So9PC_zKO7cSAqDdWcgIuimsgQTrnaiEsPdk/s1600/result++Techniques+of+Photography+06.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0sa9k9RC4ZfdRrvhqje54lK8efoTXovs_KoGGQODmvu_xMvsS8Gu4lRvKkEQv1QL1mANuaoFHWLP93v-Z7e-Mvsb0SEvt05L0PCms9d6So9PC_zKO7cSAqDdWcgIuimsgQTrnaiEsPdk/s320/result++Techniques+of+Photography+06.jpg" width="320" /></a></div>
</td>
<td><br /></td>
<td align="left" rowspan="2" valign="top"><br /></td>
</tr>
<tr>
<td height="1"><br /></td>
</tr>
</tbody></table>
<b style="mso-bidi-font-weight: normal;">Langkah Pertama</b><br />
<div class="MsoListBulletCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-list: none; tab-stops: .5in; text-indent: 0in;">
Buka Adoble Photosop pilih gambar
model yang anda ingikan lalu Croping gambar </div>
<div class="MsoNormal">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="6" width="192"><br /></td>
</tr>
<tr>
<td><br /></td>
<td></td>
</tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhFuv8MfiTBEDmK4t2cOmHnEdYRLuluERorfBqoLg3YiNAU-EPfwk-2fS2YcTDuESv4LPErIqrTxGAgzQy73l07TGo02JBgnX57AndqKlOhddg6QaRWjislluV4Ja5_1vuU_W9FOeTCM/s1600/s1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhFuv8MfiTBEDmK4t2cOmHnEdYRLuluERorfBqoLg3YiNAU-EPfwk-2fS2YcTDuESv4LPErIqrTxGAgzQy73l07TGo02JBgnX57AndqKlOhddg6QaRWjislluV4Ja5_1vuU_W9FOeTCM/s320/s1.jpg" width="243" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
masukan gambar hutan yang anda inginkan lalu masukan gambar </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkDENJHHHZOSjAapf9lDmy5JlTtCL5fhscg6wD-YaIsl1800U0Q9q7vY48VArVVHDuU51uNOGejeEBtE7U8D8chAX0PG4OpF5FHyFPs2tcJw5Vse8amgQIJwfGw9YO2hrTy14x4pShe3Y/s1600/green-forest.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkDENJHHHZOSjAapf9lDmy5JlTtCL5fhscg6wD-YaIsl1800U0Q9q7vY48VArVVHDuU51uNOGejeEBtE7U8D8chAX0PG4OpF5FHyFPs2tcJw5Vse8amgQIJwfGw9YO2hrTy14x4pShe3Y/s320/green-forest.jpg" width="320" /></a></div>
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Langkah kedua </b></div>
<div class="MsoNormal">
Ditahap berikut ini kita akan mengolah warna gambar si gadis menjadi
lebih terang. Ikuti langkah-langkah berikut ini:</div>
<div class="MsoNormal">
Pilih imaga <i style="mso-bidi-font-style: normal;"><span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span> adjudsments </i><i style="mso-bidi-font-style: normal;"><span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span>
Level</i> atau <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Ctrl L</i> </b>atur<b style="mso-bidi-font-weight: normal;"> </b>warna
gambar<b style="mso-bidi-font-weight: normal;"> </b>sesuai selera anda, setelah
selesai </div>
<div class="MsoNormal">
Pilih image <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span>
adjudsments <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span>
Hue/saturation atau <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Ctrl U. </i></b>atur warna agar terlihat lebih terang seperti gambar
diatas. LAngkha terakhir untuk pengolahan warna tekan <b style="mso-bidi-font-weight: normal;">Ctrl B </b>atur sesuai selerah ada<br />
<br />
untuk gambar hutan ikuti langkah diatas </div>
<div class="MsoNormal">
<br />
<b style="mso-bidi-font-weight: normal;">Langkah Ke Tiga</b></div>
<div class="MsoNormal">
Di langka ini saya mengambil gambar hutan karna sesuai
dengan aurah wajah sang gadis seperti gambar di bawah. Masukan gambar tersebut
ke dalam layar tepat dibawah foto sang gadis</div>
<div class="MsoNormal">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="4" width="152"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><br /></td>
</tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
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Duplikat gambar hutan lalu pilih filter <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span> Blur <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span> Gaussian Blur lalu
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Selamat Mencoba… Salam Kerasi </div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-44847219701528942152013-05-11T02:45:00.000-07:002013-05-11T02:45:03.676-07:00Cara membuat Efek Asap Rokok<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvJv9nJJpsS5J9IuxiXoX8oIwCXXkaTbGbjNJsgeuTY8TQ7110Ho0aRNI6_2ImpyErWxIun2S8voAgqzQXz5Z4APws-GFzDdf4SDzClUZKXTsbYiwDkMD0_vAinKENIYtuSc5Nrsp-8qo/s1600/as1a.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvJv9nJJpsS5J9IuxiXoX8oIwCXXkaTbGbjNJsgeuTY8TQ7110Ho0aRNI6_2ImpyErWxIun2S8voAgqzQXz5Z4APws-GFzDdf4SDzClUZKXTsbYiwDkMD0_vAinKENIYtuSc5Nrsp-8qo/s200/as1a.png" title="Tutorial Photoshop: Cara Buat Efek Asap" width="189" /></a>
<div style="text-align: justify;">
Efek asap pada photoshop merupakan salah satu efek gambar menarik yang
bisa Anda busat dengan mudah. Efek asap ini bisa Anda buat dengan sebuah
plugin photoshop, misalnya dengan <span style="color: orange;">Eye Candy 4.0</span> (plugin ini mempunyai fasilitas Smoke).</div>
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</div>
<div style="text-align: justify;">
Namun, ada juga cara membuat efek asap melalui photoshop secara manual. <b>Cara Membuat Efek Asap Pada Gambar Melalui Photoshop</b> adalah sebagai berikut :</div>
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<b> </b></div>
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<b>Langkah 1</b><br />
Buat sebuah Layar baru (<b>File>New</b>). dengan ukuran
200 x 300 pixel; resolusi 72 dpi.</div>
<div style="text-align: justify;">
<br />
<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530408545526352962" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpovRX-sDquplOxje1RqaBD8vQS6rgvyzXHJj_2nqdLM0POJG6AN52q3Aw-ALaknoHrNUMlenQdXJxyR7v1s6QrwpQLZEEuBRBBubTABesibGnSN5_n9tsMvQQ_94c22sI0oCOVT6X4g/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 224px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 320px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<span style="font-weight: bold;">Langkah 2</span><br />
Beri warna hitam pada layar baru tersebut. Dengan cara <b>Edit > Fill</b>, kemudian pada pilihan <b>Use</b> pilih <b>Black</b>, klik OK<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530409385209305362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQKu-wEV_061K-FOWfxqZhSOTUm_mxd3ykW-KKxnqHoRSYfc3gUNtfGyDZJol0yO9hsS7nYqAnH8-f0HrQep0XPmrhGjfK7q9wYt3SkIV0e2CWNwKdshFNPONgFctrKxjxyfrnxRnxnA/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 226px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 320px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<br />
<span style="font-weight: bold;">Langkah 3</span><br />
Pilihlah "<b>Pencil Tool</b>" pada toolbox photoshop, kemudian pilih warna <b>Foreground putih</b>. (klik warna foreground, kemudian pilih warna putih). </div>
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<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530410392589749634" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmJooEBo4OHVrspwJ2o4JUfxR8Gl_S_dJJIUPcIWIAe0sMM_rcUXohDZF3HkKK5cjJaCrQaO0zZ1E_IChv6IZqOFjKqpkgcDiGy3-XXD5yjtjkRFTLp9bvnvytjS5DpfzDSDq0YHSx2w/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 320px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 90px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<span style="font-weight: bold;">Langkah 4</span><br />
Atur ukuran pointer "pencil" tadi, sekitar 30an. Cara mengatur diameter pointer adalah dengan menekan tombol.<br />
Setelah ukuran diameter pointer disesuaikan, buatlah sebuah garis pada file baru tadi (lihat gambar).<br />
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<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530411099375475618" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnQyaP_GfCKroL26AE2I3KpqB2grkpGAW_Ti5RyueCEzpH9qlrBzGOKhnmQRYCkesU0wgusB6HPOh_F6_BafNsx0nQiTRGFcAhwUGkp5f0alcfvNEZTH0PXmf6Yit0EjmtT5r8Ype6UQ/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 235px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 320px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<span style="font-weight: bold;">Langkah 5</span><br />
Pilihlah <b>Smudge tool</b> pada toolbox Photoshop. Sapukan pada gambar untuk membuatnya nampak berlekuk-lekuk. Bentuk lekukan terserah keinginan Anda.</div>
<div style="text-align: justify;">
<br />
<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530411805920865618" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzTgsMFWX0i9EonB1Fh8jCqbdTOV9QKTNAGMhhl6FzwQFlrhNIFYW8tvTTEddxdezCqxLrqnt3DcaAGuZixBZ0ecgMTE66EJb7ygWGmz3e-0yQWo-FPWaiAj50k106mkm-slWWcDf6wg/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 320px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 313px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<span style="font-weight: bold;">Langkah 6</span><br />
Pilihlah menu <b>Filter > Liquify</b>. Liquify adalah tool yang digunakan untuk membuat sebuah gambar nampak seperti cairan (<i>liquid</i>),
sehingga bisa dibentuk dan diperlakukan seperti benda cair. Buatlah
agar gambar garis putih tadi menjadi semakin berlekuk-lekuk. Buatlah
agar bentuk lekukan ini menyerupai sebuah asap.</div>
<div style="text-align: justify;">
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<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530412682632424866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwfmApfEwkHc94PvAz8GGAdXMrY1cDTgdoiYCX9BuN8TMtwiDj3OVDLTXRFm2oFO6At01zOsNJ1F_QqQ-YAdpW4CcucBkmDoYCu6T55Ciq5Qtv1Ywd6rpe72BhwaXY0HIw_E8R_VbZGw/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 290px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 320px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
Langkah ini, mungkin adalah bagian yang paling menentukan hasil dari
bentuk asap dan memerlukan banyak pengulangan sambil berimprovisasi.<br />
<br />
<span style="font-weight: bold;">Langkah 7</span><br />
Buatlah sebuah layer baru. Kemudian ulangilah langkah 2 hingga 7 untuk
membuat bentuk asap yang berbeda. Pada layer baru ini, ubahlah <b>Blending Option-nya</b> menjadi <b>screen</b>,
agar warna hitamnya nampak transparan dan cuma nampak warna putihnya
saja. Jika perlu, Anda juga bisa mengubah ukuran layer tersebut dengan <b>Edit > Free Transform</b></div>
<div style="text-align: justify;">
<br />
<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530413726049151298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUWWuBg2z9AvExIWHfZwXF7XMe3bS7QQdYq9t1RbeU3W_hLYMWLEmOsZdMk6svGOyto8nNUeqecyje-L_1zaKG8G0VjvtzTAlzTq0d6mSUyMXcfJPU8k4gUIUkY_qeW0cRH5mgspMTGQ/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 320px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 257px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
Ulangilah langkah pembuatan layer asap ini berulangkali hingga Anda
dapati bentuk kumpulan asap yang sesuai dengan keinginan Anda.<br />
<br />
<span style="font-weight: bold;">Langkah 8</span><br />
Sekarang kita hilangkan tanda kunci pada layer background, dengan cara melakukan klik 2x pada nama layer background,<br />
<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530414549590996322" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijHv8VwlMNUljBaYXM6XMgTLopvy6x9NaBNa8M2IeIZrAi6ECHZBSZ2JtrCIpRiarXFi8LLLOdHCy_IPdn9Xsrdd0z9aIAMkWYuwbWssR5kUmfB_0LSsBt0oGhHuBYiQBuaKGocDg6BQ/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 250px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 320px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
kemudian klik "OK"<br />
<br />
<span style="font-weight: bold;">Langkah 9</span><br />
Pada layer yang merupakan layer gabungan tadi, berilah efek kabur. Lakukan ini dengan cara memilih menu <b>Filter > Blur > Gaussian Blur.</b><br />
<br />
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<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530415209381923282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg32CjygCax7GjbPsPdAwV5LDPIGg1Vi9PD5ZjqouM706hSa8sLddjJ1ArGEBlPubfr6vBA7if7C1aJcIeQ2K4exjtJtom3ZXlTML02A0SKqosxvch_8qe-hg3s4AOWBFQCwKb4nXw2Tg/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 320px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 315px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<br />
<b>Langkah 10</b><br />
Aturlah opacity pada tiap layer untuk menyesuaikan nuansa asap yang sesuai. Kemudian pilih menu <b>Layer > Flatten Image atau Layer > Merge Visible</b> untuk menyatukan semua layernya.</div>
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<img alt="Tutorial Photoshop: Cara Buat Efek Asap" border="0" id="BLOGGER_PHOTO_ID_5530416053677966242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEjaWgBRRSyN94ZKZbm8xIIDzb6onccNwTODUjYNRzshPsQQXy2ruIT2ZSRmTwKEycQngoYbVEJtbDQfo19sxFnTma8KcZogi5QhcEV02LbpZAvoLVK4vwuRafT_HQHNq5CS2BDL3H3g/s320/Blue+hills.jpg" style="background-color: transparent; border-color: rgb(238, 238, 238); border-style: none; border-width: 1px; display: block; height: 320px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 304px;" title="Tutorial Photoshop: Cara Buat Efek Asap" /><br />
<div style="text-align: justify;">
<b>Terakhir</b></div>
<div style="text-align: justify;">
Terapkan gambar asap yang sudah Anda buat tersebut pada gambar yang
lain. Bukalah sebuah gambar yang akan Anda beri efek asap. Pada contoh
tutorial photoshop ini, saya menggunakan sebuah gambar bumi.<br />
Geserlah gambar asap dari file yang sebelumnya kita buat dengan Move tool ke arah file yang akan diberi efek asap.<br />
Pada layer gambar asap, pilihlah Blending Option-nya menjadi Screen</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com1tag:blogger.com,1999:blog-1058780638482008800.post-34565386244291056062013-05-09T05:27:00.000-07:002013-05-09T05:27:45.892-07:00efek warna fotografer<!--[if !mso]>
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<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;">Main warna asik tidak yah.. mari kita
coba..</b></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Kali ini
saya akan mencoba bermain di manipulasi warna <span style="mso-spacerun: yes;"> </span>foto grafer<span style="mso-spacerun: yes;">
</span>kren tidak yah jadinya hehe…</div>
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Untuk model
gambar saya coba salah satu foto cewek idaman saya “ASMIRANDA” ssstt.. </div>
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<td><img alt="" 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" 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Cropping gambar dengan menggunakan <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pen
tool </i>dan beri baigroud hitam<i style="mso-bidi-font-style: normal;"> </i>seperti
pada gambar </b></div>
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" 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" /></a></div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
Selanjutnya kita akan masuk dalam
proses pewarnaan. Pilih <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">image </i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span>
adjustment --></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"></span></span> curves<span style="mso-spacerun: yes;"> </span></i></b>atur sesuai seperti pada gambar </div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal">
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" 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" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
Agar gambar terlihat seperti
gambar asli saya menggunakan color balance </div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
Tekan ctl + B atur sesuai
selera<span style="mso-spacerun: yes;"> </span>maka hasilnya seperti ganbar
dibawah</div>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="15" width="193"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><img alt="" 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" /></td>
</tr>
</tbody></table>
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<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoNormal" style="tab-stops: 300.15pt;">
Tahap ahir gunakan
Hue/Saaturation </div>
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<span style="mso-ignore: vglayout;">
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<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="8" width="106"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><img alt="" 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" /></td>
</tr>
</tbody></table>
<div class="MsoNormal" style="tab-stops: 300.15pt;">
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<div class="MsoNormal" style="tab-stops: 300.15pt;">
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal">
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<br clear="ALL" style="mso-ignore: vglayout;" />
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hasilnya </div>
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<span style="mso-ignore: vglayout;">
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<table align="left" cellpadding="0" cellspacing="0">
<tbody>
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<td height="11" width="136"><br /></td>
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<tr>
<td><br /></td>
<td><img alt="" 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" /></td>
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Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-20280201486296387772013-05-07T08:02:00.002-07:002013-05-07T08:02:15.742-07:00Manipulasi warna rambut photosop<span style="font-size: 100%;">Kalini ini kita akan memanipulasi warna rambut dengan sederhana. perhatikan dan cermati.. hehehe<span style="font-family: trebuchet ms;"><br /></span><span style="color: #ffff99; font-family: trebuchet ms; font-size: 130%; font-style: italic; font-weight: bold;"></span> <span style="font-family: trebuchet ms;"><br /><br />1. siapkan foto </span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjEgWy3kgkLuMcMazwKe9YMtEf5xfwMbeNlA44vwrlSQcsXhSlIxQcWek0PvqbR2gLZaUaixYbt0YZ81dF1sOFtYBPQ-M6UmyD06YbmOW4CaDlBjIF2WbKbp_vLiNSOyllIxjrKnsta24/s1600-h/gambar+1.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363054968506789010" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjEgWy3kgkLuMcMazwKe9YMtEf5xfwMbeNlA44vwrlSQcsXhSlIxQcWek0PvqbR2gLZaUaixYbt0YZ81dF1sOFtYBPQ-M6UmyD06YbmOW4CaDlBjIF2WbKbp_vLiNSOyllIxjrKnsta24/s400/gambar+1.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 300px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;"><br /></span> </span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">2. pilih file-->open--> brows gambar yang telah anda siapkan,klik OK dan hasilnya seperti ini:</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTEOIBenzEJpJefoFF7edbca3QieVeQ_BergxRLYxKC_3D6y8QI_iXlEomUJAL-6nlQJTt1jexjkZYySs6bwal4Z853COkOBpA7cEQxYDg5sG1F_eLFIfIlroE-Ws9jgAdhQfaTsshjBk/s1600-h/gambar+2.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363054973654019826" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTEOIBenzEJpJefoFF7edbca3QieVeQ_BergxRLYxKC_3D6y8QI_iXlEomUJAL-6nlQJTt1jexjkZYySs6bwal4Z853COkOBpA7cEQxYDg5sG1F_eLFIfIlroE-Ws9jgAdhQfaTsshjBk/s400/gambar+2.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">3. secara singkat saja, double click pada yang ditunjukkan seperti gambar di bawah ini</span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSlG-7JM7r4X1q2eRlL-yUFXO7VsFSf6be0xAJtPcYN6QcyXj587XB9pUF8M4mrJRnASndFBmmnRHLlsix__bUqkoLGbyi_SIuZThLNSbh-sIYOOX4a1K0IAeQa8N1X1nDB6SDqD1yMhw/s1600-h/gambar+3.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363054978306490210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSlG-7JM7r4X1q2eRlL-yUFXO7VsFSf6be0xAJtPcYN6QcyXj587XB9pUF8M4mrJRnASndFBmmnRHLlsix__bUqkoLGbyi_SIuZThLNSbh-sIYOOX4a1K0IAeQa8N1X1nDB6SDqD1yMhw/s400/gambar+3.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;">4. maka akan muncul window seperti ini, klik OK</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkhd5JVqws5zMhGD5mWRytgS4ndod0uao_CzuUIsgMXefTYPGZ7f-79i2GnIewO1a1nS3rrAfvcozaZXfcpz5iLUEBSYEhwkNSWsumWN7ODt6PB0UcibXyOro1TvNDDWyNHBBcVXFNFfU/s1600-h/gambar+4.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363054980858378162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkhd5JVqws5zMhGD5mWRytgS4ndod0uao_CzuUIsgMXefTYPGZ7f-79i2GnIewO1a1nS3rrAfvcozaZXfcpz5iLUEBSYEhwkNSWsumWN7ODt6PB0UcibXyOro1TvNDDWyNHBBcVXFNFfU/s400/gambar+4.jpg" style="cursor: pointer; display: block; height: 153px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">5.
maka nama layer yang semula 'background' akan berubah menajdi 'layer 0'
seperti gambar dibawah ini, hal ini agar objek bisa lebih mudah di
edit, karena banyak tools yang tidak mau bekerja bila gambar masih
terdeteksi sebagai 'background' dan terdapat symbol log disampingnya.</span> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4R2xUIDAsvskTGJ-vNKlJtntxo4OGGAtS0bjhujZSuLtreD_OggmMgPClFKN-YNjZ8F6_-_tMM5k0-nM-JZA1pVgF958iRAaPDu9p8O-_eNRKMTBh2e7rT4l892FpPNvgPKQoRxp0rM0/s1600-h/gambar+5.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363054992336367026" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4R2xUIDAsvskTGJ-vNKlJtntxo4OGGAtS0bjhujZSuLtreD_OggmMgPClFKN-YNjZ8F6_-_tMM5k0-nM-JZA1pVgF958iRAaPDu9p8O-_eNRKMTBh2e7rT4l892FpPNvgPKQoRxp0rM0/s400/gambar+5.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br />6. klik 'brush tool' pada tools yang ada di sebelah kiri</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv90NFENFHg0XeBp1YTui-D1eZdICyUEgFgZKKLEpr89xjB1MDgDEv_8JKYTRCo_GcAhzxPPRx0cjuC9N4r55OPB_dUM2E8vbs7IJrH_eDsiO4LgqvhQeS_ORKQCxvBVdYXuF90R8IeaM/s1600-h/gambar+6.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057464537301410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv90NFENFHg0XeBp1YTui-D1eZdICyUEgFgZKKLEpr89xjB1MDgDEv_8JKYTRCo_GcAhzxPPRx0cjuC9N4r55OPB_dUM2E8vbs7IJrH_eDsiO4LgqvhQeS_ORKQCxvBVdYXuF90R8IeaM/s400/gambar+6.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">7.
lalu double klik gambar panah yang terdapat di samping kanan brush yang
terletak di bawahnya menubar, pilih 'transparent red spray paint'</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xpwf61OpMKmaV5V6helfoV8RrXM1tkp3ZAis_94S041A9n6n0VCv1aZZb0hQcgptrqfVqYEZkOBYzF1DciYPu9WLuuTgCO-NAAOQfYt4kgnlGXgwM8n0XiRf01z1P1gfAkFFb2xZYGE/s1600-h/gambar+7.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057471106945522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xpwf61OpMKmaV5V6helfoV8RrXM1tkp3ZAis_94S041A9n6n0VCv1aZZb0hQcgptrqfVqYEZkOBYzF1DciYPu9WLuuTgCO-NAAOQfYt4kgnlGXgwM8n0XiRf01z1P1gfAkFFb2xZYGE/s400/gambar+7.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">8. klik 'set foreground color' pada tools yang terletak di samping kiri</span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ68mEgz1AeR6cCL8GujrzpW6UY_T2b_5TSLCp5qRkorKTXk3bubt_0bklElKjkaMBGP5ubltGd3kuuHcH1Qht8yCO1GS5j6xQ66zYXQ1413EBhCAEhyphenhyphenJvzZKKwgm5aihFroNRudDWfkU/s1600-h/gambar+8.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057472376770306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ68mEgz1AeR6cCL8GujrzpW6UY_T2b_5TSLCp5qRkorKTXk3bubt_0bklElKjkaMBGP5ubltGd3kuuHcH1Qht8yCO1GS5j6xQ66zYXQ1413EBhCAEhyphenhyphenJvzZKKwgm5aihFroNRudDWfkU/s400/gambar+8.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;">9.pilih warna sesuai selera anda dan klik OK, kali ini saya lebih memilih warna pink.</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhveYU6rDog7RcTmIgWPzVE1lAktcCKuc8pwdqdzgqzj_N_c5fheur_B9q2u3PQLT1SRaCNRAILx0-ARsG5zpPKs1N4q81kWLnjq07HDpZNl2t3RO6mnj4_2xJQYE7f4qGwFD_87_6PkEM/s1600-h/gambar+9.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057478474999714" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhveYU6rDog7RcTmIgWPzVE1lAktcCKuc8pwdqdzgqzj_N_c5fheur_B9q2u3PQLT1SRaCNRAILx0-ARsG5zpPKs1N4q81kWLnjq07HDpZNl2t3RO6mnj4_2xJQYE7f4qGwFD_87_6PkEM/s400/gambar+9.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">10.
pada pilihan di bawahnya menu bar, tentukan sesuai selera anda, untuk
hasil lebih terlihat nyata saya sarankan pilih diameter brush misalnya
saja 50 px,'mode: color', 'opacity: 70%' , 'Flow: 70%'</span> <span style="font-family: trebuchet ms;">lebih jelasnya lihat gambar di bawah ini:</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIaWgUpgzWU-x-rdpNOwVFiKG58e_lUw-SgawgskNgmY-PGldBoofqrAsLyn8z-2hFDqmqPVpwYGeEc5V2GueId1y6l2ZA-pa-GvmbRmjhgO8XLvbZ3O4_b00QjaeeWj3zJEfCjje6qXQ/s1600-h/gambar+10.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057480840845234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIaWgUpgzWU-x-rdpNOwVFiKG58e_lUw-SgawgskNgmY-PGldBoofqrAsLyn8z-2hFDqmqPVpwYGeEc5V2GueId1y6l2ZA-pa-GvmbRmjhgO8XLvbZ3O4_b00QjaeeWj3zJEfCjje6qXQ/s400/gambar+10.jpg" style="cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 399px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">11. setelah itu, tahan klik kiri pada mous, mulailah poleslah perlahan, bertahap dan merata.</span> <span style="font-family: trebuchet ms;">untuk pemula, usahakan warna brush tidak mengenai bagian lain selain rambut demi hasil yang lebih baik.</span> <span style="font-family: trebuchet ms;"></span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-QYRegWKr6APqlMBJ-Rj8y-dT0XbFqFkareag7CXRdPGHSpo-_bU6QawuJ_GvNCmqn-bSiH928wxShHaJZbwtBNuEz-GezIuTsh1XZIBuAX0Ve8vfi2r3JsWCYW7X7UET9ABJB0on0bs/s1600-h/gambar+11.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057903512720018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-QYRegWKr6APqlMBJ-Rj8y-dT0XbFqFkareag7CXRdPGHSpo-_bU6QawuJ_GvNCmqn-bSiH928wxShHaJZbwtBNuEz-GezIuTsh1XZIBuAX0Ve8vfi2r3JsWCYW7X7UET9ABJB0on0bs/s400/gambar+11.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">12. hasil akhirnya seperti ini..</span> <span style="font-family: trebuchet ms;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXw47-0yCeejooLNxbKsDk7mOZNO9PxwFetZzDKYYdq_TbE7ahLMF1InhOYkTcKuaBEAJczfw8hD6nPo1nxOC6woi6iTCJBxO7pkvUNjJRmUP_k2EKOYCAldK5mOGLl5Jg39nv8G3luo/s1600-h/gambar+12.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057906045557042" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnXw47-0yCeejooLNxbKsDk7mOZNO9PxwFetZzDKYYdq_TbE7ahLMF1InhOYkTcKuaBEAJczfw8hD6nPo1nxOC6woi6iTCJBxO7pkvUNjJRmUP_k2EKOYCAldK5mOGLl5Jg39nv8G3luo/s400/gambar+12.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a>atau bila ingin mencoba warna lain maka hasilnya seperti ini:<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5z72W5PfCQGYYYitrAoBsiOUf5yAl7HdzD89PR-2NzivcBtbIHkS2hiNta0FGYAub1xMTBF_uLFLdSRvgr-CLCIp3x0loMh8uuBIC9XwRkapoFNJYjH6N4XwHEJZ69GpnsBG7QAs_MP0/s1600-h/gambar+13.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5363057913073867410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5z72W5PfCQGYYYitrAoBsiOUf5yAl7HdzD89PR-2NzivcBtbIHkS2hiNta0FGYAub1xMTBF_uLFLdSRvgr-CLCIp3x0loMh8uuBIC9XwRkapoFNJYjH6N4XwHEJZ69GpnsBG7QAs_MP0/s400/gambar+13.jpg" style="cursor: pointer; display: block; height: 203px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-size: 100%;"><span style="font-family: trebuchet ms;">Mudah kan selamat mencoba...!!</span></span>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-3695351350198472722013-04-19T05:37:00.003-07:002013-04-19T05:37:55.813-07:00Manipulasi Wajah Berhamburan
<div class="post-info">
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" />
<a href="http://www.photoshopsecret.net/photoshop-manipulation/manipulasi-efek-dispersion-pada-wajah#respond" title="Comment on Manipulasi Efek Dispersion Pada Wajah"></a>
</div>
Manipulasi wajah dengan <span style="color: black;"></span>merupakan suatu manipulasi Photoshop, dimana gambar
atau foto seolah-olah mengeluarkan pecahan-pecahan partikel, efek ini
mengutamakan penggunaan Brush Tool. Mari kita praktek<br />
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Jalankan <a href="http://www.photoshopsecret.net/2013/03/lion-apple/" title="The Crazy Fruit">Adode Photoshop</a>, klik menu File > Open atau ctrl O<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/17.jpg"><img alt="" class="alignnone size-full wp-image-183" height="97" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/17.jpg" title="1" width="312" /> </a><br />
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Pilih file Tom-Crush.jpg lalu klik Open.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/21.jpg"><img alt="" class="alignnone size-full wp-image-184" height="423" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/21.jpg" title="2" width="389" /></a><br />
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Maka file akan muncu pada layar Photoshop.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/32.jpg"><img alt="" class="alignnone size-full wp-image-185" height="246" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/32.jpg" title="3" width="460" /></a><br />
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Klik Image > Canvas Size atau klik Alt + Crtl + C.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/41.jpg"><img alt="" class="alignnone size-full wp-image-186" height="266" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/41.jpg" title="4" width="236" /></a><br />
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Sesuaikan pengaturannya seperti pada gambar dan klik OK.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/52.jpg"><img alt="" class="alignnone size-full wp-image-187" height="361" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/52.jpg" title="5" width="459" /></a><br />
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Pada jendela layer, klik kanan Background > pilih Duplicate Layer…<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/61.jpg"><img alt="" class="alignnone size-full wp-image-188" height="317" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/61.jpg" title="6" width="225" /></a><br />
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Tampak pada jendela layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/81.jpg"><img alt="" class="alignnone size-full wp-image-190" height="386" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/81.jpg" title="8" width="223" /></a><br />
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klik Create a New Layer pada jendela layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/92.jpg"><img alt="" class="alignnone size-full wp-image-191" height="316" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/92.jpg" title="9" width="223" /></a><br />
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Maka akan muncul layer baru.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/102.jpg"><img alt="" class="alignnone size-full wp-image-192" height="198" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/102.jpg" title="10" width="225" /></a><br />
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Bilih Brush Tool atau tekan B pada keyboard, pilih Brush yang anda inginkan<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/181.jpg"><img alt="18" class="alignnone size-full wp-image-262" height="136" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/181.jpg" width="131" /></a><br />
<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/112.jpg"><img alt="" class="alignnone size-full wp-image-194" height="325" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/112.jpg" title="11" width="264" /></a><br />
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Untuk mengatur diameter Brush, Klik kanan. Maka akan muncul setting
diameter brush. atau pada keyword tekan kode [ untuk memperkecil
diameter brush dan ] untuk memperbesar diameter brush.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/122.jpg"><img alt="" class="alignnone size-full wp-image-195" height="267" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/122.jpg" title="12" width="266" /></a><br />
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Klik menu Window, pilih Brush dan atur Angel brush.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/133.jpg"><img alt="" class="alignnone size-full wp-image-196" height="564" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/133.jpg" title="13" width="406" /></a><br />
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Setting warna brush menjadi hitam atau klik D pada keyword, sehingga
warna Foreground dan Background menjadi Hitam Putih. Usahakan warna
Foreground adalah warna hitam, untuk mengaturnya, klik kode panah kecil
(Switch Foreground dan Background Colors) dibagian atas.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/14-2.jpg"><img alt="" class="alignnone size-full wp-image-197" height="153" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/14-2.jpg" title="14 (2)" width="56" /></a><br />
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Sapukan Brush pada gambar Wajah. Sehingga menghasilkan gambar seperti di bawah.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/142.jpg"><img alt="" class="alignnone size-full wp-image-198" height="368" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/142.jpg" title="14" width="365" /></a><br />
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Tampak pada jendela layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/151.jpg"><img alt="" class="alignnone size-full wp-image-199" height="214" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/151.jpg" title="15" width="226" /></a><br />
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Tarik Background Copy pada Create a New Layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/161.jpg"><img alt="" class="alignnone size-full wp-image-200" height="294" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/161.jpg" title="16" width="213" /></a><br />
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Tarik Hasil Kopiannya, sehingga menempati urutan paling atas pada jendela layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/171.jpg"><img alt="" class="alignnone size-full wp-image-201" height="158" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/171.jpg" title="17" width="223" /></a><br />
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Tekan Crtl + T dan tarik pada bagian ujung atas atau bawah dengan mouse.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/18.jpg"><img alt="" class="alignnone size-full wp-image-202" height="333" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/18.jpg" title="18" width="468" /></a><br />
<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/19.jpg"><br /></a>
<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/19.jpg"><br /></a>
Klik menu Layer > Layer Mask > Hide All.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/20.jpg"><img alt="" class="alignnone size-full wp-image-204" height="424" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/20.jpg" title="20" width="399" /></a><br />
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Maka akan tampak seperti pada Jendela Layer.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/211.jpg"><img alt="" class="alignnone size-full wp-image-205" height="384" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/211.jpg" title="21" width="223" /></a><br />
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Pilih Brish Tool kembali atau tekan B pada keyword, kemudian arut Set Foreground menjadi marna putih.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/22.jpg"><img alt="" class="alignnone size-full wp-image-206" height="148" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/22.jpg" title="22" width="59" /></a><br />
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Sapukan Brush hingga terlitahat seperti pada gambar Wajah seperti di bawah.<br />
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<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/23.jpg"><img alt="" class="alignnone size-full wp-image-207" height="354" src="http://www.photoshopsecret.net/wp-content/uploads/2013/03/23.jpg" title="23" width="423" /></a><br />
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Sehingga Hasil akhirnya seperti berikut.<br />
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<img alt="" 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" /> <br />
<a href="http://www.photoshopsecret.net/wp-content/uploads/2013/03/dscsd.jpg"><br /></a>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com3tag:blogger.com,1999:blog-1058780638482008800.post-84008773580766430372013-04-17T06:50:00.000-07:002013-04-17T06:50:05.935-07:00<h2>
Efek Manipulasi Gadis Bertopeng </h2>
<h2>
Hasil Akhir</h2>
<div class="step">
<img alt="final-results" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/final-results.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/final-results.png" title="final-results" width="600" /></div>
<br />
<hr />
<br />
<hr />
<h3>
Langka Pertama </h3>
Buka Gambar<br />
<br />
<div class="step">
<img alt="step-001" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-001.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-001.png" title="step-001" width="600" /></div>
<br />
Duplikat Gambar dan ubah Menjadi Multiply. Opacity 80%.<br />
<br />
<div class="step">
<img alt="step-002" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-002.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-002.png" title="step-002" width="600" /></div>
<br />
Pada layar 2 hapus gambar yang tidak diininkan.<br />
<br />
<div class="step">
<img alt="step-003" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-003.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-003.png" title="step-003" width="600" /></div>
<br />
Gambar akan Menjadi Seperti Berikut<br />
<br />
<div class="step">
<img alt="step-004b" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004b.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004b.png" title="step-004b" width="600" /></div>
<br />
buat layar baru dan beri warna hitam pada layar, dengan menggunakan Erasel Tool Hapus bagian tengah layar dengan Opacity rendah dan hasilnya seperti berikut<br />
<br />
<div class="step">
<img alt="step-004c" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004c.png" height="629" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004c.png" title="step-004c" width="600" /></div>
<br />
Ubah Multiply. Opacity and Fill to 80%. Dan hasilnya sebagai berikut<br />
<br />
<div class="step">
<img alt="step-004d" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004d.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004d.png" title="step-004d" width="600" />b</div>
<br />
Buat layar baru. Kita akan membuat cahaya. Gunakan Brus tool dengan kode warna: #ccdffb dan akan menjadi seperti gambar dibawah<br />
<br />
<div class="step">
<img alt="step-004e" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004e.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-004e.png" title="step-004e" width="600" /></div>
<br />
Ubah gambar cayaha dengan Opacity at 80%. <br />
<br />
<div class="step">
<img alt="step-005" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-005.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-005.png" title="step-005" width="600" /></div>
<hr />
<h3>
Langka Kedua </h3>
Masukan Gambar Gadis Bertopeng<br />
<br />
<div class="step">
<img alt="step-006" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-006.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-006.png" title="step-006" width="600" /></div>
<div style="clear: both;">
<div class="step" style="margin: 30px 0; padding: 5px;">
<div id="div-gpt-ad-1344827898595-1" style="height: 90px; width: 728px;">
Pada gambar gadis bertopeng tekan ctrl + Shift U atau Image - Adjusments - Hue/Saturation dan ubah Saturation to -60.
</div>
</div>
</div>
<div class="step">
<img alt="step-007" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-007.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-007.png" title="step-007" width="600" /></div>
<br />
Buat layar Baru. Kali ini kita akan membuat asap unutk memper cantik gambar<br />
Gunakan Brus tool lalu buat dengan kode warna #999da3<br />
<br />
<div class="step">
<img alt="step-008" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-008.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-008.png" title="step-008" width="600" /></div>
<br />
Ubah gambar asap menjadi Linear Dodge dengan Opacity50% dan hasilnya seperti berikut:<br />
<br />
<div class="step">
<img alt="step-009" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-009.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-009.png" title="step-009" width="600" /></div>
<br />
Langkah berikut kita akan memole sedikit gambar agar kelihatan lebih cantik<br />
Buat Layar baru lalu gunakan brus tool dengan kode warna #cad7e7 mulailah memoles dan hasilnya alan menjadi seperti gambar dibawah.<br />
<br />
<div class="step">
<img alt="step-010" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-010.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-010.png" title="step-010" width="600" /></div>
<br />
Buat lagi layar baru kali ini kita akan memanipulasi rambut gadis bertopeng. Gunakan Brus tool lalu ikuti rambut gadis bertopeng seperti gambar di bawah<br />
<div class="step">
<img alt="step-011" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-011.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-011.png" title="step-011" width="600" /><br />
Dan Hasilnya </div>
<div class="step">
<img alt="step-012" data-cfloaded="true" data-cfsrc="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-012.png" height="630" src="http://photoshoptutorials.ws/images/stories/db992ed7a572_EBD7/step-012.png" title="step-012" width="600" /></div>
<br />
Mudah kan.. Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-58432184819775178022013-03-30T10:28:00.002-07:002013-03-30T10:28:36.276-07:00<div class="descriptionwrapper">
<div class="description">
</div>
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<div id="uds-searchControl">
<a href="http://www.blogger.com/blogger.g?blogID=1058780638482008800" name="uds-search-results"></a></div>
<h2 class="date-header">
</h2>
<a href="http://www.blogger.com/blogger.g?blogID=1058780638482008800" name="1336298189007022605"></a>
<h3 class="post-title entry-title">
Manipulasi Foto Hantu<br />
</h3>
<h3 class="post-title entry-title">
</h3>
<div class="post-header">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuUzHWaUF-ulWAEj_-Tcp0b5zCd-Xgdx-F1YvrsJ1mzvuM0UeI1zeeuPlAv9qCGuJEgZOAjD6w0CW8-KPQv-LbBPqdFdvWU6wJJ_eFATBkqK9qoMJYzg9gO6r9WaUbRuXFdxcZ23ev3WUi/s1600/hsl.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuUzHWaUF-ulWAEj_-Tcp0b5zCd-Xgdx-F1YvrsJ1mzvuM0UeI1zeeuPlAv9qCGuJEgZOAjD6w0CW8-KPQv-LbBPqdFdvWU6wJJ_eFATBkqK9qoMJYzg9gO6r9WaUbRuXFdxcZ23ev3WUi/s400/hsl.jpg" width="400" /></a></div>
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<div class="post-body entry-content">
<span class="fullpost">langusng aja saja ya brooo ngga pake lama.. heehhe</span> </div>
<div class="post-body entry-content">
<span class="fullpost"><br /><br /><b>Langkah Pertama</b></span></div>
<div class="post-body entry-content">
</div>
<div class="post-body entry-content">
<span class="fullpost"><span class="fullpost">Pertama buat layar baru (Ctrl + N) set ukuran Width:430px ; height:500px<span class="fullpost"></span></span><span class="fullpost"></span><span class="fullpost"><span class="fullpost"></span><br /></span><br /><span class="fullpost">load gambar kayu lalu. Dengan menggunakan Move Tool pindahkan gambar tersebut ke dalam layar </span><b><span class="fullpost"><span class="fullpost"></span></span></b></span></div>
<div class="post-body entry-content">
</div>
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<span class="fullpost"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span class="fullpost"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif_69Ticn_RwNOUs1jmOsWJBJ-y39UjyT2Pk6FiaL-IoFENrmiG7XbKJUi04_ApKnKtDIUvBi5N3twfV_zl5I_-pEuswytKOJjY1DqwrltuN5lW5aqxU_lyR2VpLwJCBKzzKVzyXsSBpTK/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif_69Ticn_RwNOUs1jmOsWJBJ-y39UjyT2Pk6FiaL-IoFENrmiG7XbKJUi04_ApKnKtDIUvBi5N3twfV_zl5I_-pEuswytKOJjY1DqwrltuN5lW5aqxU_lyR2VpLwJCBKzzKVzyXsSBpTK/s320/1.jpg" width="262" /></a></span></div>
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</span><br />
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tekan <b>Ctrl + T</b> lalu tarik bagian bawah gambar sehingga menutupi area dibawahnya setelah itu tekan ENTER<span class="fullpost"></span></div>
<span class="fullpost"><br /></span>Selanjutnya tekan <b>CTRL + J</b> untuk menggandakan layer, trus dengan menggunakan <b>Move Tool</b> geser layer tadi sehingga menutupi seluruh area dokumen<span class="fullpost">tekan <b>Ctrl + T</b> lalu tarik bagian bawah gambar sehingga menutupi area dibawahnya setelah itu tekan ENTER</span></div>
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</div>
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<span class="fullpost"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span class="fullpost"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf9SRX4Rb9VNLHJOT7ELOkqZRIrbeGsabKXPnNwGzm8aonS7rBfCNM9oBpaV4EBDu5XgRGxZ8VAkkOGl_Xy9hCb6Ac5CsbXE0gW2ZTEz5F4d6F1CU_xWSV8PMhy8YdNDiIesKGaheB3tjf/s1600/3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf9SRX4Rb9VNLHJOT7ELOkqZRIrbeGsabKXPnNwGzm8aonS7rBfCNM9oBpaV4EBDu5XgRGxZ8VAkkOGl_Xy9hCb6Ac5CsbXE0gW2ZTEz5F4d6F1CU_xWSV8PMhy8YdNDiIesKGaheB3tjf/s320/3.jpg" width="261" /></a></span></div>
<span class="fullpost">
</span><br />
Selanjutnya tekan Ctrl + E pada keyboard yang berguna untuk menyatukan 2 layer menjadi 1<span class="fullpost"></span> <span class="fullpost"><span class="fullpost"><br /></span><br /></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span class="fullpost"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3BArcee1I4WCMoJ4O-Huvxer-ZN8XDHK7Tk4JuoYFjQgD3G3fTNy_npyaABcb64L5gGUkFLPDfte32mYdErTZHctulrZ87HqoDfPH5gUxs437RVgWKYSPH8gL6KytaTwY8Q9gBAtsGpxk/s1600/4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3BArcee1I4WCMoJ4O-Huvxer-ZN8XDHK7Tk4JuoYFjQgD3G3fTNy_npyaABcb64L5gGUkFLPDfte32mYdErTZHctulrZ87HqoDfPH5gUxs437RVgWKYSPH8gL6KytaTwY8Q9gBAtsGpxk/s1600/4.jpg" /></a></span></div>
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<div class="post-body entry-content">
<br /><span class="fullpost"><span class="fullpost"><b>Langkah Kedua</b></span></span><br />
<div class="post-body entry-content">
Buka menu Images > Adjustments > Brightness/Contrast, set propertis seperti gambar<span class="fullpost">Selanjutnya tekan Ctrl + E pada keyboard yang berguna untuk menyatukan 2 layer menjadi 1</span></div>
<span class="fullpost"><br /></span><span class="fullpost"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span class="fullpost"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigl40deLC3cDq3TjwbpWI9f_zeYv4r_Xzsxw77-4hr3Oa9b1lidJjZcrm2hIIy-Wr73bCinkz_5IdAIkwcxVAI5766IIEcUzDFmZPtOQCk9fk8OQt20zzPwITcebJINTWl0Ct12pDwIPkm/s1600/5.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigl40deLC3cDq3TjwbpWI9f_zeYv4r_Xzsxw77-4hr3Oa9b1lidJjZcrm2hIIy-Wr73bCinkz_5IdAIkwcxVAI5766IIEcUzDFmZPtOQCk9fk8OQt20zzPwITcebJINTWl0Ct12pDwIPkm/s320/5.jpg" width="320" /></a></span></div>
<span class="fullpost"><br /></span><span class="fullpost">Buka gambar modelnya trus tarik ke layar lalu atur posisinya dengan menggunakan Move Tool<span class="fullpost">selanjutnya buka menu Images > Adjustments > Brightness/Contrast, set propertis seperti gambar<span class="fullpost">Selanjutnya tekan Ctrl + E pada keyboard yang berguna untuk menyatukan 2 layer menjadi 1</span></span><span class="fullpost"><br /></span><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoSAsktgL5C8DGbWQvF5hk0WCIfUWBWszlYACK_JNYecXgpGaFMSfzm5LvKixX5zQzkBOtpuT5TQ6x8vXiL0aRh3hk6fpwnC9dTu0PDvG9kGa3VsPPeXzTHOTuXhYXzIVN8_FQ1TzDTDUa/s1600/6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoSAsktgL5C8DGbWQvF5hk0WCIfUWBWszlYACK_JNYecXgpGaFMSfzm5LvKixX5zQzkBOtpuT5TQ6x8vXiL0aRh3hk6fpwnC9dTu0PDvG9kGa3VsPPeXzTHOTuXhYXzIVN8_FQ1TzDTDUa/s1600/6.jpg" /></a></div>
</span>hapus bagian-bagian yang tidak kita perlukan, sehingga gambar menjadi seperti gambar dibawah ini</div>
<div class="post-body entry-content">
<span class="fullpost"><br />
<br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwMufdbn9vgd7fDVZA8LdPeuY-aR4H9bJBFYzhhyphenhyphenwfVflfwFnD9uePsxj3veSK_POgbh2L6yrvhB0HCVaq1omv1t9mFhs6yUuTBqpNIgjp5CPLZKFoCHtNXKqcXvxH1bwNtjGoXBBC27b/s1600/7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwMufdbn9vgd7fDVZA8LdPeuY-aR4H9bJBFYzhhyphenhyphenwfVflfwFnD9uePsxj3veSK_POgbh2L6yrvhB0HCVaq1omv1t9mFhs6yUuTBqpNIgjp5CPLZKFoCHtNXKqcXvxH1bwNtjGoXBBC27b/s320/7.jpg" width="261" /></a></div>
</span><span class="fullpost"> </span></div>
<div class="post-body entry-content">
<span class="fullpost">Ubah blending mode layernya menjadi Multiply<span class="fullpost"> hapus bagian-bagian yang tidak kita perlukan, sehingga gambar menjadi seperti gambar dibawah ini</span> <br /><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj1pa_BC4WLB0OULyHREnWcjS3kZXCo1ZClh2WCm9ljI-VS0qF_hYqaGI0JpOf32Y0ZAXVST4dGaoIHzv5AN663Vvh5Ekyi-QIxeL07px84VRBYTrqKU6ClZYkZWMiL9OmXyGAt-wWQBis/s1600/8.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj1pa_BC4WLB0OULyHREnWcjS3kZXCo1ZClh2WCm9ljI-VS0qF_hYqaGI0JpOf32Y0ZAXVST4dGaoIHzv5AN663Vvh5Ekyi-QIxeL07px84VRBYTrqKU6ClZYkZWMiL9OmXyGAt-wWQBis/s320/8.jpg" width="320" /></a></div>
</span> </div>
<div class="post-body entry-content">
<span class="fullpost">Langkah Ketiga </span></div>
<div class="post-body entry-content">
<span class="fullpost">Buka menu Images > Adjustments > Brightness/Contrast, set propertis seperti gambar<span class="fullpost">Selanjutnya ubah blending mode layernya menjadi Multiply<span class="fullpost"> hapus bagian-bagian yang tidak kitaperlukan, sehingga gambar menjadi seperti gambar dibawah ini</span></span></span></div>
<div class="post-body entry-content">
<span class="fullpost"><span class="fullpost"><span class="fullpost"> </span></span></span></div>
<div class="post-body entry-content">
<span class="fullpost"><span class="fullpost"><span class="fullpost"> </span></span>
</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1W4eB5LRosa35fvwWK_k-9ZxdOBbErqrB5L_ytW7Q6uBfrFFZc12dGfyzeNWaV7uwvoRQuTxjhk9nj57MYiwGAI5JQosPW-292oThx3Z4uZvy9lhBpYeMBjDyL0C5WSeXoxsZXrNwUDLO/s1600/9.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1W4eB5LRosa35fvwWK_k-9ZxdOBbErqrB5L_ytW7Q6uBfrFFZc12dGfyzeNWaV7uwvoRQuTxjhk9nj57MYiwGAI5JQosPW-292oThx3Z4uZvy9lhBpYeMBjDyL0C5WSeXoxsZXrNwUDLO/s320/9.jpg" width="255" /></a><span class="fullpost">
</span><br /><span class="fullpost">trus gandain layer muka modelnya (CTRL + J) trus ubah blending mode layer nya menjadi normal<span class="fullpost"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1W4eB5LRosa35fvwWK_k-9ZxdOBbErqrB5L_ytW7Q6uBfrFFZc12dGfyzeNWaV7uwvoRQuTxjhk9nj57MYiwGAI5JQosPW-292oThx3Z4uZvy9lhBpYeMBjDyL0C5WSeXoxsZXrNwUDLO/s1600/9.jpg" style="margin-left: 1em; margin-right: 1em;"></a></div>
</span></span><span class="fullpost"><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZq2pxbUT2vYM-P9mGrI5vgAubBxjQFdA_ntMuJil3xncsw58bnl37jwHE1GE6vAf16_QciNXSQMkX9_-rX-kt-2jO2QvWMsBPtigES8UWhhnx8GlF348-0wriYs-c-txlAZtGUx4AmKwj/s1600/10.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZq2pxbUT2vYM-P9mGrI5vgAubBxjQFdA_ntMuJil3xncsw58bnl37jwHE1GE6vAf16_QciNXSQMkX9_-rX-kt-2jO2QvWMsBPtigES8UWhhnx8GlF348-0wriYs-c-txlAZtGUx4AmKwj/s320/10.jpg" width="320" /></a></div>
</span><span class="fullpost">Trus hapus bagian2 muka kecuali bola mata dan gigi, sehinnga terlihat seperti gambar dibawah<br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc_QNBGd7H1ppgVdKyfrTMUI505cO76Rs_srYdBN67OK5kVwt3eu6FSqE1tqsxiGKMZ9cuimxqhoyYjoY-2E5G1-Mkn6hPbDhyujE75n7L6HdPRqlvbOVaY-OuWlC-G892S4VgOKKoY9ZC/s1600/11.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc_QNBGd7H1ppgVdKyfrTMUI505cO76Rs_srYdBN67OK5kVwt3eu6FSqE1tqsxiGKMZ9cuimxqhoyYjoY-2E5G1-Mkn6hPbDhyujE75n7L6HdPRqlvbOVaY-OuWlC-G892S4VgOKKoY9ZC/s1600/11.jpg" /></a></div>
</span>Buat sebuah layer baru (Shift + Ctrl + N) dan buat
sebuah persegi panjang dengan menggunakan Rectangular Marquee Tool trus
dengan menggunakan Paint Bucket Tool warnai dengan warna hitam. lalu
tekan CTRL + D untuk menghilangkan seleksi</div>
<div class="post-body entry-content">
<span class="fullpost"><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYgbXgMr849L4uUjQjAGSIrPKBTFtebdb_lXoVre81tbeM710HHSPSCCxM1c9_C4sPhk7OhfqzzmNkKk2ihXC_ngaFfQRCcoEcmuct_kYPKgIKx3K8ds7N7mz8j3moSt__TOnvqmSoh3cd/s1600/12.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYgbXgMr849L4uUjQjAGSIrPKBTFtebdb_lXoVre81tbeM710HHSPSCCxM1c9_C4sPhk7OhfqzzmNkKk2ihXC_ngaFfQRCcoEcmuct_kYPKgIKx3K8ds7N7mz8j3moSt__TOnvqmSoh3cd/s1600/12.jpg" /></a></div>
</span><span class="fullpost"> </span></div>
<div class="post-body entry-content">
<span class="fullpost">Buka menu Layer > Layer Style > Drop Shadow trus setting juga untuk nilai propertis lainnya</span><span class="fullpost"><span class="fullpost"></span><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF80BkHE0Y_OW0gvTtD9rGB2ZBmKeOXCh03PPPvJ2nEYnTorKYP9bBWOJmtYumaLRREcP02WFYsXUwxHGZJtr4v0bKIg7lr99BPtFeZGwhMbWPHb-kvw8zb3o48_K4QKDF_mXsWB-RCCga/s1600/13.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF80BkHE0Y_OW0gvTtD9rGB2ZBmKeOXCh03PPPvJ2nEYnTorKYP9bBWOJmtYumaLRREcP02WFYsXUwxHGZJtr4v0bKIg7lr99BPtFeZGwhMbWPHb-kvw8zb3o48_K4QKDF_mXsWB-RCCga/s320/13.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuGKwz-yE6Qn9Rrzw4mPevrr07c3HhyphenhyphenFl0KEH0c54YDZiXtDZcSZuX4igs8sA_xPt8YPtx6343vU0QFrkO9P0Aa9HQx70n3Tw8s1nQezYT3lj0p6UunnySOLYviAG0ZrVulKHUjPlIbduW/s1600/14.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuGKwz-yE6Qn9Rrzw4mPevrr07c3HhyphenhyphenFl0KEH0c54YDZiXtDZcSZuX4igs8sA_xPt8YPtx6343vU0QFrkO9P0Aa9HQx70n3Tw8s1nQezYT3lj0p6UunnySOLYviAG0ZrVulKHUjPlIbduW/s320/14.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8kAmdo7Vr1CASRK-B6WGJf8J-UJMXYQZGW1aHz7yY6e7jM6B73xS9GpKtBhyphenhyphenvxruXRf0u-4lKsScLkOo9NpQ8wqFj4cERMF7gwRpZuBNIygs8VIw6RBMdtDGf8NUHYymfD_-1xpWzX3IA/s1600/15.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8kAmdo7Vr1CASRK-B6WGJf8J-UJMXYQZGW1aHz7yY6e7jM6B73xS9GpKtBhyphenhyphenvxruXRf0u-4lKsScLkOo9NpQ8wqFj4cERMF7gwRpZuBNIygs8VIw6RBMdtDGf8NUHYymfD_-1xpWzX3IA/s320/15.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuoCIWpngNmGSIFEXynpTKnO2fb3_oxpJwI6RPIYaPnq01Ac5up6lMMw7BQqiUw67H310vX0AZjJxLFXO2Mw85tyZWU4e8YEqKtU49lMDcm4tYNjEMLStOMv0b5pwafBbcfIue0JEHE15B/s1600/16.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuoCIWpngNmGSIFEXynpTKnO2fb3_oxpJwI6RPIYaPnq01Ac5up6lMMw7BQqiUw67H310vX0AZjJxLFXO2Mw85tyZWU4e8YEqKtU49lMDcm4tYNjEMLStOMv0b5pwafBbcfIue0JEHE15B/s320/16.jpg" width="320" /></a></div>
</span><span class="fullpost">Jika semua propertis sudah di set sesuai gambar diatas maka persegi panjang tadi akan terlihat seperti gambar dibawah ini<span class="fullpost"><span class="fullpost"> </span></span></span><span class="fullpost"><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL6w0XEIpOmyuO3NmMm-z_qFsQsI84jsdvu6qh1wJ2K7EzsZgDIQO40aIEMtiFgA5EOSi47sw-0vorfvfJ4NrztqCci2VSIv_9p9lqTCynxfE_cOsbEwCZ_EkcwLxcx-hMlk1E_eEFL_d4/s1600/17.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL6w0XEIpOmyuO3NmMm-z_qFsQsI84jsdvu6qh1wJ2K7EzsZgDIQO40aIEMtiFgA5EOSi47sw-0vorfvfJ4NrztqCci2VSIv_9p9lqTCynxfE_cOsbEwCZ_EkcwLxcx-hMlk1E_eEFL_d4/s320/17.jpg" width="320" /></a></div>
</span><span class="fullpost">Buat sebuah layer baru (shift + Ctrl + N) trus letakkan layer tersebut dibawah layer persegi panjang</span><span class="fullpost"><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgboVlv8g9fWZsjTO4VIHuXncfNL7Y2nr2rZ7HmMFVjNHRBwYnSTyTDLAh40-ytT6bUwFYCHrJV7DsLiW0j230bIBlFKrrcq9jC9OBFYIGLJrUOOZleexA_evd3f1YTynrHrLqnFanL6TYQ/s1600/18.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgboVlv8g9fWZsjTO4VIHuXncfNL7Y2nr2rZ7HmMFVjNHRBwYnSTyTDLAh40-ytT6bUwFYCHrJV7DsLiW0j230bIBlFKrrcq9jC9OBFYIGLJrUOOZleexA_evd3f1YTynrHrLqnFanL6TYQ/s320/18.jpg" width="228" /></a></div>
</span><span class="fullpost">Klik kiri layer persegi panjang trus tekan Ctrl + E maka 2 layer akan menjadi 1</span><span class="fullpost"><br /><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf5YcmZ13fgCCtJxF5dOs9nVGGUuObAtVnPZkxX7srQGobkRpN1FGvF2H0HBXIsRn0ybVul3PED9npRtDA_gsKIUhBj2ZuK-2jzD774mUXEq3aCfW4hCeIqORqEnCDomtGbcAihkk6o9pb/s1600/19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf5YcmZ13fgCCtJxF5dOs9nVGGUuObAtVnPZkxX7srQGobkRpN1FGvF2H0HBXIsRn0ybVul3PED9npRtDA_gsKIUhBj2ZuK-2jzD774mUXEq3aCfW4hCeIqORqEnCDomtGbcAihkk6o9pb/s320/19.jpg" width="231" /></a></div>
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<span class="fullpost"> </span><span class="fullpost">Tekan CTRL + T lalu rotasi kan sedikit persegi panjangnya lalu tekan Enter<br /><br /><br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNr5e7QeR8IOsb4o6e-vVTg5pUeIttNDjCowPKqy09J-KbjgYWHMw0bNQWT8Fv_xSMLUwJpc68WnFs3BGIKWbra40k8yqve9swr-sN4ocGZfKqKn3iMRE52Y33AGhpetzaFRXsoOSbwogK/s1600/20.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNr5e7QeR8IOsb4o6e-vVTg5pUeIttNDjCowPKqy09J-KbjgYWHMw0bNQWT8Fv_xSMLUwJpc68WnFs3BGIKWbra40k8yqve9swr-sN4ocGZfKqKn3iMRE52Y33AGhpetzaFRXsoOSbwogK/s320/20.jpg" width="264" /></a></div>
</span>Buat sebuah lingkaran ke kecil di sudut kanan atas
persegi panjang beri wana putih. Trus buka menu layer - Layer Style -
Drop Shadow(Nilai Propertis tidak perlu diubah) , Bevell N Emboss (Depth
=1000 ; size=1 ; soften=0)<span class="fullpost">lanjut tekan CTRL + T lalu rotasi kan sedikit persegi panjangnya lalu tekan Enter</span></div>
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<span class="fullpost"><br /></span><b>Langkah Terakhir </b></div>
<div class="post-body entry-content">
Beri text di papan persegi panjang tadi. Nah selesai deh<span class="fullpost">lanjut tekan CTRL + T lalu rotasi kan sedikit persegi panjangnya lalu tekan Enter<br /><br /><br /><br /><div class="separator" style="clear: both; text-align: center;">
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</span></div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-74132611686416453192013-03-30T03:06:00.002-07:002013-03-30T03:06:18.301-07:00<h3 class="post-title entry-title" itemprop="name">
Trik Sederhana Mengubah Wajah
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<h1 class="post-title entry-title">
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Langsung saja kita mulai Berikut trik sedesrhana mengubah wajah<br />
<br />
1. Langkah Pertama<br />
Buka sekaligus 2 buah file foto atau gambar yang akan dirubah wajahnya<br />
<a href="http://1.bp.blogspot.com/-KCx6I-OGIxQ/UIgNlTPl66I/AAAAAAAAJkI/F73Beg1i0H8/s1600/ubah-wajah-1.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Manipulasi Photo Ubah Wajah" border="0" height="241" src="http://1.bp.blogspot.com/-KCx6I-OGIxQ/UIgNlTPl66I/AAAAAAAAJkI/F73Beg1i0H8/s320/ubah-wajah-1.jpg" title="Ubah Wajah" width="320" /></a><br />
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<a href="http://4.bp.blogspot.com/-TZDJaepcwmw/UIgPkdosNKI/AAAAAAAAJkU/USmQaPuGgK0/s1600/ubah-wajah-2.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Manipulasi Photo Ubah Wajah" border="0" height="312" src="http://4.bp.blogspot.com/-TZDJaepcwmw/UIgPkdosNKI/AAAAAAAAJkU/USmQaPuGgK0/s320/ubah-wajah-2.jpg" title="Ubah Wajah" width="227" /></a></div>
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<a href="http://www.blogger.com/blogger.g?blogID=1058780638482008800" name="more"></a><br /><br />
Langkah kedua<br />Atur letak wajah nenek dan atur juga besar kecilnya dengan tombol Ctrl + T, lalu ubah Opacity
menjadi 50%<br />
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<a href="http://1.bp.blogspot.com/-RQXl0DyLrz0/UIgQtkhYzaI/AAAAAAAAJkg/cn5Wi-rEyHI/s1600/ubah-wajah-3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="http://1.bp.blogspot.com/-RQXl0DyLrz0/UIgQtkhYzaI/AAAAAAAAJkg/cn5Wi-rEyHI/s320/ubah-wajah-3.jpg" width="320" /></a></div>
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Langkah ketiga<br />
<div style="text-align: justify;">
Selanjutnya kita akan merubah wajah britney, dan pastikan layer pada
posisi Layer 1 (nenek tua), pada toolbox silahkan ubah foreground color
menjadi hitam dan background menjadi putih. Lalu klik <b>Brush Tool </b>dan pada layer pallet <b>Add vektor mask</b></div>
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<a href="http://1.bp.blogspot.com/-Z4G1DWXaOJQ/UIiWvMcWYKI/AAAAAAAAJnM/uNdp2QVlQZo/s1600/ubah-wajah-4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="http://1.bp.blogspot.com/-Z4G1DWXaOJQ/UIiWvMcWYKI/AAAAAAAAJnM/uNdp2QVlQZo/s320/ubah-wajah-4.jpg" width="320" /></a></div>
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Langkah keempat<br />
<div style="text-align: justify;">
Hapus bagian luar dari wajah dengan <b>brush tool</b> sampai wajah nenek kelihatan sempurna. kembalikan nilai Opacity menjadi 100% seperti dibawah ini </div>
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<a href="http://1.bp.blogspot.com/-zxEUiWeqVz4/UIicC8HXOVI/AAAAAAAAJoc/H-rUWw0AxLs/s1600/ubah-wajah-5.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Manipulasi Photo Ubah Wajah" border="0" height="235" src="http://1.bp.blogspot.com/-zxEUiWeqVz4/UIicC8HXOVI/AAAAAAAAJoc/H-rUWw0AxLs/s320/ubah-wajah-5.jpg" title="Ubah Wajah" width="320" /></a></div>
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Langkah kelima <br />
<div style="text-align: justify;">
Agar kulit wajah nenek terlihat lebih kinclong tanpa kerutan, nah pada tool box, klik <b>Smudge Tool</b> untuk menghilangkan kerutan wajah, dan pada menu bar atur nilai <b>Strength</b> menjadi 15% dan mulai menggosok secara perlahan pada kerutan wajah nenek seperti dibawah ini</div>
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<a href="http://2.bp.blogspot.com/-mc62Emt7BJE/UIgUQRsyyvI/AAAAAAAAJlw/zI5xgMk6Er0/s1600/ubah-wajah-10.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Manipulasi Photo Ubah Wajah" border="0" height="241" src="http://2.bp.blogspot.com/-mc62Emt7BJE/UIgUQRsyyvI/AAAAAAAAJlw/zI5xgMk6Er0/s320/ubah-wajah-10.jpg" title="Ubah Wajah" width="320" /></a></div>
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<div style="text-align: justify;">
Lihat hasil akhir dari <b>manipulasi foto merubah wajah</b>, adakah
perbedaan antara kedua foto di bawah ini? Wajah Britney Spears udah
berubah menjadi wajah nenek tersenyum dengan rambut pirang, cantik kan hehehe...</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-41786949043372204882013-03-16T05:30:00.001-07:002013-03-16T05:30:47.073-07:00efek grungeAssalamu'alaikum..Kali ini kita akan mabuat tutorial efek grunge dengan trik sederhana, doakan ya....hehehe. Oke untuk
kali ini langsung saja akan saya kasih tutorial. untuk pertma saya coba menggunakan foto ganteng saya sendiri untuk objek hehehe... ngaku dan muji sendiri pook...<br />
kalu nda percaya lihat saja sendiri hahah...muji lagi..<br />
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<a href="http://www.blogger.com/blogger.g?blogID=1058780638482008800" name="more"></a> <br />
dari pada lama-lama muji kegantengan gua kebih baik kita mulai sja aksinya... ok..<br />
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<h4>
Langkah 1 : Membuka gambar</h4>
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<h4>
Langkah 2 : Mengubah foto menjadi hitam putih</h4>
Seleksi background dengan memilih select > Color range. Klik background dan isikan fuzziness menjadi 100. Lalu tekan OK<br />
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Isikan dengan warna putih dimenu edit > fill.<br />
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<img alt="Fill dengan warna putih" class="aligncenter" height="268" src="https://lh6.googleusercontent.com/-SBVy6gdCc8Q/UQdBTmbAhCI/AAAAAAAAHAQ/KhtaAOlnhY4/s344/efek-grunge_004.jpg" title="Fill dengan warna putih" width="344" /></div>
Ubah gambar menjadi hitam putih di menu Image > Adjustments >
Desaturate atau dengan menekan ctrl + Shift U. lalu gambar dipertajam dengan menu Image > adjustment > Brightness/Contrast.<br />
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<img alt="Brightness/Contrast" class="aligncenter" height="175" src="https://lh6.googleusercontent.com/-rVgtW5IfLvk/UQdBUndEYzI/AAAAAAAAHAs/ebxobtLBQYk/s339/efek-grunge_005.jpg" title="Brightness/Contrast" width="339" /></div>
Beri lagi efek Adjustments pada menu Image > Adjustments > Threshold. Beri Threshold level menjadi 180.<br />
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<img alt="Threshold" class="aligncenter" height="202" src="https://lh6.googleusercontent.com/-7Dd8x1D-S7k/UQdBUgqY-NI/AAAAAAAAHAk/oZIfUANxZGY/s396/efek-grunge_006.jpg" title="Threshold" width="396" /></div>
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Ini dia hasilnya...<br />
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<h4>
Langkah 3 : Menghapus bagian berwarna putih pada baiground</h4>
Pilih select > Color
range dan pilih warna putih. Fuzziness bisa anda isi dengan nilai 0.<br />
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Tekan “Delete” pada keyboard dan hapus seleksi dengan menekan Ctrl + D (Select > Deselect).<br />
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<h4>
Langkah 4 : Membuat efek grunge</h4>
Klik dan tarik foto yang telah kita edit dengan move tool (v) ke tekstur.<br />
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Ubah layer mode menjadi Soft Light. </div>
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lalu gambungkan layar dengan menekan Ctrl + Shift + Alt + E secara bersamaan sehingga terbentuk layer
baru pada layer pallete Seperti pada gambar dibawah<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAgM0maHmuNHQBpDox2hYsuMK59AkeLZZP4O5jyPdyE7W_FsiRN2FQzixgmbv9LGvJMV5O6vQH0EW7kE4Eq-yjG-xVdYoi6k0DV0L_t2MNRKyTxE0UUae5b8nHJLGf4u_rC9qtUTc3EOA/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAgM0maHmuNHQBpDox2hYsuMK59AkeLZZP4O5jyPdyE7W_FsiRN2FQzixgmbv9LGvJMV5O6vQH0EW7kE4Eq-yjG-xVdYoi6k0DV0L_t2MNRKyTxE0UUae5b8nHJLGf4u_rC9qtUTc3EOA/s1600/7.jpg" /></a></div>
Buat layer baru dengan nenekan ctrl + Shift + N dan tekan ok. Sambil menekan
Ctrl pada keyboard, klik pada thumbnail “Layer 1″ sehingga akan
terbentuk seleksi sesuai gambar pada layer<br />
<br />
Lanjut dengan mengubah warna #603913 pada foreground color. Tekan Alt + Backspace untuk menambah warna menjadi warna coklat tua. sehingga gambar menjadi seperti berikut<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjveqrSRmlAatTRbsxb9RO3yvufSyT4LWGBmGdMC_XiGWIi6wXOgsdboNgdqY9HYBvnvkI-4ARoTDLMRNyx5Yb-x3ojI_vJz3v4xayxgDg4jIeGimLfYbMDsbONEW6haXDSSeFVaKof_BA/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjveqrSRmlAatTRbsxb9RO3yvufSyT4LWGBmGdMC_XiGWIi6wXOgsdboNgdqY9HYBvnvkI-4ARoTDLMRNyx5Yb-x3ojI_vJz3v4xayxgDg4jIeGimLfYbMDsbONEW6haXDSSeFVaKof_BA/s320/8.jpg" width="320" /></a></div>
Pada layer pallete, beri sentuhan sedikit dengan merubah layar mode menjadi “Multiply” dan Opacity
menjadi 30%. Dan berikut hasil desain gambar grunge ....<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjhnx2aa-iQtGdCHl7SYAOrAKP1TgorsK_wzFLFL2pXJq6LXCZVJB-JJY8PifbEIa0Eh1KFU0F9-AvhMrkDCnb43HbbpA5gGMFATvCjnO8Tb3f9trnr-twyExO0nuu3kCy3A6W5WFyNxM/s1600/grunge+ku.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjhnx2aa-iQtGdCHl7SYAOrAKP1TgorsK_wzFLFL2pXJq6LXCZVJB-JJY8PifbEIa0Eh1KFU0F9-AvhMrkDCnb43HbbpA5gGMFATvCjnO8Tb3f9trnr-twyExO0nuu3kCy3A6W5WFyNxM/s320/grunge+ku.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpRDpfnmR901d4L2jNFI85YyMo-stMuPivo1pUGaDsVIJ-17IOzPgIbOUxzlqvpHCkZM7D6bqurlRCJyO4SNXuuv7bjKofQ_xqRM98337vMvy6ClGMpLTlUhj0sHtJZyN5pL1rVrygU58/s1600/c1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> </div>
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<a href="http://www.blogger.com/blogger.g?blogID=1058780638482008800" name="more"></a> Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-86477470073716602372013-02-11T08:45:00.000-08:002013-02-11T08:45:06.357-08:00Menghilangkan Watermark dengan PhotoshopSetelah di tutorial sebelumnya kita belajar membuat watermark, sekarang kita akan belajar <a class="seven" href="http://www.ilmugrafis.com/" target="_blank">Tutorial Photoshop</a>
cara menghilangkan gambar yang berWatermark. Wah penulis jadi inget
lagunya Bang Haji Rhoma Irama yang Liriknya "Kau yang mulai kau yang
mengakhiri" ^_^ . Apa itu watermark? anda bisa membacaya di tutorial
sebelumnya yang berjudul <a class="seven" href="http://www.ilmugrafis.com/photoshop_dasar.php?page=membuat-cap-stamp-logo-watermark"><strong>Membuat Watermark</strong></a> di ILMUGRAFIS.<br />
<br />
Ok seperti di tutorial sebelumnya mari kita berdoa dulu sebelum belajar agar mendapat rahmat dan hidayahNya<br />
<br />
Langkah - Langkahnya:<br />
1. Untuk tutorial kali ini saya merekomendasikan menggunakan photoshop CS 4 atau Photoshop CS5<br />
Ok, Siapkan gambar yang berWatermark. Ini contoh saja saya dapatkan dari pakde Google<br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/450px-Visible_digital_watermarking.jpg" vspace="2" /><br />
foto stock - Brian Kell 2006<br />
<br />
2. Tekan CTRL + J untuk menduplikat / menggandakan Layer<br />
dan
Siapkan peralatan perang kita yaitu <strong>Spot Healing Brush Tool</strong><br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/70pe1.jpg" vspace="2" /><br />
<br />
setting dengan klik (aktifkan) content - aware<br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/70pe2.jpg" vspace="2" /><br />
<br />
2. Nah sekarang kita kuas , caranya tahan klik kiri pada mouse, dan buat penanda di atas watermark gambarnya seperti ini<br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/70pe3.jpg" vspace="2" /><br />
Sesuaikan ukuran kuas dengan watermark Tekan [ atau ] untuk menambah atau mengurangi ukuran kuas yang diperlukan<br />
Hati-hati menjalankannya selama diatas tanda watermark. jika ada kesalahan tekan undo (CRTL + Z) untuk mengulang kembali<br />
<br />
Sedikit - sedikit tapi pasti, kesabaran adalah kuncinya...<br />
Jika persenjataan kurang, gunakan Clone tool (cara kerja clone tool bisa di baca di sini <a class="seven" href="http://www.ilmugrafis.com/photoshop_dasar.php?page=mengetahui-kinerja-dan-keuntungan-clone-tool"><strong>Cara Penggunaan Clone Tool</strong></a><br />
<br />
Hasil Akhirnya kira - kira seperti ini:<br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/450px-Visible_digital_watermarkingdone.jpg" vspace="2" /><br />
nah lumayan kan, watermarknya hilang, cuma nggak terlalu bagus soalnya penulis buru2 nih maklum laper (sarapan)<br />
<img alt="image ilmugrafis.com" hspace="2" src="http://www.ilmugrafis.info/photoshop/p_foto_70/70pe4.jpg" vspace="2" /><br />
Sebelum = terdapat watermark Brian Kell 2006<br />
Sesudah = Watermark Hilang<br />
Tentunya teknik di atas hanyalah 1 dari sekian banyak teknik yang ada,
improvisasi dan pengenalan tool photoshop akan lebih membuat anda
semakin canggih dan mahir<br />
Terima kasih dan selamat mempelajari, see u in next <a class="seven" href="http://www.ilmugrafis.com/photoshop_dasar.php"><strong>photoshop trick</strong></a> dan <strong><a class="seven" href="http://www.ilmugrafis.com/photoshop_foto.php">Efek Foto</a></strong> lainnya<br />
Semoga bermanfaat<br />
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-52891240359993852632013-02-11T08:40:00.002-08:002013-02-11T08:40:16.194-08:00Membuat Gambar Sketsa dari Foto<div class="title">
<span style="font-weight: normal;">Category: <span class="categories"><a href="http://desaindigital.com/category/tutorial/manipulasi-foto/" title="View all posts in Manipulasi Foto">Manipulasi Foto</a>, <a href="http://desaindigital.com/category/tutorial/" title="View all posts in Tutorial">Tutorial</a></span> | Author: <span class="author vcard"><span class="fn"><a href="http://desaindigital.com/author/lordgodc/" rel="author" title="Posts by Muhammad Godc">Muhammad Godc</a></span></span> | </span></div>
<div class="entry">
Di dalam tutorial ini kita akan mempelajari cara mengubah foto
menjadi sketsa gambar tangan dan menggunakan Tool Clone Stamp untuk
memanipulasi gambar.<br />
<h3>
Preview</h3>
Sebelum memulai tutorial ini, silahkan lihat hasil akhir yang akan kita peroleh.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="466" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/final.jpg" width="600" /></div>
<h3>
Detail Tutorial</h3>
<ul>
<li>Tingkat Kesulitan: Pemula, Menengah</li>
<li>Program yang Digunakan: Adobe Photoshop</li>
<li>Materi Yang Dipelajari: Penggunaan Filter, Proses Kloning, Penggunaan Layer Mask</li>
<li>Lama Pengerjaan: 30 menit</li>
</ul>
<h3>
Resource yang Dibutuhkan</h3>
Untuk mengikuti tutorial ini, silakan ambil terlebih dahulu resource berikut:<br />
<h3>
Tutorial</h3>
<h4>
Langkah 1: Membuat efek sketsa.</h4>
Buka foto yang ingin diubah menjadi sketsa.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="529" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-01.jpg" width="350" /></div>
<h4>
Langkah 2</h4>
Tekan Ctrl + J untuk membuat duplikat layer lalu ubah menjadi Grayscale dengan menekan Shift + Ctrl + U. Beri nama layer <em>child</em>.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="530" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-02.jpg" width="352" /></div>
<h4>
Langkah 3</h4>
Duplikasi layer <em>child</em>.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="201" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-03.jpg" width="209" /></div>
<h4>
Langkah 4</h4>
Pada layer <em>child copy</em> tekan Ctrl + I untuk membalik warna gambar.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="529" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-04.jpg" width="353" /></div>
<h4>
Langkah 5</h4>
Ganti blend mode layer menjadi Color Dodge. Tampilan gambar akan berubah putih.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="237" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-05.jpg" width="210" /></div>
<h4>
Langkah 6</h4>
Selanjutnya, klik menu Filter > Other > Minimum, lakukan pengaturan seperti berikut.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="337" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-06.jpg" width="322" /></div>
<h4>
Langkah 7</h4>
Duplikasi layer <em>child</em> lalu letakkan di posisi paling atas.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="250" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-07.jpg" width="208" /></div>
<h4>
Langkah 8</h4>
Tambahkan kontras pada gambar dengan cara klik menu Image > Adjustment > Brightness/Contrast.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="156" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-08.jpg" width="332" /></div>
<h4>
Langkah 9</h4>
Selanjutnya, klik menu Filter > Noise > Add Noise. Lakukan pengaturan seperti berikut.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="425" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-09.jpg" width="322" /></div>
<h4>
Langkah 10</h4>
Klik menu Filter > Blur > Gaussian Blur.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="337" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-10.jpg" width="322" /></div>
<h4>
Langkah 11</h4>
Ubah blending mode layer menjadi Pin Light, lalu tambahkan layer mask.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="248" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-11.jpg" width="211" /></div>
<h4>
Langkah 12</h4>
Kembalikan Foreground dan Background ke warna standar, hitam dan
putih, dengan menekan D. Aktifkan layer mask thumbnail lalu klik menu
Filter > Render > Clouds.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="247" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-12.jpg" width="211" /></div>
<h4>
Langkah 13</h4>
Tambahkan Noise (Filter > Noise > Add Noise) dengan pengaturan berikut.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="425" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-13.jpg" width="322" /></div>
<h4>
Langkah 14</h4>
Tambahkan Filter Gaussian Blur (Filter > Blur > Gaussian Blur) dengan Radius: 2 pixels.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="337" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-14.jpg" width="322" /></div>
<h4>
Langkah 15</h4>
Selanjutnya klik menu Image > Adjustments > Levels.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="337" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-15.jpg" width="405" /></div>
<h4>
Langkah 16</h4>
Gabungkan semua layer (Shift + Ctrl + E), lalu tekan Ctrl + A untuk menyeleksi seluruh isi layer.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="553" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-16.jpg" width="380" /></div>
<h4>
Langkah 17</h4>
Klik menu Edit > Copy (Ctrl+C).<br />
<h4>
Langkah 18: Memasukan Sketsa</h4>
Buka gambar <a href="http://desaindigital.com/membuat-gambar-sketsa-dari-foto/#">tangan</a> lalu tekan Ctrl + V. Gambar sketsa akan masuk ke dalam gambar tangan.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="399" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-18.jpg" width="600" /></div>
<h4>
Langkah 19</h4>
Lakukan distorsi pada gambar sketsa, atur letak dan ukuran seperti
gambar berikut. Untuk mempermudah, Anda dapat menurunkan opacity layer.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="397" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-19.jpg" width="419" /></div>
<h4>
Langkah 20</h4>
Ubah blend mode layer menjadi Multiply dengan Opacity 71%.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="396" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-20.jpg" width="600" /></div>
<h4>
Langkah 21</h4>
Tambahkan layer mask. Lukis mask dengan hitam menggunakan brush lembut (Opacity: 20-40%).<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="473" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-21.jpg" width="600" /></div>
<h4>
Langkah 22: Menambahkan Pensil</h4>
Ambil gambar <a href="http://desaindigital.com/membuat-gambar-sketsa-dari-foto/#">pensil</a>. Tekan Ctrl + T, klik kanan pada gambar lalu pilih Flip Horizontal.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="414" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-22.jpg" width="543" /></div>
<h4>
Langkah 23</h4>
Tekan Ctrl + T kembali lalu lakukan pengaturan ukuran dan posisi seperti terlihat dalam gambar di bawah.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="398" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-23.jpg" width="600" /></div>
<h4>
Langkah 24</h4>
Gambar pensil berada di layer paling atas sehingga membuatnya tidak
terlihat dipegang. Untuk memperbaikinya, buat seleksi di bagian tangan
lalu klik menu Layer > Layer mask > Hide Selection.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="511" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-24.jpg" width="600" /></div>
<h4>
Langkah 25</h4>
Duplikasi layer Background (Ctrl + J). Aktifkan Tool Clone Stamp,
kita akan menggunakannya untuk menghilangkan bagian pena yang masih
terlihat. Tekan dan tahan tombol Alt pada keyboard lalu klik pada bagian
tangan dan sapukan pada gambar pena yang masih terlihat.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="419" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-25.jpg" width="505" /></div>
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="428" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-25a.jpg" width="527" /></div>
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="479" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-25b.jpg" width="598" /></div>
<h4>
Langkah 26</h4>
Selanjutnya adalah pembuatan bayangan. Buat layer baru di atas layer
pensil lalu tekan Alt + Ctrl + G. Lukis bayangan dengan bush lembut.
Lihat gambar di bawah untuk melihat referensi bayangan yang dihasilkan.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="478" src="http://i0.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-26.jpg" width="600" /></div>
<h4>
Langkah 27</h4>
Tambahkan Filter Gaussian Blur dengan Radius: 20,5 pixels.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="529" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-27.jpg" width="596" /></div>
<h4>
Langkah 28: Crop Gambar</h4>
Aktifkan Crop Tool, buat bidang crop seperti gambar berikut.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="410" src="http://i1.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/tutorial-membuat-sketsa-pensil-28.jpg" width="600" /></div>
<h3>
Hasil Akhir</h3>
Melalui tutorial ini saya harap Anda dapat mempelajari cara mengubah
foto menjadi sketsa. Jika ada pertanyaan atau saran, silahkan tuliskan
di kolom komentar. Terima kasih.<br />
<div class="tutorial_image">
<img alt="Membuat Gambar Sketsa dari Foto" height="466" src="http://i2.wp.com/desaindigital.com/wp-content/uploads/2011/04/tutorial-membuat-lukisan-sketsa-dari-foto/final.jpg" width="600" /></div>
<div class="sharedaddy sd-sharing-enabled">
<div class="robots-nocontent sd-block sd-social sd-social-icon-text sd-sharing">
<br /></div>
</div>
</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0Kendari, Indonesia-3.9674889 122.59469999999999-4.4743114 121.94925299999998 -3.4606664 123.240147tag:blogger.com,1999:blog-1058780638482008800.post-64436377085451804842012-10-12T00:02:00.001-07:002012-10-12T00:02:17.710-07:00Splash effect in Typography<div id="iklan11519562051731918799">
<div style="text-align: center;">
<img class="img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-snc6/208697_1908147059806_1125694937_32244879_6752232_n.jpg" width="256" /></div>
sebelumnya saya mengucapkan dahulu,
Salam Design untuk kita semua!!!<br />
<br />
lama sudah tidak membuat tutorial, dan kali ini ga ada salahnya saya
akan membuat tutorial sederhana dan mungkin sebagian teman teman saya
yakin dan percaya pasti sudah mengetahui hal ini dan tidak menutup
kemungkinan ada juga yang memang belum atau sama sekali mengetahui
caranya. Dan disini akan saya coba tutorial ini dengan versi saya
sendiri, mohon maaf bila ini terlalu Lebay atau apalah... semata mata
ini hanya untuk berbagi dan bukan untuk menonjolkan sesuatu hal yang
ada atau untuk di komersilkan!!! intinya mari kita bersama sama saling
berbagi... dan sesuatu yang bermanfaat itu adalah ilmu yang dibagikan
kepada orang lain!!! :)<br />
<br />
langsung saja, untuk mengawali perjalanan ini yang harus disiapkan dalam
tutorial ini adalah :<br />
<br />
download dahulu <b>"splash effect"</b> yang ada di bawah ini, perlu di
ketahui bersama untuk spalsh effect saya dapat dari browser google dan
bukan bikinan saya sendiri berikut sudah saya croping dan disesuaikan
dengan urutan warna masing masing!!! berikut font yang saya gunakan
disini, dan untuk font sebenarnya tidak terlalu pengaruh, semua font
juga bisa di implementasikan juga koq, hanya disini saya membuat
tutorial ini dengan menggunakan font "pepsi"<br />
<br />
splash effect : <a href="http://www.ziddu.com/download/14543071/splash.rar.html" rel="nofollow" target="_blank">http://www.ziddu.com/download/14543071/splash.rar.html</a><br />
<br />
font pepsi : <a href="http://www.dafont.com/pepsi.font" rel="nofollow" target="_blank">http://www.dafont.com/pepsi.font</a><br />
<br />
langsung ajah kita mulai :<br />
<br />
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="182" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-ash4/207586_1908147779824_1125694937_32244881_7309012_n.jpg" width="320" /></div>
<div class="caption">
gambar a<br />
<br />
pertama kita buka dahulu photoshop dan setelah itu kita buat layer baru
dengan background hitam dan untuk size saya gunakan ukuran :<br />
<br />
width : 2000 pixel<br />
height : 2500 pixel<br />
cplor mode : RGB color 8 bit</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="230" src="http://a2.sphotos.ak.fbcdn.net/hphotos-ak-snc6/217242_1908147979829_1125694937_32244882_7875395_n.jpg" width="320" /></div>
<div class="caption">
gambar b<br />
<br />
selanjutnya saya klik layer "spalsh effect, dan disitu saya mau
menyamakan warna yang ada dengan splash tersebut dengan cara klik
eyedropper tool, dan saya pilih bagian warna yang seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="305" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc6/207579_1908148299837_1125694937_32244883_7049991_n.jpg" width="320" /></div>
<div class="caption">
gambar c<br />
<br />
selanjutnya saya klik layer "spalsh effect, dan disitu saya mau
menyamakan warna yang ada dengan splash tersebut dengan cara klik
eyedropper tool, dan saya pilih bagian warna yang seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="240" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-snc6/206603_1908148619845_1125694937_32244885_614487_n.jpg" width="320" /></div>
<div class="caption">
gambar d<br />
<br />
dan setelah sudah memilih warna yang diinginkan selanjutnya gambar
tersebut di drag ke layer baru tadi yang warna hitam dengan move tool,
seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-snc6/218064_1908148939853_1125694937_32244886_7811385_n.jpg" width="320" /></div>
<div class="caption">
gambar d<br />
<br />
dan setelah sudah memilih warna yang diinginkan selanjutnya gambar
tersebut di drag ke layer baru tadi yang warna hitam dengan move tool,
seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc6/206421_1908149299862_1125694937_32244888_4509637_n.jpg" width="320" /></div>
<div class="caption">
gambar e<br />
<br />
selanjutnya kita menulis sebuah huruh dengan font "pepsi" seperti ini
dan untuk size di sesuaikan saja</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a2.sphotos.ak.fbcdn.net/hphotos-ak-snc6/217681_1908149579869_1125694937_32244889_6759591_n.jpg" width="320" /></div>
<div class="caption">
gambar f<br />
<br />
dan setelah itu huruf tersebut di geser mendekat ke splash effect
tersebut dengan "move tool" seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a5.sphotos.ak.fbcdn.net/hphotos-ak-ash4/207627_1908149779874_1125694937_32244890_4430982_n.jpg" width="237" /></div>
<div class="caption">
gambar g<br />
<br />
langkah selanjutnya adalah menyatukan antara huruf dengan splash efek
tersebut dengan huruf dan caranya sebagai klik menu clone stamp tool,
dan klik brush tool standar dan diameter disesuaikan dengan kebuthan
berikut opacity juga di sesuaikan agar tidak terlalu terang, dan bila
sudah tekan tombol keyboard alt + klik tombol kiri mouse lalu pilih
bagian warna yang diperlukan dan setelah itu dilepas, kemudian klik
satu persatu bagian tepi huruf tersebut agar terlihat menyatu dengan
spalsh effect, seperti ini hasilnya</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-ash4/206523_1908150259886_1125694937_32244891_3877247_n.jpg" width="299" /></div>
<div class="caption">
gambar h<br />
<br />
<br />
satu huruf telah selesai, dan untuk huruf selanjutnya juga sama seperti
dari awal yang saya buat ini, dan akan saya coba lagi biar lebih
jelas. <br />
<br />
selanjutnya saya klik layer "spalsh effect, dan disitu saya mau
menyamakan warna yang ada dengan splash tersebut dengan cara klik
eyedropper tool, dan saya pilih bagian warna yang seperti ini</div>
</div>
<br />
</div>
<div style="clear: both; margin: 10px 0pt;">
<script>
/** center **/
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<script src="http://stat.sittiad.com/delivery/sittiad.b1.js"></script><iframe frameborder="0" height="60" hspace="0" marginheight="0" marginwidth="0" scrolling="no" src="http://ads.sittiad.com/serving/ad.php?rand=611375105580638&sitti_pub_id=BC0019588&type=9&sitti_ad_number=2&d=51789" style="display: inline; margin: 0px; padding: 0px;" vspace="0" width="468">
<p>Your browser does not support iframes.</p>
</iframe>
</div>
photo_none"><div class="photo_img" style="text-align: center;">
<img class="img" height="230" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-snc6/217118_1908150459891_1125694937_32244892_6560827_n.jpg" width="320" /></div>
<div class="caption">
gambar i<br />
<br />
dan setelah sudah memilih warna yang diinginkan selanjutnya gambar
tersebut di drag ke layer baru tadi yang warna hitam dengan move tool,
seperti ini</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="230" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-ash4/208694_1908150899902_1125694937_32244893_6820565_n.jpg" width="320" /></div>
<div class="caption">
gambar j<br />
<br />
selanjutnya kita menulis sebuah huruh dengan font "pepsi" seperti ini
dan untuk size di sesuaikan saja,lalu setelah itu huruf tersebut di
geser mendekat ke splash effect tersebut dengan "move tool" seperti in,
dan bila splash effect nya terlihat kekecilan bisa di besarkan dan
sesuaikan dengan cara klik ctrl - t, lalu sesuakan secara manual</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-ash4/205745_1908151179909_1125694937_32244894_7899472_n.jpg" width="302" /></div>
<div class="caption">
gambar k<br />
<br />
langkah selanjutnya adalah menyatukan antara huruf dengan splash efek
tersebut dengan huruf dan caranya sebagai klik menu clone stamp tool,
dan klik brush tool standar dan diameter disesuaikan dengan kebuthan
berikut opacity juga di sesuaikan agar tidak terlalu terang, dan bila
sudah tekan tombol keyboard alt + klik tombol kiri mouse lalu pilih
bagian warna yang diperlukan dan setelah itu dilepas, kemudian klik
satu persatu bagian tepi huruf tersebut agar terlihat menyatu dengan
spalsh effect, seperti ini hasilnya</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="285" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-ash4/217148_1908151579919_1125694937_32244895_4074874_n.jpg" width="320" /></div>
<div class="caption">
gambar l<br />
<br />
dua huruf sudah selesai, dan untuk huruf selanjutnya juga sama seperti
contoh diatas!!! singkat kata dan ini hasil dari tulisan yang ingin
saya buat, dan ini semua sudah dalam proses kerapian, maksudnya menyama
ratakan jarang masing masing huruf, gunakan movew tool</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a2.sphotos.ak.fbcdn.net/hphotos-ak-ash4/208676_1908152099932_1125694937_32244896_1928902_n.jpg" width="320" /></div>
<div class="caption">
gambar m<br />
<br />
belum selesai sampai disini, langkah selanjutnya adalah, karena saya
yakin ini 4 huruf sudah selaesai, dan saya akan menduplicate semua
layer huruf dan splash yang saya gunakan tadi, dengan cara memblok
semua layer tersebut setelah itu klik tombol kanan mouse, lalu akan
muncul tampilan dan pilih duplicate layer > lalu klik OK<br />
<br />
(fungsi duplicate yang saya gunakan ini untuk membuat efek shadow)</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc6/208039_1908152579944_1125694937_32244897_4493221_n.jpg" width="320" /></div>
<div class="caption">
gambar n<br />
<br />
setelah itu secara otomatis posisi layer duplicate dalam keadaan
ngeblok semua, lalu selanjutnya klik tombol mouse ctrl - t lalu klik
tombol kanan mouse lalu pilih "flip vertical"</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-ash4/215252_1908152739948_1125694937_32244898_2175891_n.jpg" width="257" /></div>
<div class="caption">
contoh hasil
seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-ash4/216238_1908152939953_1125694937_32244899_2451931_n.jpg" width="248" /></div>
<div class="caption">
gambar p<br />
<br />
selanjutnya geser gambar tersebut digeser kebawah, seolah olah menjadi
sebuah bayangan, seperti ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="231" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-snc6/216583_1908153299962_1125694937_32244900_5445924_n.jpg" width="320" /></div>
<div class="caption">
gambar q<br />
<br />
dan masih terlihat kasar, selanjutnya semua layer duplicate tersebut di
pack menjadi 1 group, contoh seperti ini :<br />
<br />
klik tombol mouse kanan, lalu pilih group into new smart obyek, biar
simple untuk proses selanjutnya.</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a5.sphotos.ak.fbcdn.net/hphotos-ak-ash4/215925_1908153499967_1125694937_32244901_7159232_n.jpg" width="262" /></div>
<div class="caption">
gambar r<br />
<br />
lihat tampilan ini</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-snc6/208600_1908153659971_1125694937_32244902_2290858_n.jpg" width="253" /></div>
<div class="caption">
gambar s<br />
<br />
selanjutnya masih di layer group tersebut adalah langkah selanjutnya :<br />
<br />
klik filter > blur > graussian blur > dan pilih radius 25 pixel
> lalu klik ok</div>
</div>
<br />
<br />
<br />
selanjutnya saya akan masukan logo artwork berikut insert text kembali
(tidak usah juga boleh, terserah masing masing saja)<br />
<br />
dan inilah hasir akhir dari semuanya<br />
<br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<img class="img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-snc6/208697_1908147059806_1125694937_32244879_6752232_n.jpg" width="256" /></div>
<div class="caption">
Ddee Aleza</div>
</div>
demikian
tutorial singkat ini yang saya buat, mohon maaf bila ada kesalahan
dalam penyampaian ataupun yang lainnya, saya hanya ingin berbagi dari
apa yang saya bisa, walaupun saya yakin dan percaya temen temen sebagian
juga pasti iuga ada yang lebih bisa dari ini. Dan ini bukan untuk di
komersilkan, akan tetapi ini tanda persahabatan antara semua para
pecinta dan penikmat yang akan haus akan dunia design!!! orang bisa
karena terbiasa.Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-50586327471347240602012-10-11T23:59:00.001-07:002012-10-11T23:59:11.623-07:00<h3 class="post-title entry-title">
Smudge Painting with twirl effect</h3>
<div id="iklan11638833417467713709">
<div style="text-align: left;">
<br />
</div>
<div style="text-align: left;">
<br />
</div>
<div style="text-align: left;">
<img class="img_loading img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-snc4/60328_1411917906154_1478704085_30998861_6435724_n.jpg" width="238" /><b> </b></div>
hai! salam semua kawan2 ^^<br />
<i>(hello all)</i><br />
disini saya mencoba menjelaskan cara2 pembuatan karya saya:<br />
<i>(here I try to explain my artwork steps)</i><br />
<div class="photo photo_none">
<div class="photo_img" style="text-align: center;">
<br />
</div>
<div class="caption">
<a href="http://www.facebook.com/notes/tribute-troopers/tribute-06-rachel-alexander-artpack/142218709154417">http://www.facebook.com/notes/tribute-troopers/tribute-06-rachel-alexander-artpack/142218709154417</a><br />
<br />
1. painting<br />
2. coloring<br />
3. ruet-rueting<br />
4. sleeping<br />
<br />
^^</div>
</div>
<br />
oke saya mulai saja tahapannya.<br />
<i>(this is my step)</i><br />
single software <a href="http://www.adobe.com/products/photoshop/compare/" rel="nofollow" target="_blank" title="http://www.adobe.com/products/photoshop/compare/">Adobe
Photoshop CS5</a><br />
<br />
<b>original image:</b><br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="320" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62851_1420352917024_1478704085_31017265_6820447_n.jpg" width="240" /></div>
<br />
<br />
<b>1. smudge painting(</b><i><b>smudge painting</b></i><b>)</b><br />
<b> tools:</b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc4/61235_1420174992576_1478704085_31017034_2858144_n.jpg" /></div>
</div>
<b>
properti(<i>properties</i>):</b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" height="17" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62001_1420179632692_1478704085_31017037_6425239_n.jpg" width="400" /></div>
</div>
<b> cara penggunaan(<i>how to
use</i>):</b><br />
<ul>
<li>di'gosok' searah dengan lipatan2 kulit/bayangan, dimaksudkan
agar hasil goresan tidak mempengaruhi detail dari gambar asli</li>
</ul>
(<i>brush in the direction of areas of skin folds, intended for the
scratches do not affect the detail of the original image</i>)<br />
<ul>
<li>Untuk jelasnya liat di <a href="http://www.facebook.com/video/video.php?v=1335562077306" target="_blank" title="http://www.facebook.com/video/video.php?v=1335562077306"><b>video</b></a>
tutorial sebelumnya</li>
</ul>
(<i>For details see the previous tutorial <a href="http://www.facebook.com/video/video.php?v=1335562077306" target="_blank" title="http://www.facebook.com/video/video.php?v=1335562077306"><b>video</b></a></i>)<br />
<b>2. crop/potong objek(tubuh) (<i>croping object/body</i>)</b><br />
<b>tools:</b><br />
<b> </b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" src="http://a2.sphotos.ak.fbcdn.net/hphotos-ak-snc4/59981_1420190392961_1478704085_31017054_3091437_n.jpg" /></div>
</div>
<b>
properti</b><b>(<i>properties</i>)</b><b>:</b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" height="20" src="http://a5.sphotos.ak.fbcdn.net/hphotos-ak-ash2/61565_1420189072928_1478704085_31017052_8122958_n.jpg" width="400" /></div>
</div>
<b> cara penggunaan</b><b>(<i>how
to use</i>)</b><b>:</b><br />
<b> </b><br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="320" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62035_1420207033377_1478704085_31017073_4593657_n.jpg" width="239" /></div>
<br />
<ul>
<li>seleksi batas objek dan
background hingga kedua ujung titik pen bertemu(seluruh tubuh
terseleksi)<b> </b></li>
</ul>
(<i>selection border and background objects to both ends of the pen
point to see (the entire body selected)</i>)<br />
<b>3. mewarnai objek(<i>coloring</i>)</b><br />
<b>tools:</b><br />
<ul>
<li><i>Hue and saturation </i><b>(ctrl+u)</b></li>
<li><i>Color balance </i><b>(ctrl+b)</b><i> </i></li>
</ul>
<b> properti dan cara penggunaan(<i>properties and how to use it</i>):</b><br />
<b> kulit(<i>skin</i>):</b><br />
<ul>
<li>disesuaikan dengan warna kulit yg sesuai(<i>adapted to the skin</i>)</li>
</ul>
<b>bibir, <i>eye shadow(lips and eye shadow)</i></b><br />
<ul>
<li>seleksi bagian kulit,(<i>selection of the skin</i>)</li>
<li>duplikat hasil seleksi, (<i>duplicate the results of selection</i>)</li>
<li>beri warna yg sesuai (<i>give color you like</i>)</li>
</ul>
<b>perona(<i>blush on</i>)</b><br />
<ul>
<li>gunakan soft brush dengan transparansi tipis (<i>use a soft
brush with a thin transparent</i>)</li>
<li>sapukan di bagian pipi(<i>brush on the cheek</i>)</li>
<li>note: jika berlebihan maka kurangi <i>opocity layer</i> secukupnya(<i>if
necessary, reduce the layer opocity</i>)</li>
</ul>
<b>4. efek spiral pada perut <i>(spiral effect)</i></b><br />
<b> tools:</b><br />
<b> </b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-ash2/61569_1420356717119_1478704085_31017266_6006373_n.jpg" /></div>
</div>
<b>
properti</b><b>(<i>properties</i>)</b><b>:</b><br />
<div class="photo photo_none">
<div class="photo_img">
<img class="img_loading img" height="20" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62320_1420357797146_1478704085_31017268_7165585_n.jpg" width="400" /></div>
</div>
<b> cara penggunaan(<i>how to
use</i>):</b><br />
<ul>
<li><b>buang bagian tubuh yang tidak di perlukan....<i>hehe perlu
sih sbenernyeeee</i> (",) <i>(remove parts that are not in need)</i></b></li>
</ul>
<ul>
<li>seleksi dgn pen tool,<i>(use pen tool)</i></li>
<li>klik kanan,<i>(right click to show pop up menu) </i></li>
<li><i>make selection</i>, OK</li>
<li><i>delete</i>(<i>keyboard</i>)</li>
</ul>
</div>
<div style="clear: both; margin: 10px 0pt;">
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class="photo_img"
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img" height="176" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-ash2/61697_1420234474063_1478704085_31017111_4613677_n.jpg" width="320" /><br />
<ul>
<li>seleksi dgn pen tool, <i>(use
pen tool)</i></li>
<li>klik kanan, <i> </i><i>(right click to show pop up menu) </i></li>
<li><i>make selection</i>, OK</li>
<li><i>layer via cut</i><b> (ctrl+shift+J)</b></li>
<li>rotasi sedikit hasil potongan<b>(ctrl+T), </b>enter(keyboard) (<i>rotate
and enter</i>)</li>
</ul>
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="139" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-ash2/61680_1420242074253_1478704085_31017114_661038_n.jpg" width="320" /></div>
<br />
<ul>
<li>buat shape tambahan dengan <i>pen
tool (create additional shapes with the pen tool)</i></li>
</ul>
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="209" src="http://a5.sphotos.ak.fbcdn.net/hphotos-ak-snc4/61899_1420257874648_1478704085_31017122_3396144_n.jpg" width="320" /></div>
<br />
<ul>
<li>buat efek cahaya dan shadow
pada shape sehingga membentuk twirl atau spiral<i>(create effects of
light and shadow in shape so as to form Twirl or spiral)</i></li>
</ul>
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="209" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62459_1420260994726_1478704085_31017126_7939751_n.jpg" width="320" /></div>
<br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="320" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-snc4/34405_1420264554815_1478704085_31017127_4561941_n.jpg" width="283" /></div>
<br />
<b>5. ornamen(<i>Ornament</i>)</b><br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" src="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-snc4/63851_1420273075028_1478704085_31017133_3456072_n.jpg" /></div>
<br />
<br />
<b>stok brush </b>: <a href="http://johnsdue.deviantart.com/favourites/#/d1pemrq" rel="nofollow" target="_blank">http://johnsdue.deviantart.com/favourites/#/d1pemrq</a><br />
<br />
<img class="ext_img img_loading img" height="61" src="http://external.ak.fbcdn.net/safe_image.php?d=bb007a6e37490fb162292ac7aefc4b27&url=http%3A%2F%2Ffc02.deviantart.net%2Ffs38%2Fi%2F2008%2F315%2F7%2Fe%2FBat_Brushes_by_The_strawberry_tree.jpg" width="400" /><br />
<a href="http://the-strawberry-tree.deviantart.com/" rel="nofollow" target="_blank">http://the-strawberry-tree.deviantart.com/</a><br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="252" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-snc4/62055_1420284795321_1478704085_31017141_2233540_n.jpg" width="320" /></div>
<br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="320" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-snc4/33600_1420320076203_1478704085_31017178_7227440_n.jpg" width="247" /></div>
<br />
<br />
<div class="photo photo_none">
<div class="photo_img">
<br />
</div>
<div class="photo_img">
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="320" src="http://a2.sphotos.ak.fbcdn.net/hphotos-ak-snc4/60068_1420320316209_1478704085_31017179_4401895_n.jpg" width="269" /></div>
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading
img" height="400" src="http://a3.sphotos.ak.fbcdn.net/hphotos-ak-ash2/61221_1420320516214_1478704085_31017180_4316185_n.jpg" width="246" /></div>
<br />
<br />
<div class="photo_img" style="margin-left: 1em; margin-right: 1em;">
<img class="img_loading img" height="186" src="http://a1.sphotos.ak.fbcdn.net/hphotos-ak-snc4/60024_1420330636467_1478704085_31017188_4946764_n.jpg" width="320" /></div>
<br />
</div>
</div>
<br />
<div class="photo photo_none">
<div class="photo_img">
<br />
</div>
</div>
<br />
6. background<br />
klo bgnya...image aja...lupa...g papa ya???cape saya..wehehehehe bye bye
tengkiuuuuu <br />
<img class="img_loading img" height="320" src="http://a7.sphotos.ak.fbcdn.net/hphotos-ak-snc4/60328_1411917906154_1478704085_30998861_6435724_n.jpg" width="238" /><b> </b><br />
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-66117336545141058092012-10-11T23:56:00.001-07:002012-10-11T23:56:26.608-07:00<h3 class="post-title entry-title">
Smudge Painting</h3>
<div id="iklan17070641544991253991">
<h1 style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><img alt="" class="img" height="267" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs069.snc4/34806_1526216638431_1325113223_31144127_8066296_n.jpg" width="402" /></span><span style="font-size: x-small;"><span lang="id"> </span></span></h1>
<h1 style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Belajar Smudge Painting
(Dasar)</span> </span></h1>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Halo teman, kawan, sohib,
friend dan sahabat..</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Kali ini saya akan sedikit berbagi tutorial
tentang cara pembuatan photo yang diretouch <i><b>smudge painting</b> </i>
dengan menggunakan Adobe Photoshop CS3 (versi berapa aja boleh) dengan
cara manual saya.. ^_^ </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">*) Contoh bisa dilihat di
album saya "<i><b>Belajar Smudge Painting</b> </i> " (<a href="http://www.facebook.com/sonykyukyu?sk=info#%21/album.php?id=1325113223&aid=2044710" rel="nofollow" target="_blank" title="Belajar Smudge Painting">http://www.facebook.com/album.php?id=1325113223&aid=2044710</a>
) atau (<a href="http://skyu6631.deviantart.com/gallery/" rel="nofollow" target="_blank" title="Deviantart Galerry">http://skyu6631.deviantart.com/</a>
)</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Untuk mempermudah dalam proses pengerjaannya,
kita membutuhkan beberapa <b><i>Plug-in</i> </b> . (buat kelas pemula
seperti saya) diantaranya : </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- Topaz Vivacity</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- Topaz Adjust</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- dan Nik Software</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Yang bisa di download melalui
<b><i>4shared.com </i> </b> (<a href="http://www.4shared.com/" rel="nofollow" target="_blank" title="4shared">http://www.4shared.com/</a>
)<b><i> </i> </b> </span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Langkah Pertama yang harus
kita lakukan adalah :</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Install <b><i>Plug-in</i> </b> terlebih dahulu
(<b><i>Topaz Vivacity, Topaz Adjust dan Nik Software</i> </b> ). Kalo
sudah.. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Langsung saja menuju TKP.. --><b> Adobe
Photoshop CS3</b> <-- </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">1. Buka photo (pic) yg mau di
edit, lalu duplikat pic aslinya (Ctrl+J) kemudian atur <b><i>Level-</i> </b>
nya (wajib) dan untuk pengaturannya disesuaikan.</span> </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="240" src="http://photos-d.ak.fbcdn.net/hphotos-ak-snc6/hs062.snc6/167229_1526175037391_1325113223_31144078_1485177_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">2. Duplikat lagi pic yang sudah diatur
levelnya (Ctrl+J) lalu ubah blendingnya menjadi <b><i>Overlay</i> </b>
(biar tidak over, biasanya saya kurangi opacitynya sesuai dengan selera
saya. Terus di merge layers (Ctrl+E). </span></div>
<div class="photo
photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="241" src="http://photos-g.ak.fbcdn.net/hphotos-ak-snc6/hs057.snc6/168734_1526176477427_1325113223_31144080_6378376_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">3. Kalo sudah kita mengarah
pada layer object, selanjutnya masuk ke <b><i>filter</i> </b> -> <b><i>Topaz
Labs</i> </b> -> <b><i>Topaz Adjust</i> </b> -> <b><i>Clarity</i>
</b> .</span> </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="240" src="http://photos-h.ak.fbcdn.net/hphotos-ak-snc4/hs098.snc4/36245_1526178357474_1325113223_31144084_4814678_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">4. Lalu kurangi <b><i>Saturation</i>
</b> -nya (Ctrl+U) nilai disesuaikan dengan pic (antara -30% sampai
-45%).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">5. Kemudian gunakan<b><i> Smudge Tool</i> </b>
dan sesuaikan nilai strenghnya, kalo saya biasanya pakai antara (8% -
16% untuk object dan 40% - 60% untuk Background) untuk ukuran brush-nya
menyesuaikan. Kemudian Smudge (gosok) pelan-pelan secara merata sesuai
dengan alur object (Jangan sampai over) dimaksudkan agar hasil goresan
tidak mempengaruhi detail dari gambar asli. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><b lang="id">Catatan :</b> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Sebelum proses Smudge, bisa di awali dengan
proses <b><i>posterize</i> </b> terlebih dahulu (kalo diperlukan) untuk
memecah warnanya. Jadi pada saat Smudge kita bisa tahu ke arah mana
kita harus menggosok. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" /></span></div>
</div>
</div>
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<br />
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">6. Langkah selanjutnya pisahkan object dan
background (dengan cara di seleksi) dengan menggunakan<b><i> Pen Tool </i>
</b> atau<b><i> Polyganol Lasso Tool. </i> </b> Usahakan seleksinya
serapi mungkin. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-b.ak.fbcdn.net/hphotos-ak-snc6/hs033.snc6/166385_1526183397600_1325113223_31144091_5621971_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">7. Setelah <i><b>Proses
Seleksi</b> </i> selesai, masuk k<i> </i> e<b><i> filter</i> </b> -> <b><i>Topaz
Vivacity</i> </b> -> <b><i>Topas Clean</i> </b> (atur nilainya
sesuai dengan keinginan dan harus benar-benar diperhatikan garis-garis
wajah dan body biar keliatan lebih real dari efek smudging).</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">8. Selanjutnya masuk lagi ke <b><i>filter</i>
</b> -> <b><i>Topaz Vivacity </i> </b> -> <b><i>Topaz DeNoise/EQ</i>
</b> (atur nilainya sesuai dengan keinginan dan harus benar-benar
diperhatikan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">9. Kemudian ke <b><i>filter</i>
</b> -> <b><i>Topaz Vivacity</i> </b> -> <b><i>Topaz Sharpen </i>
</b> (atur nilainya sesuai dengan keinginan dan harus benar-benar
diperhatikan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">10. Langkah selanjutnya kita
masuk lagi ke masuk ke <b><i>filter</i> </b> -> <b><i>Topaz Labs</i> </b>
-> <b><i>Topaz Adjust</i> </b> -> <b><i>Clarity</i> </b> (untuk
mengeluarkan highliht)</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">11. Dan untuk finishing touchnya kita gunakan
plug-in <b><i>Nik Software Colour Efek Pro.</i> </b> <b><i>Darken/Lighten
Center.</i> </b> (atur nilainya sesuai dengan keinginan) Pilih </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">12. Masuk ke Software Colour
Efek Pro lagi dan gunakan <b><i>Tonal Contrast</i> </b> (atur nilainya
sesuai dengan keinginan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Terakhir setelah selesai
dengan perjuangan Smudging yang begitu melelahkan, kita berikan dimensi
dan pengaturan pencahayaan object menggunakan <b><i>Burn Tool</i> </b>
dan <b><i>Dodge Tool</i> </b> (seperti mata, alis, hidung, bibir dsb).</span>
</span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-f.ak.fbcdn.net/hphotos-ak-snc6/hs070.snc6/168009_1526188037716_1325113223_31144093_1481631_a.jpg" />
<br />
</span> </div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><b lang="id">Proses pembuatan
Background</b> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">1. Buat layer baru, lalu
berikan <b><i>fill</i> </b> (Ctrl+Del / Alt+Del) warna menyesuaikan,
pilih yg cocok dengan objeck.</span> </span></div>
<div class="photo
photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-a.ak.fbcdn.net/hphotos-ak-snc6/hs035.snc6/166567_1526193917863_1325113223_31144095_68433_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">2. Gunakan <b><i>Brush Tool</i> </b> (cari <b><i>Wet
Media Brushes</i> </b> pilih <b><i>Large Texture Stroke</i> </b> )
untuk Warna, Opacity dan Flow disesuaikan. Selanjutnya kita explore
sendiri sesuai dengan imajinasi kita. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">4. Kita gunakan <b><i>Smudge Tool</i> </b>
(cari <b><i>Thick Heavy Bruses</i> </b> pilih <b><i>Flat Bristle</i> </b>
) ukuran dan strength disesuaikan. Langkah ini untuk memberikan efek
goresan seperti kuas. (kita gunakan lagi imajinasi dan kreativitas) </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">5. Selanjutnya
kita masuk ke <b><i>filter</i> </b> -> <b><i>Noise</i> </b> -> <b><i>Add
Noise</i> </b> (pilih <b><i>Uniform, Amount</i> </b> disesuaikan max.
4% saja). </span><br />
</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><br />
</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Jangan lupa untuk
mencantumkan <b><i>LABEL</i> </b> . Itung-itung promosi dan
perlindungan hak cipta sebuah karya dari orang-orang yang tidak
bertanggung jawab dan suka membajak..!!! Welleh.. Hehe.. Selesai.. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-e.ak.fbcdn.net/hphotos-ak-snc6/hs015.snc6/166592_1526198957989_1325113223_31144112_3829326_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> <b><br />
<span lang="id"> Catatan :</span></b><span lang="id"> Untuk <b><i>langkah
No. 2 - 4</i> </b> bisa diulangi proses-nya sesuai dengan yang kita
inginkan.</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Hanya seperti ini <i><b>Tutorial Smudge
Painting</b> </i> yang bisa saya share, Semoga bermanfaat. Terima
Kasih..</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br /></div>
<div class="photo photo_none" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="267" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs069.snc4/34806_1526216638431_1325113223_31144127_8066296_n.jpg" width="402" /> </span></div>
<div class="caption">
<span style="font-size: x-small;"><span lang="id">(Before - After)</span> </span></div>
</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-36121284748344432582012-10-11T23:49:00.000-07:002012-10-11T23:49:08.012-07:00Smudge Painting<div id="iklan17070641544991253991">
<h1 style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><img alt="" class="img" height="267" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs069.snc4/34806_1526216638431_1325113223_31144127_8066296_n.jpg" width="402" /></span><span style="font-size: x-small;"><span lang="id"> </span></span></h1>
<h1 style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Belajar Smudge Painting
(Dasar)</span> </span></h1>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Halo teman, kawan, sohib,
friend dan sahabat..</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Kali ini saya akan sedikit berbagi tutorial
tentang cara pembuatan photo yang diretouch <i><b>smudge painting</b> </i>
dengan menggunakan Adobe Photoshop CS3 (versi berapa aja boleh) dengan
cara manual saya.. ^_^ </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">*) Contoh bisa dilihat di
album saya "<i><b>Belajar Smudge Painting</b> </i> " (<a href="http://www.facebook.com/sonykyukyu?sk=info#%21/album.php?id=1325113223&aid=2044710" rel="nofollow" target="_blank" title="Belajar Smudge Painting">http://www.facebook.com/album.php?id=1325113223&aid=2044710</a>
) atau (<a href="http://skyu6631.deviantart.com/gallery/" rel="nofollow" target="_blank" title="Deviantart Galerry">http://skyu6631.deviantart.com/</a>
)</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Untuk mempermudah dalam proses pengerjaannya,
kita membutuhkan beberapa <b><i>Plug-in</i> </b> . (buat kelas pemula
seperti saya) diantaranya : </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- Topaz Vivacity</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- Topaz Adjust</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">- dan Nik Software</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Yang bisa di download melalui
<b><i>4shared.com </i> </b> (<a href="http://www.4shared.com/" rel="nofollow" target="_blank" title="4shared">http://www.4shared.com/</a>
)<b><i> </i> </b> </span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Langkah Pertama yang harus
kita lakukan adalah :</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Install <b><i>Plug-in</i> </b> terlebih dahulu
(<b><i>Topaz Vivacity, Topaz Adjust dan Nik Software</i> </b> ). Kalo
sudah.. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Langsung saja menuju TKP.. --><b> Adobe
Photoshop CS3</b> <-- </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">1. Buka photo (pic) yg mau di
edit, lalu duplikat pic aslinya (Ctrl+J) kemudian atur <b><i>Level-</i> </b>
nya (wajib) dan untuk pengaturannya disesuaikan.</span> </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="240" src="http://photos-d.ak.fbcdn.net/hphotos-ak-snc6/hs062.snc6/167229_1526175037391_1325113223_31144078_1485177_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">2. Duplikat lagi pic yang sudah diatur
levelnya (Ctrl+J) lalu ubah blendingnya menjadi <b><i>Overlay</i> </b>
(biar tidak over, biasanya saya kurangi opacitynya sesuai dengan selera
saya. Terus di merge layers (Ctrl+E). </span></div>
<div class="photo
photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="241" src="http://photos-g.ak.fbcdn.net/hphotos-ak-snc6/hs057.snc6/168734_1526176477427_1325113223_31144080_6378376_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">3. Kalo sudah kita mengarah
pada layer object, selanjutnya masuk ke <b><i>filter</i> </b> -> <b><i>Topaz
Labs</i> </b> -> <b><i>Topaz Adjust</i> </b> -> <b><i>Clarity</i>
</b> .</span> </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="240" src="http://photos-h.ak.fbcdn.net/hphotos-ak-snc4/hs098.snc4/36245_1526178357474_1325113223_31144084_4814678_a.jpg" width="180" /> </span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">4. Lalu kurangi <b><i>Saturation</i>
</b> -nya (Ctrl+U) nilai disesuaikan dengan pic (antara -30% sampai
-45%).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">5. Kemudian gunakan<b><i> Smudge Tool</i> </b>
dan sesuaikan nilai strenghnya, kalo saya biasanya pakai antara (8% -
16% untuk object dan 40% - 60% untuk Background) untuk ukuran brush-nya
menyesuaikan. Kemudian Smudge (gosok) pelan-pelan secara merata sesuai
dengan alur object (Jangan sampai over) dimaksudkan agar hasil goresan
tidak mempengaruhi detail dari gambar asli. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><b lang="id">Catatan :</b> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Sebelum proses Smudge, bisa di awali dengan
proses <b><i>posterize</i> </b> terlebih dahulu (kalo diperlukan) untuk
memecah warnanya. Jadi pada saat Smudge kita bisa tahu ke arah mana
kita harus menggosok. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" /></span></div>
</div>
</div>
<div style="clear: both; margin: 10px 0pt;">
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<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">6. Langkah selanjutnya pisahkan object dan
background (dengan cara di seleksi) dengan menggunakan<b><i> Pen Tool </i>
</b> atau<b><i> Polyganol Lasso Tool. </i> </b> Usahakan seleksinya
serapi mungkin. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-b.ak.fbcdn.net/hphotos-ak-snc6/hs033.snc6/166385_1526183397600_1325113223_31144091_5621971_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">7. Setelah <i><b>Proses
Seleksi</b> </i> selesai, masuk k<i> </i> e<b><i> filter</i> </b> -> <b><i>Topaz
Vivacity</i> </b> -> <b><i>Topas Clean</i> </b> (atur nilainya
sesuai dengan keinginan dan harus benar-benar diperhatikan garis-garis
wajah dan body biar keliatan lebih real dari efek smudging).</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">8. Selanjutnya masuk lagi ke <b><i>filter</i>
</b> -> <b><i>Topaz Vivacity </i> </b> -> <b><i>Topaz DeNoise/EQ</i>
</b> (atur nilainya sesuai dengan keinginan dan harus benar-benar
diperhatikan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">9. Kemudian ke <b><i>filter</i>
</b> -> <b><i>Topaz Vivacity</i> </b> -> <b><i>Topaz Sharpen </i>
</b> (atur nilainya sesuai dengan keinginan dan harus benar-benar
diperhatikan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">10. Langkah selanjutnya kita
masuk lagi ke masuk ke <b><i>filter</i> </b> -> <b><i>Topaz Labs</i> </b>
-> <b><i>Topaz Adjust</i> </b> -> <b><i>Clarity</i> </b> (untuk
mengeluarkan highliht)</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">11. Dan untuk finishing touchnya kita gunakan
plug-in <b><i>Nik Software Colour Efek Pro.</i> </b> <b><i>Darken/Lighten
Center.</i> </b> (atur nilainya sesuai dengan keinginan) Pilih </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">12. Masuk ke Software Colour
Efek Pro lagi dan gunakan <b><i>Tonal Contrast</i> </b> (atur nilainya
sesuai dengan keinginan).</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">Terakhir setelah selesai
dengan perjuangan Smudging yang begitu melelahkan, kita berikan dimensi
dan pengaturan pencahayaan object menggunakan <b><i>Burn Tool</i> </b>
dan <b><i>Dodge Tool</i> </b> (seperti mata, alis, hidung, bibir dsb).</span>
</span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-f.ak.fbcdn.net/hphotos-ak-snc6/hs070.snc6/168009_1526188037716_1325113223_31144093_1481631_a.jpg" />
<br />
</span> </div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><b lang="id">Proses pembuatan
Background</b> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">1. Buat layer baru, lalu
berikan <b><i>fill</i> </b> (Ctrl+Del / Alt+Del) warna menyesuaikan,
pilih yg cocok dengan objeck.</span> </span></div>
<div class="photo
photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-a.ak.fbcdn.net/hphotos-ak-snc6/hs035.snc6/166567_1526193917863_1325113223_31144095_68433_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">2. Gunakan <b><i>Brush Tool</i> </b> (cari <b><i>Wet
Media Brushes</i> </b> pilih <b><i>Large Texture Stroke</i> </b> )
untuk Warna, Opacity dan Flow disesuaikan. Selanjutnya kita explore
sendiri sesuai dengan imajinasi kita. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">4. Kita gunakan <b><i>Smudge Tool</i> </b>
(cari <b><i>Thick Heavy Bruses</i> </b> pilih <b><i>Flat Bristle</i> </b>
) ukuran dan strength disesuaikan. Langkah ini untuk memberikan efek
goresan seperti kuas. (kita gunakan lagi imajinasi dan kreativitas) </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="id">5. Selanjutnya
kita masuk ke <b><i>filter</i> </b> -> <b><i>Noise</i> </b> -> <b><i>Add
Noise</i> </b> (pilih <b><i>Uniform, Amount</i> </b> disesuaikan max.
4% saja). </span><br />
</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><br />
</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Jangan lupa untuk
mencantumkan <b><i>LABEL</i> </b> . Itung-itung promosi dan
perlindungan hak cipta sebuah karya dari orang-orang yang tidak
bertanggung jawab dan suka membajak..!!! Welleh.. Hehe.. Selesai.. </span></div>
<div class="photo photo_center" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" src="http://photos-e.ak.fbcdn.net/hphotos-ak-snc6/hs015.snc6/166592_1526198957989_1325113223_31144112_3829326_a.jpg" />
</span></div>
</div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"> <b><br />
<span lang="id"> Catatan :</span></b><span lang="id"> Untuk <b><i>langkah
No. 2 - 4</i> </b> bisa diulangi proses-nya sesuai dengan yang kita
inginkan.</span> </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;">Hanya seperti ini <i><b>Tutorial Smudge
Painting</b> </i> yang bisa saya share, Semoga bermanfaat. Terima
Kasih..</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<br />
</div>
<div class="photo photo_none" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<div class="photo_img">
<span style="font-size: x-small;"><img alt="" class="img" height="267" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs069.snc4/34806_1526216638431_1325113223_31144127_8066296_n.jpg" width="402" /> </span></div>
<div class="caption">
<span style="font-size: x-small;"><span lang="id">(Before - After)</span> </span></div>
</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-86842164028097270892012-10-01T05:49:00.002-07:002012-10-01T05:49:43.388-07:00Manipulasi Foto Wajah Seram di Photoshop<h3 class="post-title entry-title">
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyjBPSJt7I/AAAAAAAAC7Y/phJCGG9tWPs/s1600/tutorial-photoshop-wajah-retak-thumbnail.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5493444887163025330" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyjBPSJt7I/AAAAAAAAC7Y/phJCGG9tWPs/s200/tutorial-photoshop-wajah-retak-thumbnail.jpg" style="cursor: pointer; float: left; height: 172px; margin: 0pt 10px 10px 0pt; width: 200px;" /></a>Kita
sering melihat poster-poster dan cover film dengan karakter horor dan
gabungan tengkorak dan wajah. Nah, di<span style="font-weight: bold;">tutorial</span>
kali ini kita akan mencoba memanipulasi foto wajah dengan gaya-gaya
yang seperti itu. Ada beberapa <span style="font-weight: bold;"><a href="http://www.desainstudio.com/search/label/photoshop">tehnik
photoshop</a></span> yang menjadi poin dalam <a href="http://www.desainstudio.com/search/label/tutorial">tutorial</a>
kali ini. Antara lain adalah meletakkan tekstur retakan pada wajah dan
menggunakan layer mask secara efektif pada <span style="font-weight: bold;"><a href="http://www.desainstudio.com/search/label/photoshop">Photoshop</a></span>.
Tanpa banyak basa-basi lagi, kita langsung masuk ke tutorialnya..</h3>
<span class="fullpost"><br /><br /><span style="font-weight: bold;">STEP 1</span><br /><br />Masukkan
gambar seorang wajah yang ingin dimanipulasi. Saya sendiri menggunakan
foto gambar seorang wanita yang bisa kamu temukan<a href="http://signyourcherry.deviantart.com/art/Screaming-Barbie-80867110?q=boost%3Apopular+in%3Aphotography+SCREAMING+photo&qo=40">
disini</a>. Pilih layer foto wanita, dan klik <span style="font-weight: bold;">create new fill or adjustment layer</span> di bagian bawah layer
palette. <span style="font-weight: bold;">Ingat! tekan dan tahan tombol
Alt di keyboard</span> dan baru lepaskan pada saat sudah memilih <span style="font-weight: bold;">Hue/Saturation</span>. Langkah ini untuk
membuat adjustment hanya diaplikasikan pada layer terpilih (layer
wanita).<br /><br /><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyQCgDDV3I/AAAAAAAAC7I/kSQ8iBNQvpA/s1600/tutorial-photoshop-wajah-retak1.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493424018122037106" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyQCgDDV3I/AAAAAAAAC7I/kSQ8iBNQvpA/s400/tutorial-photoshop-wajah-retak1.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 2</span><br /><br />Perkecil nilai pada
saturation di <span style="font-weight: bold;">Hue/Saturation</span>
menjadi -80.<br /><br /><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyQCIKzGZI/AAAAAAAAC7A/zLS3emFFqOc/s1600/tutorial-photoshop-wajah-retak2.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493424011712076178" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyQCIKzGZI/AAAAAAAAC7A/zLS3emFFqOc/s400/tutorial-photoshop-wajah-retak2.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 3</span><br /><br />Masukkan gambar
skull/tengkorak ke dalam dokumen <span style="font-weight: bold;"><a href="http://www.desainstudio.com/search/label/tutorial">Photoshop</a></span>.
Atur nilai opacity layer skull menjadi 80 % atau tekan tombol 8 di
keyboard. Sekarang layer skull sudah transparan dan kita bisa
memposisikan gambar skull hingga sesuai dengan wajah si wanita.<br /><br /><a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TDyQB_yfMjI/AAAAAAAAC64/0pt4eEHncXc/s1600/tutorial-photoshop-wajah-retak3.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493424009462624818" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TDyQB_yfMjI/AAAAAAAAC64/0pt4eEHncXc/s400/tutorial-photoshop-wajah-retak3.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPG_V1YYI/AAAAAAAAC6w/ismbrKsEKPA/s1600/tutorial-photoshop-wajah-retak4.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422995730162050" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPG_V1YYI/AAAAAAAAC6w/ismbrKsEKPA/s400/tutorial-photoshop-wajah-retak4.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 4</span><br /><br />Pilih layer skull, lalu
klik pada icon <span style="font-weight: bold;">Add layer mask</span> di
bagian bawah layer palette, maka akan muncul thumbnail berwarna putih
disamping thumbnail layer skull.<br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPGbV_b2I/AAAAAAAAC6o/atYlcsW-lrk/s1600/tutorial-photoshop-wajah-retak5.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422986067144546" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPGbV_b2I/AAAAAAAAC6o/atYlcsW-lrk/s400/tutorial-photoshop-wajah-retak5.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 5</span><br /><br />Klik pada thumbnail
berwarna putih tersebut, dan pastikan warna foreground adalah hitam dan
background adalah putih. Gunakan <span style="font-weight: bold;">brushes
Tool(B)</span> untuk menghilangkan bagian-bagian diluar wajah (lihat
gambar).<br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPF6r15xI/AAAAAAAAC6g/bDZO48cPBTc/s1600/tutorial-photoshop-wajah-retak6.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422977300424466" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyPF6r15xI/AAAAAAAAC6g/bDZO48cPBTc/s400/tutorial-photoshop-wajah-retak6.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyPFSu8nUI/AAAAAAAAC6Y/5UqurMjRXn0/s1600/tutorial-photoshop-wajah-retak7.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422966576028994" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyPFSu8nUI/AAAAAAAAC6Y/5UqurMjRXn0/s400/tutorial-photoshop-wajah-retak7.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 6</span><br /><br />Masih pada layer mask,
hapus juga bagian skull pada hidung dengan menggunakan <span style="font-weight: bold;">Pen Tool (P)</span>. Cukup buat bentuk
seperti gambar dibawah dengan pen tool, lalu klik kanan dan pilih <span style="font-weight: bold;">Make selection</span> untuk membuat seleksi.
Fill seleksi dengan warna hitam dengan menggunakan <span style="font-weight: bold;">Paint Bucket Tool (G)</span>.<br /><br /><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyPE9OOPvI/AAAAAAAAC6Q/pG3SVHO-icE/s1600/tutorial-photoshop-wajah-retak8.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422960801627890" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyPE9OOPvI/AAAAAAAAC6Q/pG3SVHO-icE/s400/tutorial-photoshop-wajah-retak8.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 7</span><br /><br />Buat layer baru dibawah
layer skull dengan cara klik icon <span style="font-weight: bold;">Add
layer</span> di bagian bawah layer palette, beri nama layer dengan
'shadow'. Kemudian sapukan Brushes dengan <span style="font-weight: bold;">Brushes tool (B)</span> berwarna hitam di bagian hidung yang
dihapus tadi. Ubah blending mode layer shadow menjadi multiply dan
opacity menjadi 50 %.<br /><br /><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM8m3zqRI/AAAAAAAAC6A/zYQFd7MaS3M/s1600/tutorial-photoshop-wajah-retak9.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493420618339821842" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM8m3zqRI/AAAAAAAAC6A/zYQFd7MaS3M/s400/tutorial-photoshop-wajah-retak9.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 8</span><br /><br />Tambahkan efek retakan
pada wajah menggunakan Crack Brushes yang bisa anda download <a href="http://www.brusheezy.com/Brushes/1442-Crack-Brushes-I">disini</a>.
Untuk cara instalasi dan memanggil brushes bisa dilihat disini : <a href="http://www.desainstudio.com/2009/11/download-dan-install-brush-pada.html">Download
dan Install Brushes di Photoshop</a>.<br /><br />Jika sudah, Buat layer
baru untuk efek retakan wajah dan sapukan brushes dengan bervariasi pada
wajah. Untuk merapikan retakan yang keluar dari wajah atau masuk
kedalam mulut, gunakan <span style="font-weight: bold;">layer mask</span>
seperti yang kita lakukan pada langkah-langkah sebelumnya.<br /><br /><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyM8CU3b1I/AAAAAAAAC54/hwGniJKjv-0/s1600/tutorial-photoshop-wajah-retak10.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493420608529592146" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyM8CU3b1I/AAAAAAAAC54/hwGniJKjv-0/s400/tutorial-photoshop-wajah-retak10.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 9</span><br /><br />Pilih layer skull. <span style="font-weight: bold;">Tekan dan tahan Alt</span> di keyboard, lalu
pilih <span style="font-weight: bold;">color balance</span> melalui
ikon create new fill or adjustment layer di bagian bawah layer palette.
Atur nilai<br />untuk Color balance seperti pada gambar dibawah ini.<br /><br /><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM7z5O5II/AAAAAAAAC5w/6FyAfR3pLY0/s1600/tutorial-photoshop-wajah-retak11.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493420604655592578" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM7z5O5II/AAAAAAAAC5w/6FyAfR3pLY0/s400/tutorial-photoshop-wajah-retak11.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 10</span><br /><br />Tambahkan tekstur batu
pada dokumen <a href="http://www.desainstudio.com/search/label/tutorial">photoshop</a>.
Kamu bisa menemukan banyak sekali tekstur batu <a href="http://browse.deviantart.com/?q=stone%20textures">disini</a>. Atur
blending mode untuk tekstur batu menjadi overlay dan opacity menjadi 70
%. Sama seperti langkah-langkah sebelumnya, gunakan teknik <span style="font-weight: bold;">layer mask</span> untuk menghilangkan bagian
tekstur batu yang keluar dari wajah.<br /><br /><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM7ZN8svI/AAAAAAAAC5o/NdvQ8V2jtxY/s1600/tutorial-photoshop-wajah-retak12.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493420597494723314" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TDyM7ZN8svI/AAAAAAAAC5o/NdvQ8V2jtxY/s400/tutorial-photoshop-wajah-retak12.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyM7GpD1yI/AAAAAAAAC5g/WqhVPMf5xAg/s1600/tutorial-photoshop-wajah-retak13.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493420592508163874" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyM7GpD1yI/AAAAAAAAC5g/WqhVPMf5xAg/s400/tutorial-photoshop-wajah-retak13.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 11</span><br /><br />Pilih layer paling
atas, kemudian klik pada ikon<span style="font-weight: bold;"> create
new fill or adjustment layer</span> (kali ini tidak perlu menekan tombol
Alt), lalu pilih <span style="font-weight: bold;">Level</span>. Atur
nilai level seperti pada gambar dibawah ini.<br /><br /><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyLvb-eC5I/AAAAAAAAC5Y/ijIn5IFLjfI/s1600/tutorial-photoshop-wajah-retak14.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493419292565048210" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TDyLvb-eC5I/AAAAAAAAC5Y/ijIn5IFLjfI/s400/tutorial-photoshop-wajah-retak14.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 12</span><br /><br />Berikan adjustment
layer lain berupa <span style="font-weight: bold;">gradient map</span>,
atur warna gradasi pada gradient map menjadi hitam dan putih.<br /><br /><a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TDyLvBV6QRI/AAAAAAAAC5Q/p_GG45nHEtg/s1600/tutorial-photoshop-wajah-retak15.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493419285415608594" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TDyLvBV6QRI/AAAAAAAAC5Q/p_GG45nHEtg/s400/tutorial-photoshop-wajah-retak15.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 13</span><br /><br />Rapikan kembali masking
pada <span style="font-weight: bold;">layer mask di layer skull</span>
agar terlihat lebih realistis.<br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyLup1GjLI/AAAAAAAAC5I/kx5J_8rJoI8/s1600/tutorial-photoshop-wajah-retak16.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493419279103986866" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyLup1GjLI/AAAAAAAAC5I/kx5J_8rJoI8/s400/tutorial-photoshop-wajah-retak16.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 14</span><br /><br />Langkah akhir, pilih
layer wanita kemudian pilih <span style="font-weight: bold;">Burn Tool
(O)</span> untuk menggelapkan beberapa bagian dari wajah si wanita.
Sapukan burn tool dengan nilai exposure sebesar 50 % perlahan ke
sebagian wajah si wanita (lihat gambar).<br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyLueBXAxI/AAAAAAAAC5A/8gHgeOTheIo/s1600/tutorial-photoshop-wajah-retak17.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493419275934171922" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyLueBXAxI/AAAAAAAAC5A/8gHgeOTheIo/s400/tutorial-photoshop-wajah-retak17.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br /><span style="font-weight: bold;">STEP 15</span><br /><br />Sapukan juga <span style="font-weight: bold;">Burn Tool</span> pada bagian rambut sebelah
kanan layar monitor untuk menggelapkan sebagian daerah pada rambut.<br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyOWpsiYdI/AAAAAAAAC6I/0ChoWfceKTI/s1600/tutorial-photoshop-wajah-retak18.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493422165286085074" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyOWpsiYdI/AAAAAAAAC6I/0ChoWfceKTI/s400/tutorial-photoshop-wajah-retak18.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br />dan..<br />selesai!!!<br /><br /><span style="font-weight: bold;">HASIL AKHIR</span><br /><br /><a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyQCz6x-DI/AAAAAAAAC7Q/Be9X2Dh9H9U/s1600/tutorial-photoshop-wajah-retak.jpg" onblur="try
{parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="Manipulasi Foto Wajah Seram di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5493424023456053298" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TDyQCz6x-DI/AAAAAAAAC7Q/Be9X2Dh9H9U/s400/tutorial-photoshop-wajah-retak.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br /><br />Semoga
bermanfaat.. :)</span>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-45416914235933582422012-09-14T06:52:00.002-07:002012-09-14T06:52:38.218-07:00Manipulasi Foto Abstrak dengan 3D Render Pack di Photoshop<div dir="ltr" style="text-align: left;">
<div style="text-align: center;">
<span style="font-size: x-small;"><span>Dalam
tutorial Photoshop, saya akan menunjukkan langkah-langkah yang saya
lakukan untuk Buat Manipulasi Foto Abstrak dengan 3D Render Pack di
Photoshop.</span> <span> Ini adalah tutorial tingkat menengah sehingga beberapa langkah bisa rumit, tapi mengapa tidak memiliki mencoba!</span></span> </div>
<div style="text-align: center;">
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Sepanjang jalan, Anda akan belajar bagaimana Anda dapat memanipulasi 3D
merender di Photoshop dan melampirkannya ke foto yang ada, untuk
menghasilkan beberapa efek khusus.</span> <span> Juga akan ada beberapa teknik pencahayaan dan keterampilan penyesuaian gambar di atasnya.</span></span></div>
<div style="text-align: center;">
<span style="font-size: x-small;"><span> </span></span> </div>
<div style="text-align: center;">
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Berikut adalah preview dari efek akhir yang saya miliki untuk tutorial ini: (klik untuk memperbesar)</span> </span></div>
<div style="text-align: center;">
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/3D-render-photo-manip-flatten.jpg"><img alt="3D render photo manip flatten 480x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11091" height="700" src="http://www.psdvault.com/img/2011/07/3D-render-photo-manip-flatten-480x700.jpg" title="3D-render-foto-Manip-rata" width="480" /></a> </span></div>
<br /><div style="text-align: center;">
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> <b>OK Mari kita mulai!</b></span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Untuk menyelesaikan tutorial ini, Anda akan memerlukan saham berikut:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://www.cgtextures.com/login.php%3F%26texid%3D11632%26destination%3Dtexview.php%3Fid%3D11632%26PHPSESSID%3Ds2c0mn78lh0d68p1u8peehtks4&usg=ALkJrhgnLh6cBQbaHTsdHfYEuO7POkiqGw">Tembok Tekstur</a></span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://browse.deviantart.com/resources/stockart/model/&usg=ALkJrhjxbLEE7Fk_I8kCh2uHqeDbHhb6HA#/d41feet">Model</a> oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://mjranum-stock.deviantart.com/&usg=ALkJrhh0rlc82v1CQO7Oj8QHrddo7MwybQ">mjranum-saham</a></span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://k3-studio.deviantart.com/gallery/5547334&usg=ALkJrhiN4DnmcVVKXExiQEqaxYZpxbpgDQ#/d1k4hic">3D render Kemas</a></span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://qbrushes.net/photoshop-abstract-brushes/volcanic-brush-set/&usg=ALkJrhiyLP9BxhFOsEM1zj3-l77SyGvBDQ">Vulkanik brushset untuk Efek Awan</a></span> </span><br />
<h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Langkah 1</span> </span></h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Buat dokumen baru berukuran 700px * 1020px dengan latar belakang putih standar.</span> <span>
Memuat gambar Tekstur Dinding ke Photoshop dan menggunakan Rectangular
Marquee tool untuk memilih bagian gambar seperti berikut:</span></span> <br />
<span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/1-select.jpg"><img alt="1 select 500x316 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11065" height="316" src="http://www.psdvault.com/img/2011/07/1-select-500x316.jpg" title="1 pilih" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Salin dan sisipkan ke dalam dokumen seleksi kami, mengubah ukuran dan cocok ukuran dokumen kami:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/1-paste.jpg"><img alt="1 paste 494x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11064" height="700" src="http://www.psdvault.com/img/2011/07/1-paste-494x700.jpg" title="1 pasta" width="494" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Buat layer baru dan menggunakan alat, sikat kecil yang lembut hitam, lembut cat tekstur tanah ke kanvas:</span> </span><br />
<blockquote>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Petunjuk: mengatur aliran kuas dan opacity menjadi sekitar 40% - cara ini Anda tidak akan selama-lukisan tanah.</span> <span> Akan lebih bagus jika Anda memiliki tablet juga.</span></span> </blockquote>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/1-paint2.jpg"><img alt="1 paint2 500x204 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11063" height="204" src="http://www.psdvault.com/img/2011/07/1-paint2-500x204.jpg" title="1 cat" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Gunakan penghapus lembut untuk menghapus area berikut pada tekstur dinding untuk menciptakan beberapa efek pencahayaan:</span> </span><br />
<span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/1-erase.jpg"><img alt="1 erase 500x692 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11062" height="692" src="http://www.psdvault.com/img/2011/07/1-erase-500x692.jpg" title="1 menghapus" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> dan di sini adalah efeknya sejauh ini:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/1-effect.jpg"><img alt="1 effect 475x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11061" height="700" src="http://www.psdvault.com/img/2011/07/1-effect-475x700.jpg" title="1 efek" width="475" /></a> </span><br />
<h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Langkah 2</span> </span></h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Memuat gambar Model ke Photoshop, memotong model dan paste ke dokumen kita.</span> <span> Pada lapisan model baru, gunakan sikat geometris kita buat <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://www.psdvault.com/text-effects/design-a-shattered-crystal-text-with-great-lighting-effect-in-photoshop/&usg=ALkJrhhk6FmH8tVXOqP-C05L7LMFIUtbWg" target="_blank">dalam langkah tutorial 3</a>
sebagai penghapus, menghapus beberapa bagian dari model seperti yang
ditunjukkan di bawah ini: (Anda dapat melakukan ini pada layer mask)</span></span> <br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/2-paste-erase.jpg"><img alt="2 paste erase 441x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11072" height="700" src="http://www.psdvault.com/img/2011/07/2-paste-erase-441x700.jpg" title="2 pasta menghapus" width="441" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Gunakan sikat vulkanik Anda download, menghapus beberapa bagian dari
kaki ini Model seperti berikut: (ini akan menciptakan efek berkabut /
mendung)</span> </span><br />
<blockquote>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Petunjuk: Sekali lagi pastikan Anda mengatur aliran kuas dan opacity menjadi sekitar 40% untuk efek halus.</span> </span></blockquote>
<span style="font-size: x-small;"><img alt="2 erase cloud 500x271 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11069" height="271" src="http://www.psdvault.com/img/2011/07/2-erase-cloud-500x271.jpg" title="2 menghapus awan" width="500" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Rapikan rambut dengan daerah, alat 3px kekerasan 90% penghapus:</span> </span><br />
<span style="font-size: x-small;"><img alt="2 hair 500x207 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11070" height="207" src="http://www.psdvault.com/img/2011/07/2-hair-500x207.jpg" title="2 rambut" width="500" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Tambahkan 3 lapisan berikut penyesuaian sebagai kliping masker untuk lapisan model:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Hitam dan Putih</span> </span><br />
<span style="font-size: x-small;"><img alt="2 bw1 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11066" height="336" src="http://www.psdvault.com/img/2011/07/2-bw1.jpg" title="2 bb" width="210" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Curves</span> </span><br />
<span style="font-size: x-small;"><img alt="2 curves1 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11067" height="336" src="http://www.psdvault.com/img/2011/07/2-curves1.jpg" title="2 kurva" width="210" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Tingkat</span> </span><br />
<span style="font-size: x-small;"><img alt="2 lv1 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11071" height="336" src="http://www.psdvault.com/img/2011/07/2-lv1.jpg" title="2 lv" width="210" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> dan Anda akan memiliki efek berikut sejauh ini:</span> </span><br />
<span style="font-size: x-small;"><img alt="2 effct Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11068" height="654" src="http://www.psdvault.com/img/2011/07/2-effct.jpg" title="2 effct" width="426" /></span><br />
<h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Langkah 3</span> </span></h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Sekarang kita sampai ke bagian yang menyenangkan dari ini :) tutorial
Mari memuat 3D merender ke Photoshop (pilih salah satu dari pak), pilih
bagian isinya seperti berikut:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/3-select.jpg"><img alt="3 select 500x281 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11078" height="281" src="http://www.psdvault.com/img/2011/07/3-select-500x281.jpg" title="3 pilih" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Salin dan sisipkan ke seleksi dokumen kami dan menempatkan lapisan
BAWAH lapisan model asli - mengubah ukuran dan memutar itu seperti
berikut:</span> </span><br />
<span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/3-paste.jpg"><img alt="3 paste 500x390 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11077" height="390" src="http://www.psdvault.com/img/2011/07/3-paste-500x390.jpg" title="3 pasta" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Menghapus sisi-sisi sekitar render 3D dengan penghapus lunak besar untuk menciptakan beberapa efek pencahayaan di atasnya:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/3-erase1.jpg"><img alt="3 erase1 500x503 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11076" height="503" src="http://www.psdvault.com/img/2011/07/3-erase1-500x503.jpg" title="3 menghapus" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Tambahkan beberapa awan di render 3D dengan sikat vulkanik untuk
menciptakan beberapa efek berasap: (mengatur aliran kuas dan opacity
menjadi sekitar 40%)</span> </span><br />
<span style="font-size: x-small;"><img alt="3 effect left 500x269 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11073" height="269" src="http://www.psdvault.com/img/2011/07/3-effect-left-500x269.jpg" title="3 efek meninggalkan" width="500" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Ambil lain render 3D dari pak, copy dan paste ke dokumen kami dan menempatkan lapisan BAWAH lapisan model.</span> <span> Sekali lagi kami menggunakan penghapus lunak besar untuk menghilangkan sisi-sisi sekitar render:</span></span> <br />
<span style="font-size: x-small;"><img alt="3 erase 2 500x286 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11075" height="286" src="http://www.psdvault.com/img/2011/07/3-erase-2-500x286.jpg" title="3 menghapus 2" width="500" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Kurangi opacity lapisan lapisan ini render 3D menjadi sekitar 60% untuk menambahkan beberapa kedalaman pada gambar:</span> </span><br />
<span style="font-size: x-small;"><img alt="3 effect right Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11074" height="285" src="http://www.psdvault.com/img/2011/07/3-effect-right.jpg" title="3 efek yang tepat" width="409" /></span><br />
<h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Langkah 4</span> </span></h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Memuat lain render 3D ke Photoshop, pilih sebagian dan menyalinnya
keluar dari render, paste ke kanvas kita di atas semua lapisan
sebelumnya.</span> <span>
Load seleksi lapisan model seperti yang ditunjukkan di bawah ini:
(seperti yang Anda lihat, bagian mana Anda terhapus tidak akan dipilih)</span></span> <br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/4-select.jpg"><img alt="4 select Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11083" height="547" src="http://www.psdvault.com/img/2011/07/4-select.jpg" title="4 pilih" width="366" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Bersihkan seleksi melalui Edit> Clear - model akan terungkap seperti berikut:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/4-clear.jpg"><img alt="4 clear 500x648 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11080" height="648" src="http://www.psdvault.com/img/2011/07/4-clear-500x648.jpg" title="4 jelas" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Tambahkan layer mask berikut untuk lapisan ini render 3D baru untuk menghapus tepi itu:</span> </span><br />
<span style="font-size: x-small;"><img alt="4 attach mask Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11079" height="572" src="http://www.psdvault.com/img/2011/07/4-attach-mask.jpg" title="4 pasang masker" width="395" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> dan Anda akan memiliki efek berikut:</span> </span><br />
<span style="font-size: x-small;"><img alt="4 effect 422x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11081" height="700" src="http://www.psdvault.com/img/2011/07/4-effect-422x700.jpg" title="4 efek" width="422" /></span><br />
<h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Langkah 5</span> </span></h3>
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> OK kita hampir selesai!</span> <span> Untuk beberapa sentuhan akhir, saya menambahkan beberapa efek partikel dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&prev=/search%3Fq%3Dhttp://www.psdvault.com/text-effects/design-a-freestyle-text-effect-with-pen-tool-and-liquify-filter-in-photoshop/%26hl%3Did%26client%3Dfirefox-a%26hs%3DnCZ%26rls%3Dorg.mozilla:en-US:official%26prmd%3Dimvns&rurl=translate.google.co.id&sl=en&u=http://www.psdvault.com/abstracts/create-realistic-rain-drop-via-brush-tool-in-photoshop/&usg=ALkJrhg9VX3-aW4gjcq_rv0CK6hRifjPew" target="_blank">sikat hujan dibuat dalam tutorial ini</a> :</span></span> <br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/5-rain.jpg"><img alt="5 rain 500x635 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11090" height="635" src="http://www.psdvault.com/img/2011/07/5-rain-500x635.jpg" title="5 hujan" width="500" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Juga menambahkan beberapa efek pencahayaan di sekitar model dengan sikat putih lembut:</span> </span><br />
<span style="font-size: x-small;"><img alt="5 highlights 407x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11085" height="700" src="http://www.psdvault.com/img/2011/07/5-highlights-407x700.jpg" title="5 highlights" width="407" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Dan di sini adalah efek keseluruhan sejauh ini:</span> </span><br />
<span style="font-size: x-small;"><img alt="5 overall 477x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11086" height="700" src="http://www.psdvault.com/img/2011/07/5-overall-477x700.jpg" title="Keseluruhan 5" width="477" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Setelah Anda puas dengan komposisi, Anda dapat menambahkan beberapa
warna untuk gambar (melalui lukisan, penyesuaian lapisan, yang pernah
metode yang Anda suka).</span> <span> Setelah warna akan ditambahkan, ratakan gambar dan duplikat layer background sekali, menerapkan pengaturan berikut <strong>Radial Blur</strong> pada gambar:</span></span> <br />
<span style="font-size: x-small;"><img alt="5 radial blur Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11088" height="274" src="http://www.psdvault.com/img/2011/07/5-radial-blur.jpg" title="5 radial blur" width="327" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Seperti yang Anda lihat, ini mengaburkan sentuhan akan menciptakan beberapa gerakan + efek cahaya pada render 3D:</span> </span><br />
<span style="font-size: x-small;"><img alt="5 radial effect 2 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11089" height="374" src="http://www.psdvault.com/img/2011/07/5-radial-effect-2.jpg" title="5 efek radial 2" width="439" /></span><br />
<span style="font-size: x-small;"><img alt="5 rad effect 500x423 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11087" height="423" src="http://www.psdvault.com/img/2011/07/5-rad-effect-500x423.jpg" title="5 rad efek" width="500" /></span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span>
Saya juga menambahkan beberapa efek pencahayaan tambahan sekitar model
dengan beberapa lukisan sikat halus putih pada layer baru, dan set ke
mode "overlay" dengan opacity sekitar 40% lapisan:</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/5-highlight-2.jpg"><img alt="5 highlight 2 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-full wp-image-11084" height="629" src="http://www.psdvault.com/img/2011/07/5-highlight-2.jpg" title="5 sorot 2" width="370" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> dan di sini adalah efek akhir saya untuk tutorial ini: (klik untuk memperbesar)</span> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2011/07/3D-render-photo-manip-flatten.jpg"><img alt="3D render photo manip flatten 480x700 Create Abstract Photo Manipulation with 3D Render Pack in Photoshop" class="alignnone size-medium wp-image-11091" height="700" src="http://www.psdvault.com/img/2011/07/3D-render-photo-manip-flatten-480x700.jpg" title="3D-render-foto-Manip-rata" width="480" /></a> </span><br />
<span style="font-size: x-small;"> </span><span style="font-size: x-small;"><span> Itu saja untuk tutorial ini!</span> <span> Semoga Anda menikmati dan merasa berguna!</span></span></div>
</div>
Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-2253859129203019462012-09-14T05:26:00.000-07:002012-09-14T05:26:17.375-07:00Manipulasi Foto Disertai Efek Movie <span style="font-size: small;"><b>Preview.</b></span><br />
<span style="font-size: small;"><b> </b></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoPvwfDNpqZ0k0vAC0BJLtg9AQIq5flk_V683DlHVEFQZeE0f1s3vK91c3oHdRSa1zrpuR23wwGABrSItMEURtfBGA9qra70I_wBWGObVs88h0No3UKGG5AvWa6c8Y28QK6XQ1DQpyVt0/s1600/effect+film+copy.jpg" style="margin-left: 0px; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoPvwfDNpqZ0k0vAC0BJLtg9AQIq5flk_V683DlHVEFQZeE0f1s3vK91c3oHdRSa1zrpuR23wwGABrSItMEURtfBGA9qra70I_wBWGObVs88h0No3UKGG5AvWa6c8Y28QK6XQ1DQpyVt0/s400/effect+film+copy.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hasil akhir<br />
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</td></tr>
</tbody></table>
<span style="font-size: small;"><b>Tutorial.</b></span><br />
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<b>LANGKAH 1</b><br />
Buka file <a href="http://little-stock.deviantart.com/art/Balcony-Stock-1-73960851">Balcony jpg</a> klik file>Open<br />
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<b>LANGKAH 2</b><br />
Kita akan mengatur tone warna pd gambar ini,klik menu Layer>New ajustment layer>Hue/Saturation,lalu klik Ok<br />
kemudian lakukan pengaturan Hue/saturation seperti gambar berikut<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuai4eDCUoBlYfDWpdPJGXBVSXzlyzBmDtypk6whqOEhQ1pX0ropfl3JRArrRc_8plAMEELNIfmayPwfthA4nAZ8rt94yHHKKcyNAbyrdhoipqiiLchxkOlZidBOwvncOP8ddHuHPp_ZE/s1600/2.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuai4eDCUoBlYfDWpdPJGXBVSXzlyzBmDtypk6whqOEhQ1pX0ropfl3JRArrRc_8plAMEELNIfmayPwfthA4nAZ8rt94yHHKKcyNAbyrdhoipqiiLchxkOlZidBOwvncOP8ddHuHPp_ZE/s400/2.jpg" width="400" /></a></div>
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tambahkan juga Color balance lihat settingan berikut<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSMU3Sf0JkO7Oa4RGyQ5tmXcKB3f-ni_VfNITobV4oGH_L3XQbHQ8ZG2sB8PTa1toletX21BQEiujogxK9-2HM76huzgziIw6pmebRHXBcTGBofOx28GQmKSuRK1efYr9NYypyTBBaKak/s1600/2a.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSMU3Sf0JkO7Oa4RGyQ5tmXcKB3f-ni_VfNITobV4oGH_L3XQbHQ8ZG2sB8PTa1toletX21BQEiujogxK9-2HM76huzgziIw6pmebRHXBcTGBofOx28GQmKSuRK1efYr9NYypyTBBaKak/s400/2a.jpg" width="345" /></a></div>
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<b>LANGKAH 3</b><br />
Buka file <a href="http://browse.deviantart.com/?qh=&section=&q=Anya4#/d34slij">Anya jpg</a>
klik menu File>Open,selanjutnya buatlah seleksi dengan tool yg anda
kuasai disini saya menggunakan pen tool,setelah terseleksi aktifkan Move
tool lalu tarik gambar kedalam kanvas<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWxOygO4UV8NM8rzKWq3kMnWIolwITOxoXGjc-WPT8pBfV9qXRnBqB58jkCrgL2FkGnCFXSl9zflMeW5ILSl3Y8yl4kqV5AbPB55SQPsoqw7muEoeESdmk2sQgo00uO7Gegz5Q32CFZGE/s1600/3.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWxOygO4UV8NM8rzKWq3kMnWIolwITOxoXGjc-WPT8pBfV9qXRnBqB58jkCrgL2FkGnCFXSl9zflMeW5ILSl3Y8yl4kqV5AbPB55SQPsoqw7muEoeESdmk2sQgo00uO7Gegz5Q32CFZGE/s400/3.jpg" width="400" /></a></div>
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<b>LANGKAH 4</b><br />
Posisikan seperti gambar dibawah ini<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4uAMT6RhyphenhyphenHpcb5N4i52kJcLe_OCrOiOvJAiy0ia_9wug3Ba_KBdd1mnsmlN7Iib7QFYwN7oSRsxKuQIH63nVqtqo89x1ovvt1rxMzWOI6vDdN1FKAY98CIFerePc8u5yHF4xdQdnIBX0/s1600/4.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4uAMT6RhyphenhyphenHpcb5N4i52kJcLe_OCrOiOvJAiy0ia_9wug3Ba_KBdd1mnsmlN7Iib7QFYwN7oSRsxKuQIH63nVqtqo89x1ovvt1rxMzWOI6vDdN1FKAY98CIFerePc8u5yHF4xdQdnIBX0/s400/4.jpg" width="400" /></a></div>
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Karena warna background dan objek tidak sama kita atur tone
warnanya,klik Menu Layer>New ajustment layer>Hue/saturation,lalu
klik opsi"Use previous layer to create clipping mask"dan klik Ok,lalu
atur Hue/saturation tambahkan juga color balance jgn lupa klik opsi"Use
previous layer to create clipping mask"<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrVCWQ7Tfgdl7uABfacPLsPx9IF8MXqM-dRvn8S1OnHgSqge-8T16G6a5Q1SdNQs982QzcHeZV6dvLlg4mQzqjtv4-wxhgBjJQQPECDDVHybHzXEoa55NhBLduJ-xBYvtEvzTxuQCraVE/s1600/4a.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrVCWQ7Tfgdl7uABfacPLsPx9IF8MXqM-dRvn8S1OnHgSqge-8T16G6a5Q1SdNQs982QzcHeZV6dvLlg4mQzqjtv4-wxhgBjJQQPECDDVHybHzXEoa55NhBLduJ-xBYvtEvzTxuQCraVE/s400/4a.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK1x5BRQ8LHIa9rTWeAgOYyR4z2dcy6SBCfxBr94p4B3J-cEF1nmT6U5Tmoo5ns7ymHjOcznetboAJSMSolOgtjhCenmEZnKyLGlaRXf4uOZ16xMrjAS1dl_xhY3FXpyaMABGidfeqGz0/s1600/4color+balance.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK1x5BRQ8LHIa9rTWeAgOYyR4z2dcy6SBCfxBr94p4B3J-cEF1nmT6U5Tmoo5ns7ymHjOcznetboAJSMSolOgtjhCenmEZnKyLGlaRXf4uOZ16xMrjAS1dl_xhY3FXpyaMABGidfeqGz0/s640/4color+balance.jpg" width="368" /></a></div>
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<b>LANGKAH 5</b><br />
Selanjutnya kita akan membuat bayangan,buat layer baru dibawah layer
Anya,aktifkan Brush tool pastikan foreground berwarna hitam dan lukis
dibagian bawah lihat gambar<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlsKOl9kx1ydEFwYbi185st0d5l49cXScf47KyULitkCviASxuod5RwCbMYFvkIiF2pLBisf9WEG5NGNR2y4lW2ic5ARAxPWURe9_JzqV1u3r6mK8R7ggnNsNUXyXLrpXqXrPFWSerb5I/s1600/5.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlsKOl9kx1ydEFwYbi185st0d5l49cXScf47KyULitkCviASxuod5RwCbMYFvkIiF2pLBisf9WEG5NGNR2y4lW2ic5ARAxPWURe9_JzqV1u3r6mK8R7ggnNsNUXyXLrpXqXrPFWSerb5I/s400/5.jpg" width="400" /></a></div>
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<b>LANGKAH 6</b><br />
Buka file <a href="http://www.4shared.com/photo/SOHC4lx2/Pedang.html">Pedang jpg</a>
lalu buat seleksi dengan tool yg anda kuasai kemudian aktifkan move
tool dan drag/tarik gambar kedalam kanvas posisikan seperti gambar
berikut<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgyfBbZIUDo3hOlSYhQ5d3uHQHCFXK99aaJm16YSqflV004royF-Zkw4ScTLMS9etEIJSgYOMmhSCQmnKKkGZBbBczeXOlTZ2_izv-Ba9xHEm7GBOyIy1BN5CE_I-5uBYoy_5wiScU6c8/s1600/6.jpg" style="clear: left; margin-bottom: 1em; margin-left: 0px; margin-right: auto;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgyfBbZIUDo3hOlSYhQ5d3uHQHCFXK99aaJm16YSqflV004royF-Zkw4ScTLMS9etEIJSgYOMmhSCQmnKKkGZBbBczeXOlTZ2_izv-Ba9xHEm7GBOyIy1BN5CE_I-5uBYoy_5wiScU6c8/s400/6.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br />
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</tbody></table>
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<b>LANGKAH 7</b><br />
Pedang tampak berada diatas tangan,untuk membuatnya seolah-olah dipegang
kita hapus sebagian gambar pedang,aktifkan Eraser tool lalu hapus
secara perlahan dibagian yg bertanda merah lihat gambar (untuk
mempermudah pengapusan turunkan opacity layer pedang untuk sementara)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkguzfrfvQA77y4mivMepP9hzuIrHphz0z1d8ldPuCEyfP3A8thilLe12BF7U3qNwzSfwU_8OKcHXIBoil3HPxICe1jE6jsM0FrJn36M3aD_UxWzwWHQXNEXOpNm69uR8f4j2ursN68w/s1600/7.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkguzfrfvQA77y4mivMepP9hzuIrHphz0z1d8ldPuCEyfP3A8thilLe12BF7U3qNwzSfwU_8OKcHXIBoil3HPxICe1jE6jsM0FrJn36M3aD_UxWzwWHQXNEXOpNm69uR8f4j2ursN68w/s400/7.jpg" width="400" /></a></div>
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<b>LANGKAH 8</b><br />
Selanjutnya kita mengatur nada keseluruhan gambar dengan menggunakan
fill layer,buatlah sebuah fill layer klik menu Layer>New fill
layer>Solid color,Pd jendela New layer klik Ok.Isikan kode warna
#236881 pd kotak dialog pick a solid color,jika sudah klik Ok<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSX-e8wJgjA8X8enG-7w1nE0zhnr-Bv4O6CXWA5iDZ1atSjr20lCWQbT6tirlSPVKGC3zs9AHNxrOQLI9gOQ9XUepPaC8njiekWdcAcYbV2SR-pIPOp9RLgSgMuTcFHjVBH0FOE_Dcp3c/s1600/8.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSX-e8wJgjA8X8enG-7w1nE0zhnr-Bv4O6CXWA5iDZ1atSjr20lCWQbT6tirlSPVKGC3zs9AHNxrOQLI9gOQ9XUepPaC8njiekWdcAcYbV2SR-pIPOp9RLgSgMuTcFHjVBH0FOE_Dcp3c/s400/8.jpg" width="400" /></a></div>
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<b>LANGKAH 9</b><br />
Ubah blending mode layer color fill menjadi Overlay dengan Opacity 47%<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdLZsiM0zqr1jVSipA495DRSqpx7nzH5dRrdSvMkUbyr-XaQ0m47fuQmBox_l64sEx_KTIyvV8A-6nuax9djFiwRR5Fb1cZl0uoXPD_Und34fvg83Pe5RYRDpEaVXFq9EJpdAs0EQPSKQ/s1600/9.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdLZsiM0zqr1jVSipA495DRSqpx7nzH5dRrdSvMkUbyr-XaQ0m47fuQmBox_l64sEx_KTIyvV8A-6nuax9djFiwRR5Fb1cZl0uoXPD_Und34fvg83Pe5RYRDpEaVXFq9EJpdAs0EQPSKQ/s400/9.jpg" width="400" /></a></div>
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<b>LANGKAH 10</b><br />
Buat kembali sebuah layer fill,klik menu Layer>New fill
layer>Solid color isikan dengan warna hitam,lalu masking dengan
Brush warna hitam dibagian tengah gambar<br />
lihat hasilnya akan menjadi seperti ini<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFxKJ1y0foISKdzcstWCGjqh6pDTenrpPTPK8r1GNhhToYVMHdXCH0-N1kKrzMEBxnKlCr7NmYTTfzpjdJ9Qu2io6MN7qXI1W6m40U8R8ymFMhDyOm7Y1Nlsf88_jHebDigIqkziLX3Q/s1600/10.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFxKJ1y0foISKdzcstWCGjqh6pDTenrpPTPK8r1GNhhToYVMHdXCH0-N1kKrzMEBxnKlCr7NmYTTfzpjdJ9Qu2io6MN7qXI1W6m40U8R8ymFMhDyOm7Y1Nlsf88_jHebDigIqkziLX3Q/s400/10.jpg" width="400" /></a></div>
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<b>LANGKAH 11</b><br />
Lalu kita tambahkan Rectangle warna hitam dibagian atas dan bawah
gambar,aktifkan Rectangle tool pastikan foreground berwarna hitam lalu
buat seperti gambar berikut<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBl_fuOJGGaez7LGL6U7EdezX6blRKGRjFHX3Vn6VJF1Nz3hJY5dhSSwBaIZX6r6W0aBtZdvVChJx30wvNnFGJ5fSV58IyYthWJL1rKNptgMi2WNO4CzrXB9h9tCvu_68rmeXtoxDYStI/s1600/11.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 0px; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBl_fuOJGGaez7LGL6U7EdezX6blRKGRjFHX3Vn6VJF1Nz3hJY5dhSSwBaIZX6r6W0aBtZdvVChJx30wvNnFGJ5fSV58IyYthWJL1rKNptgMi2WNO4CzrXB9h9tCvu_68rmeXtoxDYStI/s400/11.jpg" width="400" /></a></div>
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Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-89197533367124095382012-07-27T04:23:00.002-07:002012-07-27T04:23:59.684-07:00The Master Of Magic Art<div style="text-align: center;"> <span style="font-size: x-small;"><span style="background-color: white;">Dalam tutorial ini, saya akan menunjukkan langkah-langkah yang saya lakukan untuk Buat Manipulasi Foto dengan Efek Magic4rt Flowery di Photoshop.</span> <span> Ini adalah tutorial menengah sehingga beberapa langkah bisa rumit, tapi mengapa mencobanya :)</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Sepanjang jalan, kita akan menggunakan keterampilan </span></span><span style="font-size: x-small;"><span> beberapa </span></span><span style="font-size: x-small;"><span>retouch fot , membuat sikat partikel bunga dan menambahkan </span></span><span style="font-size: x-small;"><span> terbang </span></span><span style="font-size: x-small;"><span>naik ke gambar :)</span></span></div><div style="text-align: center;"> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span><b>Berikut adalah preview dari efek akhir yang saya miliki untuk tutorial ini: </b></span> </span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span><br />
</span></span> </div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span>Versi 1</span></span></b> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span><br />
</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten-2.jpg"><img alt="rose model manip flatten 2 500x621 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12916" height="621" src="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten-2-500x621.jpg" title="mawar-model-Manip-rata-2" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> </span></span></div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span>Versi 2</span></span></b></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> </span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten1.jpg"><img alt="rose model manip flatten1 500x621 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" height="621" src="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten1-500x621.jpg" title="mawar-model-Manip-rata" width="500" /></a></span> </div><span style="font-size: x-small;"></span><br />
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</span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> <b>OK Mari kita mulai!</b></span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Untuk menyelesaikan tutorial ini, Anda akan memerlukan saham berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&rurl=translate.google.co.id&sl=en&tl=id&twu=1&u=http://browse.deviantart.com/resources/stockart/model/women/fullbody/%3F%2520%2520order%3D15&usg=ALkJrhhrTtToqkqL2vCH9GZodx2eP-RJPg#/d4no0om" target="_blank">Model</a></span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> <a href="http://translate.googleusercontent.com/translate_c?hl=id&rurl=translate.google.co.id&sl=en&tl=id&twu=1&u=http://browse.deviantart.com/resources/stockart/%3Fqh%3D%26section%3D%26q%3Drose&usg=ALkJrhjf1YPF6uzWJu_mn_gCJLNbTbd6jw#/dv3tdo" target="_blank">Mawar</a></span></span> </div><h3 style="text-align: center;"> <span style="font-size: x-small;"><span> Langkah 1</span></span> </h3><div style="text-align: center;"> <span style="font-size: x-small;"><span> Buat dokumen baru ukuran 780px * 1100px dengan latar belakang hitam, memuat gambar model ke Photoshop, memotong model dan paste ke dokumen kami seperti berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="1 paste Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12884" height="633" src="http://www.psdvault.com/img/2012/02/1-paste.jpg" title="1 pasta" width="437" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Gunakan alat penghapus yang lembut, merapikan tepi model seperti yang ditunjukkan di bawah ini:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/1-tidy-up.jpg"><img alt="1 tidy up 500x200 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12888" height="200" src="http://www.psdvault.com/img/2012/02/1-tidy-up-500x200.jpg" title="1 merapikan" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/1-tidy-up-2.jpg"><img alt="1 tidy up 2 500x221 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12887" height="221" src="http://www.psdvault.com/img/2012/02/1-tidy-up-2-500x221.jpg" title="1 merapikan 2" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Hapus kaki model dengan alat penghapus untuk menghasilkan beberapa efek, mengambang nyata:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/1-remove-feet.jpg"><img alt="1 remove feet 500x351 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12885" height="351" src="http://www.psdvault.com/img/2012/02/1-remove-feet-500x351.jpg" title="1 menghapus kaki" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Anda juga dapat menggunakan filter liquify (menggunakan alat warping ke depan) untuk menambahkan beberapa efek terbang pada bagian halus dari pedang di atas:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/1-liquify.jpg"><img alt="1 liquify Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12883" height="234" src="http://www.psdvault.com/img/2012/02/1-liquify.jpg" title="1 liquify" width="402" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Gunakan Sharpen Tool dengan sekitar 20% kekuatan untuk mempertajam daerah mata dari model sedikit:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="1 sharpen 500x251 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12886" height="251" src="http://www.psdvault.com/img/2012/02/1-sharpen-500x251.jpg" title="1 mempertajam" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> dan di sini adalah efeknya sejauh ini:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/1-effect.jpg"><img alt="1 effect 500x656 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12882" height="656" src="http://www.psdvault.com/img/2012/02/1-effect-500x656.jpg" title="1 efek" width="500" /></a></span> </div><h3 style="text-align: center;"> <span style="font-size: x-small;"><span> Langkah 2</span></span> </h3><div style="text-align: center;"> <span style="font-size: x-small;"><span> Mari kita tambahkan layer gambar penyesuaian berikut ini sebagai kliping masker untuk lapisan model:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Hitam dan Putih</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/2-bw.jpg"><img alt="2 bw Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12891" height="336" src="http://www.psdvault.com/img/2012/02/2-bw.jpg" title="2 bb" width="210" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Pada layer mask dari layer penyesuaian hitam dan putih, mengungkapkan daerah berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="2 bw erase 500x624 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12890" height="624" src="http://www.psdvault.com/img/2012/02/2-bw-erase-500x624.jpg" title="2 bb menghapus" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Tingkat</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="2 lv Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12894" height="336" src="http://www.psdvault.com/img/2012/02/2-lv.jpg" title="2 lv" width="210" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Curves</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="2 curves Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12892" height="336" src="http://www.psdvault.com/img/2012/02/2-curves.jpg" title="2 kurva" width="210" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Kecerahan dan Kontras</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/2-bc.jpg"><img alt="2 bc Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12889" height="336" src="http://www.psdvault.com/img/2012/02/2-bc.jpg" title="2 bc" width="210" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> dan di sini adalah efeknya sejauh ini:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="2 effect 500x590 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12893" height="590" src="http://www.psdvault.com/img/2012/02/2-effect-500x590.jpg" title="2 efek" width="500" /></span></div><h3 style="text-align: center;"> <span style="font-size: x-small;"><span> Langkah 3</span></span> </h3><div style="text-align: center;"> <span style="font-size: x-small;"><span> Sekarang mari kita membuat sikat baru untuk menambahkan beberapa efek partikel bunga untuk gambar - untuk melakukan ini, membuat dokumen baru dan menggunakan Pen Tool untuk menggambar bentuk seperti di bawah ini dan menutup jalan:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="3 draw 500x439 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12896" height="439" src="http://www.psdvault.com/img/2012/02/3-draw-500x439.jpg" title="3 menarik" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Isi jalan dengan warna hitam, dan matikan layer background, gunakan Image> Trim dan rapikan dari piksel transparan:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="3 fill Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12897" height="168" src="http://www.psdvault.com/img/2012/02/3-fill.jpg" title="3 mengisi" width="239" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Tentukan sikat baru melalui Ubah Brush> Baru Preset, kemudian menerapkan pilihan sikat berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Bentuk Dinamika</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/3-shap.jpg"><img alt="3 shap Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12902" height="445" src="http://www.psdvault.com/img/2012/02/3-shap.jpg" title="3 Shap" width="404" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Penghamburan</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/3-scattering1.jpg"><img alt="3 scattering1 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12918" height="445" src="http://www.psdvault.com/img/2012/02/3-scattering1.jpg" title="3 hamburan" width="404" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Lain Dinamika</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/3-other-dyn.jpg"><img alt="3 other dyn Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12899" height="445" src="http://www.psdvault.com/img/2012/02/3-other-dyn.jpg" title="3 lainnya dyn" width="404" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Gunakan kuas yang baru dibuat, cat beberapa partikel sekitar model seperti yang ditunjukkan di bawah ini dengan warna merah:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="3 paiting 479x700 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12900" height="700" src="http://www.psdvault.com/img/2012/02/3-paiting-479x700.jpg" title="3 paiting" width="479" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Juga cat beberapa partikel yang lebih besar di sekitar kanvas dengan opacity rendah, seperti berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/3-more-paint.jpg"><img alt="3 more paint 500x565 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12898" height="565" src="http://www.psdvault.com/img/2012/02/3-more-paint-500x565.jpg" title="3 lebih cat" width="500" /></a></span> </div><h3 style="text-align: center;"> <span style="font-size: x-small;"><span> Langkah 4</span></span> </h3><div style="text-align: center;"> <span style="font-size: x-small;"><span> Sekarang kita akan menambahkan mawar ke dalam gambar.</span> <span> Load gambar saham mawar ke Photoshop, gunakan alat tongkat sihir untuk memilih mawar, dan menyalin it out:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/4-sel.jpg"><img alt="4 sel 500x504 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12907" height="504" src="http://www.psdvault.com/img/2012/02/4-sel-500x504.jpg" title="4 sel" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Paste seleksi dalam dokumen kita, flip horizontal sekali dan menerapkan pengaturan blur berikut untuk itu:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/4-mo-blur.jpg"><img alt="4 mo blur Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-full wp-image-12906" height="352" src="http://www.psdvault.com/img/2012/02/4-mo-blur.jpg" title="4 mo kabur" width="316" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Dan Anda akan memiliki efek berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/4-effect.jpg"><img alt="4 effect 500x315 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12905" height="315" src="http://www.psdvault.com/img/2012/02/4-effect-500x315.jpg" title="4 efek" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Untuk menghasilkan efek terbang, kita dapat menambahkan beberapa awan melengkung (membuat awan awan melalui filter) di belakang mawar.</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="4 cloud 482x700 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12903" height="700" src="http://www.psdvault.com/img/2012/02/4-cloud-482x700.jpg" title="4 awan" width="482" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Gandakan layer awan dua kali, mengubah ukuran mereka untuk skala yang lebih kecil dan melampirkannya ke berbagai wilayah awan, untuk menambahkan beberapa variasi:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/4-dup.jpg"><img alt="4 dup 500x376 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12904" height="376" src="http://www.psdvault.com/img/2012/02/4-dup-500x376.jpg" title="4 GKG" width="500" /></a></span> </div><h3 style="text-align: center;"> <span style="font-size: x-small;"><span> Langkah 5</span></span> </h3><div style="text-align: center;"> <span style="font-size: x-small;"><span> Kami hampir selesai!</span> <span> Untuk beberapa memanipulasinya akhir, saya menambahkan garis melengkung dengan Pen Tool untuk model seperti berikut:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="5 line 500x569 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12913" height="569" src="http://www.psdvault.com/img/2012/02/5-line-500x569.jpg" title="5 garis" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Selanjutnya diberikan beberapa awan di sekitar model:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="5 cloud 500x622 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12909" height="622" src="http://www.psdvault.com/img/2012/02/5-cloud-500x622.jpg" title="5 awan" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Juga menambahkan beberapa efek awan / aura di sekitar pedang:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="5 cloud 2 500x246 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12908" height="246" src="http://www.psdvault.com/img/2012/02/5-cloud-2-500x246.jpg" title="5 awan 2" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Ditambahkan beberapa highlight pada pedang untuk membuatnya bersinar: (ini dilakukan melalui sebuah lukisan sikat lembut putih)</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="5 high light 500x167 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12912" height="167" src="http://www.psdvault.com/img/2012/02/5-high-light-500x167.jpg" title="5 cahaya tinggi" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Gunakan alat warp untuk menyesuaikan sorot agar sesuai bentuk pedang:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><img alt="5 warp 500x353 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12914" height="353" src="http://www.psdvault.com/img/2012/02/5-warp-500x353.jpg" title="5 warp" width="500" /></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span> dan di sini adalah efeknya sejauh ini:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/5-effect.jpg"><img alt="5 effect 500x677 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12911" height="677" src="http://www.psdvault.com/img/2012/02/5-effect-500x677.jpg" title="5 efek" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Selanjutnya, Anda dapat menambahkan beberapa warna awan dan pedang untuk membuat gambar terlihat lebih magis dan surealis:</span></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/5-colour.jpg"><img alt="5 colour 500x505 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12910" height="505" src="http://www.psdvault.com/img/2012/02/5-colour-500x505.jpg" title="5 warna" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> Saya kemudian lebih lanjut menambahkan beberapa warna dan penyesuaian cahaya dan di sini adalah efek akhir saya.</span></span></div><div style="text-align: center;"> </div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span> Versi 1</span></span></b></div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span> </span></span></b> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten-2.jpg"><img alt="rose model manip flatten 2 500x621 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" height="621" src="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten-2-500x621.jpg" title="mawar-model-Manip-rata-2" width="500" /></a></span> </div><div style="text-align: center;"> </div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span>Versi 2</span></span></b></div><div style="text-align: center;"> <b><span style="font-size: x-small;"><span> </span></span></b> </div><div style="text-align: center;"> <span style="font-size: x-small;"><a href="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten1.jpg"><img alt="rose model manip flatten1 500x621 Create a Magical Photo Manipulation with Flowery Effect in Photoshop" class="alignnone size-medium wp-image-12917" height="621" src="http://www.psdvault.com/img/2012/02/rose-model-manip-flatten1-500x621.jpg" title="mawar-model-Manip-rata" width="500" /></a></span> </div><div style="text-align: center;"> <span style="font-size: x-small;"><span> </span></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span>!Itu saja untuk tutorial ini!</span> <span> Semoga Anda menikmati dan merasa berguna!</span></span></div><div style="text-align: center;"> <span style="font-size: x-small;"><span>!Jangan lupa tinggalkan jejak anda! </span></span></div>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com1tag:blogger.com,1999:blog-1058780638482008800.post-83227306429907938302012-07-17T07:39:00.002-07:002012-07-17T07:39:25.059-07:00Membuat Wallpaper Dian Sastro pake Efek Futuristik<header class="entry-header"> <h1 class="entry-title"><br />
</h1><div class="comments-link"><a href="http://basscomcreative.wordpress.com/2010/09/03/membuat-wallpaper-dian-sastro-pake-efek-futuristik/#respond" title="Komentar pada Membuat Wallpaper Dian Sastro pake Efek Futuristik"><span class="no-reply"></span></a></div></header> <div class="wp-caption alignleft" id="attachment_262" style="width: 160px;"><a href="http://basscomcreative.files.wordpress.com/2010/09/dian-sastro-wallpaper.jpg"><img alt="" class="size-thumbnail wp-image-262" height="113" src="http://basscomcreative.files.wordpress.com/2010/09/dian-sastro-wallpaper.jpg?w=150&h=113" title="dian-sastro-wallpaper" width="150" /></a><div class="wp-caption-text">dian-sastro-wallpaper</div></div>Sebelumnya saya minta maaf kepada Mba Dian Sastro karena fotonya saya pinjem buat diedit.. hehehe.. gpp kan mba Dian ? kali aja Mba Dian Sastro lagi mampir disini.. hehehe.. Pede amat ya web ini dikunjungin <a href="http://blog.diansastrowardoyo.net/2009/08/11/lux-yogyakarta-trip-photo-journal/">Dian Sastrowardoyo</a>..<br />
Saya akan buat wallpaper Dian Sastro dengan efek futuristik.. hasilnya liat aja nanti deh ya.. di akhir acara.<span id="more-261"></span><br />
Pertama buka dokumen baru, karena untuk wallpaper maka minimum ukurannya adalah 800×600 px dengan resolusi 300 pake 1024×768 px. Saya pake yang minim aja karena komputer saya lambat <img alt=":D" src="http://ilmuphotoshop.com/wp-includes/images/smilies/icon_biggrin.gif" /> ..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-1.jpg"><img alt="dian sastro 1" height="307" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-1.jpg" title="dian sastro 1" width="402" /></a><br />
Warnai Background dengan warna Hitam.<br />
Buka gambar <a href="http://blog.diansastrowardoyo.net/">Dian Sastro</a> lalu seleksi.. karena warna background nya putih.. pake <a href="http://ilmuphotoshop.com/2008/03/19/tool-tool-photoshopsambungan/">Magic Wand Tool</a> ajah.. selebihnya pake <a href="http://ilmuphotoshop.com/2008/03/19/tool-tool-photoshopsambungan/">polygonal lasso tool</a>.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-2.jpg"><img alt="dian sastro 2" height="353" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-2.jpg" title="dian sastro 2" width="329" /></a><br />
Drag foto yang udah diseleksi ke dokumen baru tadi.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-2-1.jpg"><img alt="dian sastro 2-1" height="445" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-2-1.jpg" title="dian sastro 2-1" width="496" /></a><br />
Gunakan eraser tool untuk merapihkan bagian pinggir gambar yang mungkin kurang rapi. Klik eraser tool, klik kanan di layar pilih soft round.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-3.jpg"><img alt="dian sastro 3" height="277" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-3.jpg" title="dian sastro 3" width="258" /></a><br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-4.jpg"><img alt="dian sastro 4" height="477" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-4.jpg" title="dian sastro 4" width="459" /></a><br />
Buat garis Path seperti gambar di bawah dengan Pen Tool<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-5.jpg"><img alt="dian sastro 5" height="672" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-5.jpg" title="dian sastro 5" width="481" /></a><br />
Klik Brush Tool ( atau tekan tombol B), klik kanan di layar, pilih brush size 3. ini untuk membuat garis sesuai Path tadi.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-6.jpg"><img alt="dian sastro 6" height="277" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-6.jpg" title="dian sastro 6" width="258" /></a><br />
Buat Layer baru ( Layer > New > layer ), Klik Direct Selection Tool, klik kanan di garis path > Stroke path<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-7.jpg"><img alt="dian sastro 7" height="430" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-7.jpg" title="dian sastro 7" width="410" /></a><br />
Delete path . Posisi tool masih di Direct Selection tool, Klik kanan padi garis path > Delete Path.<br />
Tekan CTRL + J untuk mengcopy layer garis path tadi sebanyak 4 kali..<br />
Klik Move Tool, geser satu persatu layer hasil duplikat tadi ke kiri atau kanan, dengan menggunakan Panah (kiri/kanan) di Keyboard.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-8.jpg"><img alt="dian sastrowardoyo 8" height="523" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-8.jpg" title="dian sastrowardoyo 8" width="529" /></a><br />
Klik Layer paling atas, tekan CTRL + E untuk menggabungkan layer atas ke bawahnya, sebanyak 4 kali.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-9.jpg"><img alt="dian sastrowardoyo 9" height="397" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-9.jpg" title="dian sastrowardoyo 9" width="398" /></a><br />
Tekan CTRL + J lagi untuk menduplikat layer gabungan tadi (layer 2), Klik Edit > transform > flip horizontal.. untuk membalikan gambar di layer copy tadi. ke bawah atau atas.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-10.jpg"><img alt="dian sastrowardoyo 10" height="437" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-10.jpg" title="dian sastrowardoyo 10" width="430" /></a><br />
Klik layer paling atas.. Gabungkan lagi dengan menekan CTRL + E.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-11.jpg"><img alt="dian sastrowardoyo 11" height="230" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-11.jpg" title="dian sastrowardoyo 11" width="246" /></a><br />
Sekarang hapus bagian yang kurang penting di layer 2 dengan menggunakan eraser tool<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-12.jpg"><img alt="dian sastrowardoyo 12" height="438" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-12.jpg" title="dian sastrowardoyo 12" width="491" /></a><br />
Buat layer baru di paling atas.. Warnai atas garis dengan aneka warna, sesuai selera..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-13.jpg"><img alt="dian sastrowardoyo 13" height="570" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-13.jpg" title="dian sastrowardoyo 13" width="499" /></a><br />
Ubah layer efek menjadi COLOR. ..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-14.jpg"><img alt="dian sastrowardoyo 14" height="279" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-14.jpg" title="dian sastrowardoyo 14" width="253" /></a><br />
dan perhatikan hasilnya, hapus bagian bawahnya dengan eraser tool, gunakan Soft Round supaya keliatan bergradasi.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-15.jpg"><img alt="dian sastrowardoyo 15" height="417" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-15.jpg" title="dian sastrowardoyo 15" width="350" /></a><br />
Sekarang Buka gambar RENDER PACK, gambar-gambar render pack tinggal cari aja di google image.. tulis kata kunci RENDER PACK , atau bisa download render pack yang dibawah<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/render-pack.jpg"><img alt="render pack" height="150" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/render-pack-150x150.jpg" title="render pack" width="150" /></a><br />
( Klik untuk memperbesar , kalo udah besar disayang pacar klik kanan save image as )<br />
Setelah file render pack kebuka di photoshop, seleksi sebagian , lalu DRAG ke dokumen Foto editan tadi.. Atur-atur letak nya.. di rotate (puter), resize ( perkecil/perbesar), hapus pinggir-pinggir nya dengan Eraser tool ( Soft Round) dan yang paling penting, simpen di bawah layer foto.!<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-17.jpg"><img alt="dian sastrowardoyo 17" height="324" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-17.jpg" title="dian sastrowardoyo 17" width="497" /></a><br />
Buat juga untuk bagian sisi yang laen dan bagian bawah.. untuk bagian bawah spesial berada di atas layer foto.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-118.jpg"><img alt="dian sastrowardoyo 118" height="414" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-118.jpg" title="dian sastrowardoyo 118" width="500" /></a><br />
Hasilnya kayak gini :<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-19.jpg"><img alt="dian sastrowardoyo 19" height="364" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-19.jpg" title="dian sastrowardoyo 19" width="501" /></a><br />
Untuk membuat efek bening, buat layer baru, buat bentuk seperti dibawah dengan polygonal lasso tool,warnai dengan brush yang gede ( soft Round ) berwarna Putih dikit aja di bagian atas nya.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-20.jpg"><img alt="dian sastrowardoyo 20" height="390" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-20.jpg" title="dian sastrowardoyo 20" width="503" /></a><br />
Hapus bagian yang agak mengganggu dengan eraser tool (Soft Round ), Kecilkan Opacity nya.<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-21.jpg"><img alt="dian sastrowardoyo 21" height="255" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastrowardoyo-21.jpg" title="dian sastrowardoyo 21" width="499" /></a><br />
Dengan cara yang sama buat 2 lagi di atas nya<br />
Hasil final nya:<br />
<div id="attachment_1897"><a href="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-wallpaper.jpg"><img alt="Dian Sastrowardoyo Wallpaper" height="382" src="http://ilmuphotoshop.com/wp-content/uploads/2009/10/dian-sastro-wallpaper.jpg" title="dian sastro wallpaper" width="507" /></a>Dian Sastrowardoyo Wallpaper </div>Selamat mencoba..Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-43541868977952884982012-07-17T07:37:00.000-07:002012-07-17T07:37:21.787-07:00Foto Efek : Cara Mudah Membuat Foto Jadul<header class="site-header" id="masthead" role="banner"><div class="site-header-inner"> <nav class="site-navigation main-navigation" role="navigation"></nav> </div></header><div class="wp-caption alignleft" id="attachment_257" style="width: 127px;"></div><div class="wp-caption alignleft" id="attachment_257" style="width: 127px;"><a href="http://basscomcreative.files.wordpress.com/2010/09/efek-foto-tua-9.jpg"><img alt="" class="size-thumbnail wp-image-257" height="150" src="http://basscomcreative.files.wordpress.com/2010/09/efek-foto-tua-9.jpg?w=117&h=150" title="efek-foto-tua-9" width="117" /></a><div class="wp-caption-text">efek-foto-tua-9</div></div>Foto efek yang ini mungkin udah pada ngerti.. tapi kayaknya masih banyak yang gak tau juga cara bikinnya.. soalnya banyak email yang minta dibuatin tutorial gimana caranya membuat foto keliatan udah lama atau udah tua.<br />
langsung aja ya,<br />
Buka foto yang mau diedit , Saya pake foto orang lain …<span id="more-255"></span><br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-1.jpg"><img alt="efek foto tua 1" height="460" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-1.jpg" title="efek foto tua 1" width="359" /></a><br />
Ctrl+ J untuk menduplikat layer background. klik Image > Adjustment >Hue / Saturation<br />
Jangan lupa Contreng Colorize nya<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-2.jpg"><img alt="efek foto tua 2" height="530" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-2.jpg" title="efek foto tua 2" width="445" /></a><br />
Buat layer baru Klik Layer > New > Layer<br />
Warnai layer dengan <strong>Radial gradient</strong> Hitam – putih<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-31.jpg"><img alt="efek foto tua 3" height="522" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-31.jpg" title="efek foto tua 3" width="439" /></a><br />
Ganti layer efek menjadi SOftlight<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-4.jpg"><img alt="efek foto tua 4" height="243" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-4.jpg" title="efek foto tua 4" width="240" /></a><br />
Sekarang buka file Scratch sebagai alat bantu menjadulkan. hehehe..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/scratch.jpg"><img alt="scratch" height="453" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/scratch.jpg" title="scratch" width="398" /></a><br />
Download aja : klik kanan > Save target as<br />
Drag file scratch ke file Foto yang tadi udah diedit<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-5.jpg"><img alt="efek foto tua 5" height="496" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-5.jpg" title="efek foto tua 5" width="374" /></a><br />
Atur Scratch yang sudah didrag ke foto , tempatkan di layer paling atas , Ubah efek layer menjadi Soft Light<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-6.jpg"><img alt="efek foto tua 6" height="482" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-6.jpg" title="efek foto tua 6" width="342" /></a><br />
Sekarang kita buat tepi putih nya.. karena foto jadul biasanya ada tepi putih nya.. <img alt=":)" src="http://ilmuphotoshop.com/wp-includes/images/smilies/icon_smile.gif" /><br />
Buat layer baru lagi, terus buat kotak dengan <a href="http://ilmuphotoshop.com/2008/03/19/tool-tool-photoshopsambungan/">rectangle marquee tool</a> ( liat contoh)<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-71.jpg"><img alt="efek foto tua 7" height="519" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-71.jpg" title="efek foto tua 7" width="430" /></a><br />
Klik Select > Inverse , warnai Dengan warna putih<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-8.jpg"><img alt="efek foto tua 8" height="391" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-8.jpg" title="efek foto tua 8" width="434" /></a><br />
Tekan ctrl + D untuk menghilangkan seleksi..<br />
dan selesai deh..<br />
Hasilnya :<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-9.jpg"><img alt="efek foto tua 9" height="465" src="http://ilmuphotoshop.com/wp-content/uploads/2009/12/efek-foto-tua-9.jpg" title="efek foto tua 9" width="364" /></a><br />
Selamat Mencoba Gan!Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-47908262181780627312012-07-17T07:28:00.000-07:002012-07-17T07:28:18.106-07:00Tutorial Photoshop—Glowing Dance<h3 class="post-title entry-title"> <a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb-n6FocdI/AAAAAAAADv4/EK0UgB1HCVM/s1600/glowing-dance-photoshop-tutorial-thumbnail.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505367556068241874" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb-n6FocdI/AAAAAAAADv4/EK0UgB1HCVM/s200/glowing-dance-photoshop-tutorial-thumbnail.jpg" style="cursor: hand; cursor: pointer; float: left; margin: 0 10px 10px 0; width: 250px;" /></a>Pada <a href="http://www.desainstudio.com/2010/08/tutorial-photoshopglowing-dance.html">tutorial photoshop</a> kali ini, kita akan belajar bagaimana caranya membuat efek glow di sekitar objek gambar. Efek glow adalah efek pendaran cahaya seperti yang biasa kita lihat pada lampu neon. <a href="http://www.desainstudio.com/search/label/photoshop">Tutorial photoshop</a> kali ini akan menjelaskan langkah demi langkah bagaimana menciptakan efek glow, memadukannya dengan gambar, dan pewarnaan harmonis agar gambar terlihat menyatu dengan efek-efek sekitarnya.</h3><span class="fullpost"><br />
<br />
<span style="font-weight: bold;">Hasil Akhir Tutorial</span><br />
<br />
<a href="http://lh5.ggpht.com/_I_PFFJSrTec/TGb9aWQJ4PI/AAAAAAAADv0/AzeBVtyAr8c/s512/glowing-dance-photoshop-tutorial.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359924685906658" src="http://lh5.ggpht.com/_I_PFFJSrTec/TGb9aWQJ4PI/AAAAAAAADv0/AzeBVtyAr8c/s512/glowing-dance-photoshop-tutorial.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<br />
Langkah-langkah tutorial :<br />
<br />
<span style="font-weight: bold;">STEP 1</span><br />
<br />
Buat sebuah dokumen baru. Berikan warna gradasi radial dari warna biru ke biru tua untuk background.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb8iXdowaI/AAAAAAAADvk/4I5fKQjcjxU/s1600/glowing-dance-photoshop-tutorial-1.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505365261851083170" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb8iXdowaI/AAAAAAAADvk/4I5fKQjcjxU/s400/glowing-dance-photoshop-tutorial-1.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 2</span><br />
<br />
Masukkan gambar. Untuk gambar pada tutorial ini, bisa ditemukan <a href="http://www1.stagecoachshop.co.uk/epages/Store3_Shop2250.sf/en_GB/?ObjectPath=/Shops/Store3.Shop2250/Categories/Rohnisch">disini</a>. Beri nama layer untuk gambar dengan nama 'girl'. Selanjutnya, crop gambar tersebut. Untuk cara cropping gambar di photoshop, bisa dilihat disini : <a href="http://www.desainstudio.com/2009/10/menghapus-background-di-photoshop.html">menghapus background di photoshop</a>.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb8iMzJ1eI/AAAAAAAADvc/is14a4gkej4/s1600/glowing-dance-photoshop-tutorial-2.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505365258988541410" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb8iMzJ1eI/AAAAAAAADvc/is14a4gkej4/s400/glowing-dance-photoshop-tutorial-2.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7idZIJ5I/AAAAAAAADvU/CJb0eb5Nhfc/s1600/glowing-dance-photoshop-tutorial-3.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505364163931154322" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7idZIJ5I/AAAAAAAADvU/CJb0eb5Nhfc/s400/glowing-dance-photoshop-tutorial-3.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 3</span><br />
<br />
Tarik layer girl ke ikon <span style="font-weight: bold;">add new layer</span> dibagian bawah layer palette untuk menduplikasi layer girl. Sekarang kita sudah mendapatkan layer baru bernama layer 'girl copy'. Posisikan layer 'girl copy' di bawah layer 'girl'.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7iLeJBQI/AAAAAAAADvM/a1OzkZR5kJE/s1600/glowing-dance-photoshop-tutorial-4.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505364159120344322" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7iLeJBQI/AAAAAAAADvM/a1OzkZR5kJE/s400/glowing-dance-photoshop-tutorial-4.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 4</span><br />
<br />
Pilih layer girl copy, lalu pada menu bar pilih <span style="font-weight: bold;">filter > blur > motion blur</span>. Atur nilai pada motion blur panel seperti gambar dibawah ini. Jika sudah, klik ok untuk keluar dari motion blur panel.<br />
<br />
<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb7h9dvYvI/AAAAAAAADvE/rTc0P1d5Ug8/s1600/glowing-dance-photoshop-tutorial-5.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505364155360568050" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb7h9dvYvI/AAAAAAAADvE/rTc0P1d5Ug8/s400/glowing-dance-photoshop-tutorial-5.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 5</span><br />
<br />
Ulangi memberikan efek motion blur sekali lagi. Caranya, pilih layer 'girl copy', lalu pilih <span style="font-weight: bold;">filter > motion blur</span>.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7hg_PuOI/AAAAAAAADu8/kbKlixC68bc/s1600/glowing-dance-photoshop-tutorial-6.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505364147716471010" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7hg_PuOI/AAAAAAAADu8/kbKlixC68bc/s400/glowing-dance-photoshop-tutorial-6.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 6</span><br />
<br />
Klik ganda pada layer 'girl copy' untuk membuka layer style. Pada layer style, conteng check list pada bagian <span style="font-weight: bold;">Inner glow</span>, dan atur nilainya seperti gambar dibawah ini. Jika sudah, klik ok.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7hZ9o9_I/AAAAAAAADu0/YUBX5zY16h8/s1600/glowing-dance-photoshop-tutorial-7.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505364145830688754" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb7hZ9o9_I/AAAAAAAADu0/YUBX5zY16h8/s400/glowing-dance-photoshop-tutorial-7.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 7</span><br />
<br />
Duplikasi layer 'girl copy', dan kita akan mendapat layer baru dengan nama layer 'girl copy 2'.<br />
<br />
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb6rFHnSEI/AAAAAAAADus/nMOSO_oCdZk/s1600/glowing-dance-photoshop-tutorial-8.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505363212522440770" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb6rFHnSEI/AAAAAAAADus/nMOSO_oCdZk/s400/glowing-dance-photoshop-tutorial-8.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 8</span><br />
<br />
Pilih layer girl, lalu <span style="font-weight: bold;">tekan dan tahan tombol Alt</span> di keyboard. Klik pada icon <span style="font-weight: bold;">Create new fill or adjustment layer</span> lalu pilih <span style="font-weight: bold;">Exposure</span>. <span style="font-style: italic;">Pastikan anda tetap menekan tombol Alt sampai Exposure terpilih</span>. Atur nilai pada Exposure panel seperti pada gambar dibawah.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb6qu13G7I/AAAAAAAADuk/c5EJ7VCSVSI/s1600/glowing-dance-photoshop-tutorial-9.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505363206542400434" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb6qu13G7I/AAAAAAAADuk/c5EJ7VCSVSI/s400/glowing-dance-photoshop-tutorial-9.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 9</span><br />
<br />
Sekarang, kita akan membuat garis-garis glow yang melingkar dibagian tubuh si cewek. Untuk itu, langkah pertama, buka Brushes palette dengan cara pilih <span style="font-weight: bold;">Window > Brushes (F5)</span>. Atur nilai pada <span style="font-style: italic;">Brushes tip shape</span> dan <span style="font-style: italic;">Shape dynamics</span> seperti gambar dibawah ini.<br />
<br />
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb6qdlGetI/AAAAAAAADuc/3vmLaflFYUQ/s1600/glowing-dance-photoshop-tutorial-10.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505363201908701906" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb6qdlGetI/AAAAAAAADuc/3vmLaflFYUQ/s400/glowing-dance-photoshop-tutorial-10.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb6qKYRn6I/AAAAAAAADuU/NLoyjGI411g/s1600/glowing-dance-photoshop-tutorial-11.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505363196754632610" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb6qKYRn6I/AAAAAAAADuU/NLoyjGI411g/s400/glowing-dance-photoshop-tutorial-11.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 10</span><br />
<br />
Sekarang buat sebuah layer baru, beri nama layer dengan 'glow'. Pada layer baru tersebut, buat sebuah garis menggunakan <span style="font-weight: bold;">pen tool (P)</span> seperti pada gambar dibawah ini. Jika sudah, klik kanan lalu pilih <span style="font-weight: bold;">Stroke Path</span>. Pada pop up yang muncul, pilih <span style="font-style: italic;">brushes</span>, conteng check list pada <span style="font-style: italic;">simulate brushes</span> lalu klik Ok. Maka garis tadi akan berubah dengan brushes seperti gambar dibawah ini.<br />
<br />
<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb6pwH7WuI/AAAAAAAADuM/AEeTwcP5XCY/s1600/glowing-dance-photoshop-tutorial-12.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505363189706742498" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb6pwH7WuI/AAAAAAAADuM/AEeTwcP5XCY/s400/glowing-dance-photoshop-tutorial-12.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5eliiglI/AAAAAAAADuE/rkxJWZFh5gI/s1600/glowing-dance-photoshop-tutorial-13.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361898375381586" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5eliiglI/AAAAAAAADuE/rkxJWZFh5gI/s400/glowing-dance-photoshop-tutorial-13.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 11</span><br />
<br />
Sekarang pilih layer glow, lalu klik ikon <span style="font-weight: bold;">add layer mask</span> dibagian bawah layer palette. <br />
<br />
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5eOx_HjI/AAAAAAAADt8/TZD9RcmPncE/s1600/glowing-dance-photoshop-tutorial-14.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361892266155570" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5eOx_HjI/AAAAAAAADt8/TZD9RcmPncE/s400/glowing-dance-photoshop-tutorial-14.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 12</span><br />
<br />
Klik pada thumbnail layer mask, pilih <span style="font-weight: bold;">brushes tool (B)</span>, dan pastikan warna foreground photoshop adalah hitam (D). Mulai sapukan brushes pada bagian-bagian garis. Dalam kasus ini, kita ingin membuat seolah garis glow melingkar melalui objek tubuh si cewek. Atur besar kecil brushes dengan tombol [ dan ] di keyboard agar dapat menjangkau bagian-bagian detail dengan rapi.<br />
<br />
<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb5d4OLfaI/AAAAAAAADt0/FSuW7QLtRos/s1600/glowing-dance-photoshop-tutorial-15.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361886210391458" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb5d4OLfaI/AAAAAAAADt0/FSuW7QLtRos/s400/glowing-dance-photoshop-tutorial-15.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5dmGV_VI/AAAAAAAADts/SQaJHhg5RH0/s1600/glowing-dance-photoshop-tutorial-16.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361881345686866" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5dmGV_VI/AAAAAAAADts/SQaJHhg5RH0/s400/glowing-dance-photoshop-tutorial-16.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb5dX00uOI/AAAAAAAADtk/K9ZmdPLdAy0/s1600/glowing-dance-photoshop-tutorial-17.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361877514107106" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb5dX00uOI/AAAAAAAADtk/K9ZmdPLdAy0/s400/glowing-dance-photoshop-tutorial-17.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 13</span><br />
<br />
Klik ganda pada layer glow untuk membuka layer style. Conteng check list pada <span style="font-weight: bold;">Outer glow</span>, dan atur nilainya seperti pada gambar di bawah ini.<br />
<br />
<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5BLzQJJI/AAAAAAAADtc/YgpiM3jCu1I/s1600/glowing-dance-photoshop-tutorial-18.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361393249952914" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5BLzQJJI/AAAAAAAADtc/YgpiM3jCu1I/s400/glowing-dance-photoshop-tutorial-18.jpg" style="cursor: hand; cursor: pointer; display: block; height: 288px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 14</span><br />
<br />
Buat layer baru dan beri nama layer 'glow 2'. pada layer 'glow 2', ulangi proses memberikan garis glow untuk bagian yang berbeda pada gambar. Jika sudah, klik kanan pada layer 'glow' dan pilih <span style="font-weight: bold;">copy layer style</span>. Lalu klik kanan pada layer 'glow 2' kemudian pilih <span style="font-weight: bold;">paste layer style</span>.<br />
<br />
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5A-m0frI/AAAAAAAADtU/_1qvLiIRCeo/s1600/glowing-dance-photoshop-tutorial-19.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361389708148402" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb5A-m0frI/AAAAAAAADtU/_1qvLiIRCeo/s400/glowing-dance-photoshop-tutorial-19.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 15</span><br />
<br />
Lanjutkan membuat layer 'glow 3'. Langkah-langkahnya sama saja dengan <span style="font-weight: bold;">STEP 14</span>.<br />
<br />
<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5AscuScI/AAAAAAAADtM/ZiYATXVZ8r4/s1600/glowing-dance-photoshop-tutorial-20.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361384833960386" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb5AscuScI/AAAAAAAADtM/ZiYATXVZ8r4/s400/glowing-dance-photoshop-tutorial-20.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 16</span><br />
<br />
Buat sebuah layer baru, beri nama layer 'circle glow'. Buat sebuah lingkaran menggunakan <span style="font-weight: bold;">Elliptical Marquee Tool (M)</span> dan isi dengan warna putih menggunakan <span style="font-weight: bold;">Paint Bucket Tool (G)</span>. Tekan <span style="font-weight: bold;">Ctrl + D</span> di keyboard untuk menghilangkan seleksi.<br />
<br />
<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb5AeV5JkI/AAAAAAAADtE/w-VKFSBG4Ic/s1600/glowing-dance-photoshop-tutorial-21.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361381047215682" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb5AeV5JkI/AAAAAAAADtE/w-VKFSBG4Ic/s400/glowing-dance-photoshop-tutorial-21.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 17</span><br />
<br />
Klik ganda layer Circle Glow untuk membuka layer style. Atur nilai pada <span style="font-weight: bold;">Inner shadow</span>, <span style="font-weight: bold;">outer glow</span>, dan <span style="font-weight: bold;">inner glow</span> seperti gambar-gambar dibawah ini.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb5ALgBauI/AAAAAAAADs8/UdpzYl4z8Yg/s1600/glowing-dance-photoshop-tutorial-22.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505361375989426914" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb5ALgBauI/AAAAAAAADs8/UdpzYl4z8Yg/s400/glowing-dance-photoshop-tutorial-22.jpg" style="cursor: hand; cursor: pointer; display: block; height: 257px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb4WUqjLFI/AAAAAAAADs0/a-VcvI9hkOg/s1600/glowing-dance-photoshop-tutorial-23.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505360656894995538" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb4WUqjLFI/AAAAAAAADs0/a-VcvI9hkOg/s400/glowing-dance-photoshop-tutorial-23.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb4WG-PpEI/AAAAAAAADss/jNGrs7kaPZ4/s1600/glowing-dance-photoshop-tutorial-24.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505360653219505218" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb4WG-PpEI/AAAAAAAADss/jNGrs7kaPZ4/s400/glowing-dance-photoshop-tutorial-24.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 18</span><br />
<br />
Duplikasi layer circle glow menjadi beberapa layer. Gunakan <span style="font-weight: bold;">Transform tool (Ctrl + T)</span> untuk membuat ukuran circle glow bervariasi. Pilih semua layer Circle glow hasil duplikasi, kemudian tekan <span style="font-weight: bold;">Ctrl + G</span> di keyboard untuk mengelompokkannya dalam satu group.<br />
<br />
Tips : <span style="font-style: italic;">Tekan dan tahan tombol Alt di keyboard, kemudian drag objek yang ingin di copy untuk membuat duplikasi</span>.<br />
<br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb4V1AqpmI/AAAAAAAADsk/wYgOD-ndt70/s1600/glowing-dance-photoshop-tutorial-25.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505360648397825634" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb4V1AqpmI/AAAAAAAADsk/wYgOD-ndt70/s400/glowing-dance-photoshop-tutorial-25.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 19</span><br />
<br />
Buat layer baru, beri nama 'gradient'. Buat sebuah gradasi warna pelangi dengan <span style="font-weight: bold;">gradient tool (G)</span> kemudian drag pada area kerja seperti gambar dibawah ini.<br />
<br />
<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb4Vtml8AI/AAAAAAAADsc/3t0cOYLnSU4/s1600/glowing-dance-photoshop-tutorial-26.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505360646409416706" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TGb4Vtml8AI/AAAAAAAADsc/3t0cOYLnSU4/s400/glowing-dance-photoshop-tutorial-26.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<br />
<span style="font-weight: bold;">STEP 20</span><br />
<br />
Ubah blending mode dari layer 'gradient' menjadi <span style="font-weight: bold;">color dodge</span>. Jika sudah, klik ikon <span style="font-weight: bold;">create new fill or adjustment layer</span> untuk menambahkan layer mask. Klik thumbnail layer mask, dan mulai sapukan brush menggunakan <span style="font-weight: bold;">brushes tool (B)</span> berwarna hitam seperti gambar dibawah.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb4Vb1pCKI/AAAAAAAADsU/UM-xsSl4YbI/s1600/glowing-dance-photoshop-tutorial-27.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505360641640695970" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TGb4Vb1pCKI/AAAAAAAADsU/UM-xsSl4YbI/s400/glowing-dance-photoshop-tutorial-27.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-weight: bold;">STEP 21</span><br />
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Buat layer baru, beri nama dengan 'warna'. Ambil seleksi dari layer 'girl' dengan cara <span style="font-style: italic;">Tekan dan tahan tombol ctrl di keyboard lalu klik pada thumbnail layer girl</span>. Pilih gradasi warna pada gradient editor seperti pada gambar dibawah. Pastikan layer 'warna' aktif dan kemudian drag Gradient Tool pada area kerja. Tekan <span style="font-weight: bold;">Ctrl + D</span> untuk menghilangkan seleksi.<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3tDDddhI/AAAAAAAADsM/WRemMoIkuh4/s1600/glowing-dance-photoshop-tutorial-28.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359947793004050" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3tDDddhI/AAAAAAAADsM/WRemMoIkuh4/s400/glowing-dance-photoshop-tutorial-28.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb3sqfyHMI/AAAAAAAADsE/6AKLLb49vVQ/s1600/glowing-dance-photoshop-tutorial-29.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359941200911554" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TGb3sqfyHMI/AAAAAAAADsE/6AKLLb49vVQ/s400/glowing-dance-photoshop-tutorial-29.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-weight: bold;">STEP 22</span><br />
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Ganti blending mode untuk layer warna menjadi <span style="font-weight: bold;">Overlay</span>.<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3sYzUbFI/AAAAAAAADr8/dh_ZbYJ2sKI/s1600/glowing-dance-photoshop-tutorial-30.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359936451013714" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3sYzUbFI/AAAAAAAADr8/dh_ZbYJ2sKI/s400/glowing-dance-photoshop-tutorial-30.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-weight: bold;">STEP 23</span><br />
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Pilih Layer group Glow, ganti juga blending mode-nya menjadi <span style="font-weight: bold;">Overlay</span>.<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3rw7yPdI/AAAAAAAADr0/ldZqlTJCVMg/s1600/glowing-dance-photoshop-tutorial-31.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359925749104082" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3rw7yPdI/AAAAAAAADr0/ldZqlTJCVMg/s400/glowing-dance-photoshop-tutorial-31.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-weight: bold;">STEP 24</span><br />
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Pilih layer glow 1, glow 2, dan glow 3 (<span style="font-style: italic;">tahan Shift di keyboard untuk memilih lebih dari satu layer</span>), kemudian posisikan layer-layer tersebut di posisi paling atas pada layer palette. Caranya dengan menekan tombol <span style="font-weight: bold;">Ctrl + Shift + )</span> di keyboard.<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3rs-TIuI/AAAAAAAADrs/syNaao23Mfo/s1600/glowing-dance-photoshop-tutorial-32.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359924685906658" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TGb3rs-TIuI/AAAAAAAADrs/syNaao23Mfo/s400/glowing-dance-photoshop-tutorial-32.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-weight: bold;">Hasil Akhir</span><br />
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Kita telah menyelesaikan <a href="http://www.desainstudio.com/search/label/photoshop">tutorial photoshop</a> kali ini, dan beginilah hasil akhir yang dicapai dalam tutorial ini. Selamat mencoba, semoga bermanfaat. :)<br />
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<a href="http://lh5.ggpht.com/_I_PFFJSrTec/TGb9aWQJ4PI/AAAAAAAADv0/AzeBVtyAr8c/s512/glowing-dance-photoshop-tutorial.jpg"><img alt="Tutorial Photoshop—Glowing Dance" border="0" id="BLOGGER_PHOTO_ID_5505359924685906658" src="http://lh5.ggpht.com/_I_PFFJSrTec/TGb9aWQJ4PI/AAAAAAAADv0/AzeBVtyAr8c/s512/glowing-dance-photoshop-tutorial.jpg" style="cursor: hand; cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<span style="font-style: italic;">Tetap update informasi, tips, dan tutorial desain grafis dengan mengikuti <a href="http://www.facebook.com/pages/Desain-Studio/139764876044930">FACEBOOK</a> dan <a href="http://twitter.com/desain_studio">TWITTER</a> Desain Studio!</span></span>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0tag:blogger.com,1999:blog-1058780638482008800.post-56826864323799221962012-07-17T07:16:00.002-07:002012-07-17T07:16:59.331-07:00Efek<div class="fullpost" style="color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify;"><h3 class="post-title entry-title"> <span style="font-size: xx-small;"><br />
</span> </h3><div class="post-header"> </div><span style="font-size: xx-small;"><a href="http://www.desainstudio.com/2010/09/komposisi-gambar-sederhana-untuk.html"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5520943065987091394" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ5Ud6FRC8I/AAAAAAAAEcM/H-sz4o7yPAs/s400/komposisi+gambar-tutorial+photoshop.jpg" style="float: left; margin: 0pt 10px 10px 0pt; width: 250px;" /></a>Pada tutorial Adobe Photoshop kali ini, kita akan mencoba mengkomposisikan beberapa gambar dan kombinasi beberapa efek yang tepat. Karya digital yang kita buat kali ini tidak membutuhkan banyak gambar dan hanya melalui beberapa langkah-langkah yang sederhana. Tujuannya adalah untuk memaksimalkan gambar yang sedikit dan menjadikannya <span style="font-style: italic;">artwork</span> yang menarik.<span class="fullpost"><br />
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<span style="font-style: italic;">Ya!</span> tidak semua karya digital harus berisi banyak gambar dan brushes, karya digital minim gambar juga akan terlihat menarik jika dikomposisikan dan dikombinasikan dengan efek-efek photoshop yang tepat. <span style="font-style: italic;">Lets get started!</span><br />
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<b><span class="Apple-style-span">STEP 1 : Background & Efek Garis Lingkaran</span></b><br />
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Pertama-tama, kita butuh sebuah gamabar bintang untuk dijadikan background. Gambar bintang-bintang pada tutorial photoshop kali ini dapat mamen download <a href="http://www.la-star.com/p/photo-photo-stars.html">disini</a>.<br />
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<a href="http://www.desainstudio.com/2010/09/komposisi-gambar-sederhana-untuk.html"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520922260322131762" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TJ5Bi28MHzI/AAAAAAAAEcE/D6pm76lMm1U/s700/komposisi-efek-gambar--tutorial-photoshop-1.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Sekarang kita <span style="font-weight: bold;">masuk sebentar ke Adobe Illustrator</span>. Di Illustrator, kita akan membuat efek garis lingkaran. Caranya mudah, cukup buat dua buah ellipse (lingkaran) menggunakan <span style="font-weight: bold;">Ellipse Tool (L)</span>, sebuah lingkaran kecil dan satu lingkaran besar (lihat gambar dibawah). Jika sudah, pada menu bar pilih <span style="font-weight: bold;">Object > Blend > Blend Option</span>, maka akan terbuka sebuah pop window untuk mengatur settingan efek blend. Pada bagian spacing pilih <span style="font-style: italic;">Specified Step</span> dan atur jumlahnya menjadi 40 seperti pada gambar dibawah. Jika sudah, klik tombol Ok.<br />
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<a href="http://www.desainstudio.com/2010/09/komposisi-gambar-sederhana-untuk.html"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520922255066912130" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ5BijXP1YI/AAAAAAAAEb8/UXNKwBcZzIk/s700/komposisi-efek-gambar--tutorial-photoshop-2.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Sekarang seleksi kedua lingkaran tersebut, lalu pada menu bar pilih <span style="font-weight: bold;">Object > Blend > Make (Alt+Ctrl+B)</span>, maka hasilnya akan seperti gambar dibawah ini.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5BicgZkBI/AAAAAAAAEb0/1eExd6Gm5dA/s1600/komposisi-efek-gambar--tutorial-photoshop-3.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520922253226250258" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5BicgZkBI/AAAAAAAAEb0/1eExd6Gm5dA/s700/komposisi-efek-gambar--tutorial-photoshop-3.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Ganti warna outline dari garis-garis lingkaran tadi menjadi putih, lalu <span style="font-weight: bold;">Copy (Ctrl+C)</span>. Kembali <span style="font-weight: bold;">ke Photoshop</span>, Tekan <span style="font-weight: bold;">Ctrl+V untuk paste</span> lingkaran tadi ke dokumen Photoshop. Atur posisi dari garis-garis lingkaran menggunakan <span style="font-weight: bold;">Transform Tool (Ctrl+T)</span> seperti gambar dibawah ini.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5BiIhCFqI/AAAAAAAAEbs/pQvHXdKJ0Mo/s1600/komposisi-efek-gambar--tutorial-photoshop-4.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520922247860197026" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5BiIhCFqI/AAAAAAAAEbs/pQvHXdKJ0Mo/s700/komposisi-efek-gambar--tutorial-photoshop-4.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Ubah blending mode dari layer garis lingkaran (Vector smart object) menjadi <span style="font-weight: bold;">Overlay</span>.<br />
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<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ5AKyMZhrI/AAAAAAAAEbk/SkC3EG-DJhY/s1600/komposisi-efek-gambar--tutorial-photoshop-5.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520920747219453618" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ5AKyMZhrI/AAAAAAAAEbk/SkC3EG-DJhY/s700/komposisi-efek-gambar--tutorial-photoshop-5.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Pastikan Layer "Vector smart object terseleksi", kemudian klik pada ikon <span style="font-weight: bold;">Add Layer Mask</span> dibagian bawah layer palette, maka akan muncul sebuah thumbnail berwarna putih pada layer vector smart object. Klik thumbnail tersebut, lalu gunakan <span style="font-weight: bold;">gradient tool (G)</span> untuk membuat gradasi radial dari putih ke hitam. Kamu bisa mengatur warna Gradient tool di <span style="font-weight: bold;">Gradient Editor</span> pada Control Palette di bagian atas area kerja photoshop. Jika sudah, drag gradient tool tepat dari tengah area kerja ke arah pinggir (lihat gambar dibawah). Hasilnya, efek garis-garis lingkaran hanya tersisa dibagian tengah dan hilang dibagian pinggir.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5AKlAscFI/AAAAAAAAEbc/IARwpBbZB8Y/s1600/komposisi-efek-gambar--tutorial-photoshop-6.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520920743680700498" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5AKlAscFI/AAAAAAAAEbc/IARwpBbZB8Y/s700/komposisi-efek-gambar--tutorial-photoshop-6.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ5AKWvo9VI/AAAAAAAAEbU/yjm0bEyBUtM/s1600/komposisi-efek-gambar--tutorial-photoshop-7.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520920739851072850" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ5AKWvo9VI/AAAAAAAAEbU/yjm0bEyBUtM/s700/komposisi-efek-gambar--tutorial-photoshop-7.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<b><span class="Apple-style-span">STEP 2 : Memasukkan dan Mengatur Settingan Objek Utama</span></b><br />
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Kita sekarang menambahkan objek utama berupa gambar seorang gadis yang sedang bermain biola. Gambar gadis biola ini bisa mamen temukan <a href="http://kechake-stock.deviantart.com/art/Winterhearted-21-143241389?q=boost:popular+in:resources&qo=8">disini</a>. Cropping gambar gadis tersebut menggunakan <span style="font-weight: bold;">Pen Tool (T)</span>, buat yang belum tau caranya cropping menggunakan Pen Tool, bisa dilihat di tutorial ini : <a href="http://www.desainstudio.com/2009/10/menghapus-background-di-photoshop.html">Menghapus Background di Photoshop</a>. Ubah nama Layer gadis menjadi "biola".<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ5AJzmCkvI/AAAAAAAAEbM/5lNioWljOLk/s1600/komposisi-efek-gambar--tutorial-photoshop-8.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520920730415567602" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ5AJzmCkvI/AAAAAAAAEbM/5lNioWljOLk/s700/komposisi-efek-gambar--tutorial-photoshop-8.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Berikan <span style="font-weight: bold;">Adjustmen level</span> hanya pada layer "biola", caranya : <span style="font-weight: bold;">tekan dan tahan tombol Alt di keyboard</span>, kemudian <span style="font-weight: bold;">klik pada ikon Create new fill or adjustment layer</span> dibagian bawah layer palette lalu pilih Level. <span style="font-style: italic;">Ingat, Jangan lepaskan tombol Alt sampai kamu sudah memilih Level</span>!. Fungsi tombol Alt disini adalah agar adjustment layer hanya berimbas kepada layer "biola" (layer terpilih). Atur settingan Level seperti gambar dibawah ini, perhatikan perubahannya pada objek si gadis.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5AJniE7OI/AAAAAAAAEbE/AOCmHoYLTk8/s1600/komposisi-efek-gambar--tutorial-photoshop-9.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520920727177719010" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ5AJniE7OI/AAAAAAAAEbE/AOCmHoYLTk8/s700/komposisi-efek-gambar--tutorial-photoshop-9.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Menggunakan cara yang sama (<span style="font-style: italic;">Tahan dan tekan tombol Alt</span>), tambahkan Adjustment <span style="font-weight: bold;">Exprosure</span> kepada layer "biola" dan perbesar nilai pada <span style="font-style: italic;">Gamma</span> seperti gambar dibawah ini.<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-7q_rf0I/AAAAAAAAEa8/AsBlEB5SGpo/s1600/komposisi-efek-gambar--tutorial-photoshop-10.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520919388077391682" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-7q_rf0I/AAAAAAAAEa8/AsBlEB5SGpo/s700/komposisi-efek-gambar--tutorial-photoshop-10.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<b><span class="Apple-style-span">STEP 3 : Pendaran Bintang diatas Biola</span></b><br />
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Kita akan membuat pendaran bintang diatas biola, caranya cukup mudah! Ambil seleksi bentuk dari layer "Biola" dengan menekan <span style="font-weight: bold;">tombol Ctrl lalu klik pada thumbnail</span> gambar layer "biola".<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-7AxVgWI/AAAAAAAAEa0/Is-KRvu4guM/s1600/komposisi-efek-gambar--tutorial-photoshop-11.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520919376742941026" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-7AxVgWI/AAAAAAAAEa0/Is-KRvu4guM/s700/komposisi-efek-gambar--tutorial-photoshop-11.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Masih dalam keadaan seleksi aktif, klik pada layer "bintang" agar layer bintang aktif lalu tekan <span style="font-weight: bold;">Ctrl+J</span> di keyboard, maka akan ada sebuah layer baru diatas layer "bintang" hasil duplikasi dari layer "bintang". Dikarenakan seleksi aktif pada saat menduplikasi, maka duplikasi akan terjadi berdasarkan bentuk dari layer "biola".<br />
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<a href="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-69-2nqI/AAAAAAAAEas/pHgQfNrtYoA/s1600/komposisi-efek-gambar--tutorial-photoshop-12.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520919375994330786" src="http://2.bp.blogspot.com/_I_PFFJSrTec/TJ4-69-2nqI/AAAAAAAAEas/pHgQfNrtYoA/s700/komposisi-efek-gambar--tutorial-photoshop-12.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Posisikan layer di posisi paling atas dengan cara: klik pada layer hasil duplikasi, lalu tekan tombol <span style="font-weight: bold;">Ctrl+Shift+]</span> di keyboard.<br />
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<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ4-6ozWrLI/AAAAAAAAEak/iJiYKxY8shU/s1600/komposisi-efek-gambar--tutorial-photoshop-13.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520919370308955314" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ4-6ozWrLI/AAAAAAAAEak/iJiYKxY8shU/s700/komposisi-efek-gambar--tutorial-photoshop-13.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Ubah blending mode dari layer duplikasi menjadi <span style="font-weight: bold;">Color Dodge</span>, dan gunakan <span style="font-weight: bold;">Layer Mask</span> untuk menghilangkan pendaran cahaya dibagian wajah dan tubuh. Penggunaan Layer Mask telah di jelaskan pada STEP 1 diatas.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ4-6uMkdyI/AAAAAAAAEac/9Re7IWi3Nno/s1600/komposisi-efek-gambar--tutorial-photoshop-14.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520919371756893986" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ4-6uMkdyI/AAAAAAAAEac/9Re7IWi3Nno/s700/komposisi-efek-gambar--tutorial-photoshop-14.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<b><span class="Apple-style-span">STEP 4 : Pewarnaan</span></b><br />
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Pilih <span style="font-weight: bold;">Gradient Tool (G)</span> lalu buka gradient editor pada Control Palette dibagian atas area kerja. Pada gradient editor, pilih salah satu gradasi warna seperti gambar dibawah (ungu-hijau-orange). Hapus warna ungu dengan cara drag keluar tanda warna tersebut.<br />
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<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ49BUV3ikI/AAAAAAAAEaU/ei1zK-YpHe4/s1600/komposisi-efek-gambar--tutorial-photoshop-15.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520917286052399682" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ49BUV3ikI/AAAAAAAAEaU/ei1zK-YpHe4/s700/komposisi-efek-gambar--tutorial-photoshop-15.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Sekarang warna yang tersisa hanya hijau dan orange. Geser tanda warna hijau ke bagian pinggir seperti gambar dibawah. Jika sudah, klik Ok untuk keluar dari gradient editor.<br />
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<a href="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ49A7yTefI/AAAAAAAAEaM/apAd0evRwcE/s1600/komposisi-efek-gambar--tutorial-photoshop-16.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520917279460784626" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ49A7yTefI/AAAAAAAAEaM/apAd0evRwcE/s700/komposisi-efek-gambar--tutorial-photoshop-16.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Buat layer baru lalu <span style="font-weight: bold;">drag gradient tool</span> pada layer tersebut seperti contoh gambar dibawah.<br />
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<a href="http://4.bp.blogspot.com/_I_PFFJSrTec/TJ49ArMJBzI/AAAAAAAAEaE/bbmmgCvTlzs/s1600/komposisi-efek-gambar--tutorial-photoshop-17.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520917275005749042" src="http://4.bp.blogspot.com/_I_PFFJSrTec/TJ49ArMJBzI/AAAAAAAAEaE/bbmmgCvTlzs/s700/komposisi-efek-gambar--tutorial-photoshop-17.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Terakhir, ubah blending mode dari layer baru tersebut menjadi <span style="font-weight: bold;">Color</span> dan lihat hasilnya!<br />
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<a href="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ49AXU3JAI/AAAAAAAAEZ8/y8ZysuA1PG8/s1600/komposisi-efek-gambar--tutorial-photoshop-18.jpg"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520917269673616386" src="http://1.bp.blogspot.com/_I_PFFJSrTec/TJ49AXU3JAI/AAAAAAAAEZ8/y8ZysuA1PG8/s700/komposisi-efek-gambar--tutorial-photoshop-18.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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<b><span class="Apple-style-span">Hasil Akhir</span></b><br />
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<a href="http://www.desainstudio.com/2010/09/komposisi-gambar-sederhana-untuk.html"><img alt="Komposisi Gambar Sederhana dalam Membuat Karya Digital di Photoshop" border="0" id="BLOGGER_PHOTO_ID_5520917263425108402" src="http://3.bp.blogspot.com/_I_PFFJSrTec/TJ49AADGebI/AAAAAAAAEZ0/bW5VEcBwJ-g/s700/biola.jpg" style="display: block; margin: 0px auto 10px; text-align: center; width: 500px;" /></a><br />
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Inti dari tutorial photoshop kali ini adalah menjelaskan cara mengatur komposisi beberapa gambar dengan kombinasi pewarnaan dan penggunaan blending mode. Artinya, dalam membuat sebuah karya digital yang dinamis dan menarik, tidak selalu dibutuhkan banyak gambar dan brushes. Karya digital yang minim gambar juga akan terlihat menarik jika dikomposisikan dan dikombinasikan dengan blending mode yang tepat. </span></span></div><div class="fullpost" style="color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: xx-small;"><span class="fullpost">Selamat mencoba, semoga bermanfaat! see you next time </span></span></div>Agus Zalimhttp://www.blogger.com/profile/02528041836965130207noreply@blogger.com0