Kamis, 18 Agustus 2016
Rabu, 17 Agustus 2016
Minggu, 31 Juli 2016
Jumat, 03 Juni 2016
Kamis, 02 Juni 2016
Selasa, 31 Mei 2016
Rabu, 25 Mei 2016
Belajar Macromedia FLASH 8 untuk Pemula bagian 3 Belajar TOOL
Sub Selection Tool Gunanya untuk mengubah objek gambar dari sudut ke sudut
Dibawah Sub Selection Tool yaitu Gradient Transform tool yang berfungsi untuk persentase
Selanjutnya Lasso Tool gunanya untuk memotong objek gambar sesuai keinginan
Selanjutnya ada Text Tool gunanya untuk menambah tulisan
Selanjutnya Rectangel gunanya membuat objek gambar kotak
Selanjutnya Brush Tool gunanya untuk menambah objek gambar dengan titik titik dari yang terbesar
sampai yang terkecil
Selanjutnya Paint Bucket tool gunanya untuk mewarnai objek
Selanjutnya Eraser Tool gunanya untuk menghapus objek
Sekian untuk Belajar Tool Macromedia FLASH, jika ada pertanyaan silahkan comment...
Selasa, 24 Mei 2016
Belajar Macromedia Flash 8 Pemula Belajar Tool kedua
Lanjutan dari artikel sebelumnya,...
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)
Sekarang kita lanjutkan ke oval tool
fungsi oval tool adalah untuk membuat objek gambar yaitu bulat, dan bisa di ubah dengan selection Tool
Dibawah oval tool ada pencil tool yang berfungi untuk menggambar objek sesuai keinginan kita,
dan menurut saya pencil tool lebih mudah daripada pen tool
Dibawah pencil tool ada ink bottle tool yang berfungsi untuk mewarnai garis pada objek
kita lanjut lain kali ya,...
Sekarang kita lanjutkan ke oval tool
fungsi oval tool adalah untuk membuat objek gambar yaitu bulat, dan bisa di ubah dengan selection Tool
Dibawah oval tool ada pencil tool yang berfungi untuk menggambar objek sesuai keinginan kita,
dan menurut saya pencil tool lebih mudah daripada pen tool
Dibawah pencil tool ada ink bottle tool yang berfungsi untuk mewarnai garis pada objek
kita lanjut lain kali ya,...
Langganan:
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