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Tuesday, February 19, 2013

Silhouette

Camera: Nikon D100
Shutter: 1/125 s
Aperture: f/5.6
Exposure Setting: Manual
ISO: 200
Strobe Flash: Did Not Fire
Lens Focal Length: 70 mm
White Balance: Cloudy

Tuesday, February 12, 2013

Composition Assignment

There has been some confusion about this assignment, so just to try to clear it up. 


You need 6 shots from at least 4 different concepts - there are 8 you can choose from. Concepts are listed on page 171 of the book. 


Hope this helps. 

Linear Composition/Diagonal Lines

Camera: Nikon D100
Shutter: 1/250
Aperture: f/16
Exposure Setting: Manual
ISO: 200
Strobe Flash: None
Lens Focal Length: 70 mm
White Balance: Auto

Disorder Into Order

Camera: Nikon D100
Shutter: 1/30
Aperture: f/2.8
Exposure Setting: Manual
ISO: 800
Strobe Flash: None
Lens Focal Length: 28 mm
White Balance: Auto

Rule of Thirds - Vertical Photo

Camera: Nikon D100
Shutter: 1/30
Aperture: f/2.8
Exposure Setting: Manual
ISO: 800
Strobe Flash: None
Lens Focal Length: 70 mm
White Balance: Auto

Selective Focus

Camera: Nikon D100
Shutter: 1/500
Aperture: f/2.8
Exposure Setting: Manual
ISO: 200
Strobe Flash: None
Lens Focal Length: 70 mm
White Balance: Auto

Thursday, January 31, 2013

Putting It All Together

Here's how I did it:
1) Open each photo and resize it to 600 pixels high. (image > image size)
2) Change canvas (image > canvas size) size and use the "relative" checkbox to add 200 pixels in width and height.  Canvas extension color is background color: white.
3) Make a new document (height 600 pixels, width whatever you guess, mine is 2600 pixels.
4) Copy your first letter (select > all, and edit > copy) and paste it into your new document. (edit > paste)
5) Press v and move your first letter until it is located where you want.
6) Repeat steps 4 and 5 until you have all of your letters where you want them. You can always change the canvas size to make it wider.
7) Change the canvas size to make the whole thing 800 pixels high. This creates the white border you want around the top and bottom of the image.