callysykes
Suspended / Banned
- Messages
- 14
- Name
- cally
- Edit My Images
- Yes
I am under no illusion and realise that i am not a great photographer but what I am struggling to work out is what makes the differences between a snap shot and a stunning photo.
I love the work and composition in the work of Florabella (http://i337.photobucket.com/albums/n362/MiaJoieboutique/Blog/florabella1.jpg). Now when i take a photo with what i thought to be similar composition it just looks no where near as special (http://www.flickr.com/photos/vivaimages/8071973995/in/set-72157631736026112/)
My question: is it the lens that makes the difference? my shot was taken on a 50mm.
http://data:image/jpeg;base64,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
I love the work and composition in the work of Florabella (http://i337.photobucket.com/albums/n362/MiaJoieboutique/Blog/florabella1.jpg). Now when i take a photo with what i thought to be similar composition it just looks no where near as special (http://www.flickr.com/photos/vivaimages/8071973995/in/set-72157631736026112/)
My question: is it the lens that makes the difference? my shot was taken on a 50mm.
http://data:image/jpeg;base64,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