jordan2240 Posted May 10, 2016 Share Posted May 10, 2016 <p>Genuinely interested in knowing how folks would process this shot (throwing it away doesn't count). This isn't a 'challenge' per se, as I'm not looking for the most unique take on it, but if you were processing it as a wildlife shot, what would you do? Typically, I would crop, apply a Levels adjustment layer, and then apply sharpening and noise reduction as I saw fit, and that's about it. Maybe some highlight and shadow adjustment as well. But I think others could do a much better job on it than I can, and I'm interested in learning what other techniques I might apply. My software is Photoshop Elements 13.</p> <p>Shot was taken in jpeg using my Lumix FZ1000, so you're working on the same shot I worked on.</p> <p>Feel free to post your results.</p> <p>Thanks,<br> Bill</p><div></div> Link to comment Share on other sites More sharing options...
jordan2240 Posted May 10, 2016 Author Share Posted May 10, 2016 <p>The larger file...</p><div></div> Link to comment Share on other sites More sharing options...
howard_m Posted May 10, 2016 Share Posted May 10, 2016 <p>This would be the direction i would go in (from teh small jpg, not fullsize)<br> If I could only figure out why the @$^@^ jpg wont attach</p> <p> </p> Link to comment Share on other sites More sharing options...
howard_m Posted May 10, 2016 Share Posted May 10, 2016 <p><img src="https://app.box.com/s/xkudglpii30rtvjcrqmd3u7kuann3w8u" alt="" /><img 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howard_m Posted May 10, 2016 Share Posted May 10, 2016 <p>Brought out the bird in ACR (clarity, vib, shadows, w & b point adjust)<br> Z8 luminosity mask (Lumenzia) to bring out the water (via a steep curve adj)<br> some dodge on the bottom of the bird and also bring out the eye and yellow<br> vignette<br> crop</p> Link to comment Share on other sites More sharing options...
michaellinder Posted May 10, 2016 Share Posted May 10, 2016 Bill, first I would clone out the branches except for those in the bottom right. Then I would apply some color toning to the bird and the water. In all likelihood, some contrast and sharpness adjustments also would be in order. Hopefully, tomorrow I'll post my result. Link to comment Share on other sites More sharing options...
Tony Brandstetter Posted May 10, 2016 Share Posted May 10, 2016 <p><img src="C:\Users\Tony%20and%20Julie\Pictures\2016-05-08%20Rider%2016" alt="" />I messed up a bit on cloning the birds bottom</p><div></div> Link to comment Share on other sites More sharing options...
Tony Brandstetter Posted May 10, 2016 Share Posted May 10, 2016 <p>I did not read your response until now Michael, it seems we had the same idea</p> Link to comment Share on other sites More sharing options...
howard_m Posted May 10, 2016 Share Posted May 10, 2016 <p>I agree about the branch in front of the birds body, I think cropping the other one leaves too much negative space up in that corner and the angle of the branch goes nicely w/ the branches in the lower right and serves to frame the bird.</p> Link to comment Share on other sites More sharing options...
Bill J Boyd Posted May 10, 2016 Share Posted May 10, 2016 <p>My usual tweaking in LR6...highlights. shadows, etc. Then heavy cropping. I have no clue how to clone out branches to the rear of the heron. </p><div></div> Link to comment Share on other sites More sharing options...
Ray House Posted May 11, 2016 Share Posted May 11, 2016 <p>Levels, Crop, Color Adjust, Clone distractions, Selective saturation on bird & right branch and add border.</p><div></div> Link to comment Share on other sites More sharing options...
Leslie Reid Posted May 11, 2016 Share Posted May 11, 2016 <p> Here's my thinking: beautiful bird, nicely focused, and pretty nicely exposed for a dark-plumaged bird in difficult lighting--the bird can pretty much stand on its own. So the problem is bringing up the environment to match the bird--I wanted to establish a sense of depth in the frame. The branches help with that by providing a foreground element, and they also give some context for the habitat.<br> I'm currently working in LR6, so I unfortunately didn't have access to layers. I first reduced the overall exposure, upped the contrast, darkened shadows, and increased vibrance and saturation, all to bring more interest into the sticks and water. I then added two gradients: 1) starting with reduced exposure and reduced WB temperature at the bottom, fading to the top; and 2) starting with increased exposure and slightly reduced WB tint at the top, fading to the bottom. That gave me the sense of depth I was looking for, but you can probably imagine what the poor bird looked like at this point. I then used an adjustment brush to bring the bird back pretty much to where it had started, reversing the global changes I'd made to deal with the water (and checking field guides for reference on plumage colors).<br> I then needed to deal with the out-of-focus stick--I liked it from the point of view of the composition, but it was distractingly fuzzy. I used an adjustment brush to darken it, then cloned a strip of water up to an arbitrarily defined bottom edge, with enough feather on the clone to make it look not quite as out of focus as it had been.<br> This all would have been easier in Elements--I would have put the bird in its own layer as I worked with the water and sticks. Had I been in Elements, I probably would have gone back in and lightened the top-to-bottom gradient still further; instead, I decided to leave it as is so I wouldn't have to re-edit the bird. I do regret losing that beautiful orange elbow into the underwater shadow, though.... </p><div></div> Link to comment Share on other sites More sharing options...
endof_days Posted May 11, 2016 Share Posted May 11, 2016 <p>Rotate and crop. Clone out a few distractions. Raise exposure and lighten shadows with curves layer. Dodged out some of that rise on the bird and shadow with a mask and brush. Duplicate layer. Apply Gaussian blur, reduce opacity to 25%. Mask out bird from blur layer. Dodge and burn as required. Resize. Selectively sharpen. Post.</p><div></div> Link to comment Share on other sites More sharing options...
jordan2240 Posted May 11, 2016 Author Share Posted May 11, 2016 <p>Really appreciate the help and detailed explanations thus far. Some very nice results. When I have a chance, I'll go back and compare them to my processing and likely make some changes. It's interesting to me to get the different takes on exposure, saturation, and what elements are and aren't distracting (understanding that not everyone would want to take the time to clone out the stick that goes across the bird's body in this exercise even if they think it might be distracting). Thanks for the help.</p> Link to comment Share on other sites More sharing options...
endof_days Posted May 11, 2016 Share Posted May 11, 2016 <p>Bill, I'm guessing that at least some people left the stick across the heron as a choice, it would be easy enough to remove. I know that I modified the branch but left it in deliberately for several reasons. It helps to reinforce the diagonal across the frame set up by the other branches. It makes the image feel more honest to me. It gives an increased sense of depth.</p> Link to comment Share on other sites More sharing options...
howard_m Posted May 11, 2016 Share Posted May 11, 2016 <p>+1 End's analysis of why the branches are 'good'. Otherwise the bird is just floating on this bright field and distracts from the bird and the poor fish in its mouth</p> Link to comment Share on other sites More sharing options...
jordan2240 Posted May 11, 2016 Author Share Posted May 11, 2016 <p>That's a good point End and Howard. I didn't find it particularly distracting, but I do kind of like the look of that one particular stick removed but the others left in (as Ray's example shows). I think you still get a sense of depth from the remaining branches. I also like Leslie's point that the sticks provide a sense of habitat, so would definitely not want to remove all of them. All in a matter of taste I guess.</p> Link to comment Share on other sites More sharing options...
michaellinder Posted May 11, 2016 Share Posted May 11, 2016 <p>Good work, Tony. There's no need for me essentially to replicate your version.</p> Link to comment Share on other sites More sharing options...
igord Posted May 12, 2016 Share Posted May 12, 2016 <p>Basic curves.</p><div></div> Link to comment Share on other sites More sharing options...
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