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Weekly Post Processing Challenge June 14, 2015


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<p>Ah, Montreal! I saw someone pushed in front of a subway just for sport. Police didn't care, because he was a homeless man. They wouldn't arrest the murderer, a man who was standing 20 feet from them and who I identified to them. So just for Montreal...</p>

<p>Corrected horizon, sharpened, applied curves (especially pulling down the reds), and added a layer with a certain alien glow.</p><div>00dLFT-557187584.jpg.39f997f2c1aacde6835fb5cf94323db9.jpg</div>

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<p>Well done, Sarah. The alien glow serves as a perfect counterpoint to the usual colors of city lights.<br>

My decision was to go with monochrome. First, in PSE11, I cropped a bit from the top and straightened the image slightly. The conversion to b&w was done in Silver EFEX, with control points set especially in the dock area to try adding more detail. After using the paper toner filter in Color EFEX, I made final tonal and contrast adjustments using pro contrast and photo stylizer.</p>

<div>00dLG1-557188384.jpg.f3bdd3eff898ce076a4c4a9571d98926.jpg</div>

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<p>I liked the blown highlights & night time effect so ... in CS6:<br>

1. Straightened image<br>

2.Used Auto contrast, tone & color<br>

3. Copied layer used Aetherized filter. Set blending mode to color burn. Used eraser at 5% to remove ice area (couldn't see it) Set opacity to 56%. Liked the effect but image too flat.<br>

4. Used tilt-shift filter to blur foreground.<br>

5. Set Vibrance to 100%<br>

6. Cropped.</p><div>00dLIA-557191584.jpg.2217676f3a9be0428480e8caf4ebbe26.jpg</div>

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<p>I used PixelBender in Photoshop CS5 with the "oil paint" setting as a layer, and then combined it with the background using "hard mix". Layer opacity was set to 55%. I liked the resultant colors, so I did not play with them further by using hue/saturation or colormix, etc. in Photoshop.</p><div>00dLIG-557191684.jpg.b0b89c48cf3eec3b59be925455aecb7e.jpg</div>
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<p><img 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<p>My take: Basic processing in ACR and used graduated filter vertically to the left of the smaller tower: exposure, shadows, blacks, contrast, a little saturated to give the effect of darkening sky left to right. Cropped the left frame to remove car, bridge, cropped fore ground to bring the right frame more into play.</p><div>00dLf5-557246884.jpg.91d0427bae7115c553b738fd13826925.jpg</div>
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<p>1. Started with general noise reduction - Nik Dfine 2.0, auto.<br /> 2. Created a B&W layer in SiverEfx and changed the layer type to luminosity. This changed the tonality of the entire image. The B&W layer had some pretty radical adjustments - but essentially increasing the contrast between foreground and background, darkening the sky and adding some structure in the foreground.<br /> 3. Adjusted overall color balance to bring Red in line, most heavily overall... some extra in the shaows.<br /> 4. Used ColorEfx to apply a graduated ND filter to make the foreground back ground contrast even greater.<br /> 5. Adjusted blue color balance a bit to make the ice more neutral.<br /> In terms of composition, rotated the image slightly to make the tower straight. Cropped to 2x3 format.</p>
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