Decanter, Stopper, and Wine Glass

<p>Hi all,<br>

C&C welcomed.<br>

Steve<br>

steve@stevesint.com</p><div></div>

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" alt="" /></p>

<p>Steve,</p>

<p>Love the image, Don't love the edges. Was there a design purpose for those?</p>

 

<p>Hi Tim,<br>

Yes, I liked them but I also felt they contained the viewer's eyes. On purpose, I made the right edge soft (and vertical) and the left edge hard (and slightly slanted) so it became a leading line to the stopper (which I felt was an important part of the decanter but easy to miss) Otherwise it would just be a very typical high key image of a translucent subject. My .02. Glad you like the image, thanks.<br>

S</p>

<p>Nice effort....I like it. What was your surface, may I ask? I've never done much with still lifes, and I'd like to start. </p>

<p>Christal wrote:<br>

Nice effort....I like it. What was your surface, may I ask? I've never done much with still lifes, and I'd like to start.</p>

<p>Thanks Christal. The surface is a piece 1/4-inch thick black acrylic (plastic). If you decide to try some yourself, you'll find it's expensive and an absolute nightmare to keep clean...the static electricity its glass smooth surface creates makes it a dust magnet and requires you accept (and follow) the rule that "cleanliness is next to godliness". I call it a black mirror effect and cover its use in chapter 8 of my book Digital Still Life Photography: Art, Business, and Style. Using it can give your images a crisp, modern look (see attached photo). As a hint (if you want to get into this type of photography) is to realize that you are responsible for everything within the image's frame because since the subject isn't going anywhere you have all the time in the world to think about how every element within the photograph looks and how they relate to each other. It's not like photographing a race car or a horse race; it's slow methodical work.</p>

<p>Good Luck,<br>

Steve<br>

steve@stevesint.com</p><div></div>