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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:gd="http://schemas.google.com/g/2005" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;Ak8AQHk5fCp7ImA9WhdUGUk.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202</id><updated>2011-10-06T17:54:01.724-07:00</updated><title>Think About Photography...</title><subtitle type="html">Mostly a photography related blog. Think About Photography refers to being ready for getting a photo at all times. This generally means carry your camera around with you as much as possible. Even without a camera, I am imagining how scenes would look in a photo..</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://thinkaboutphotography.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>197</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/ThinkAboutPhotography" /><feedburner:info uri="thinkaboutphotography" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;CE4ARXc-fyp7ImA9WhdUGUw.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-1472271789874890734</id><published>2011-10-06T07:50:00.000-07:00</published><updated>2011-10-06T07:55:44.957-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-06T07:55:44.957-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Review" /><category scheme="http://www.blogger.com/atom/ns#" term="cyanotype" /><category scheme="http://www.blogger.com/atom/ns#" term="book" /><title>Review of "Blue Prints: The Natural World In Cyanotype Photos" by Zeva Oelbaum</title><content type="html">
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&lt;h1 style="font-size: 29px;"&gt;
&lt;span style="border-collapse: separate; color: black; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.amazon.com/Blue-Prints-Natural-Cyanotype-Photos/dp/0847824322/ref=sr_1_6?s=books&amp;amp;ie=UTF8&amp;amp;qid=1317912142&amp;amp;sr=1-6"&gt;&lt;i&gt;Blue Prints: The Natural World In Cyanotype Photos&lt;/i&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp; by Zeva Oelbaum&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;This book is special. Beautifully done cyanotypes. Each image has me trying to figure out how she made it. I have not verified this with the author, but I believe there is some digital manipulation going on. Nonetheless, the images are beautiful and well constructed. A very inspiring book for cyanotype makers.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;The cloth book cover is blue. Everything is blue (except maybe one black image). Zeva Oelbaum has created wonderful images - some from negatives and some from objects.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style="font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;If you like cyanotypes, get this book.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-1472271789874890734?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/1472271789874890734/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/10/review-of-blue-prints-natural-world-in.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/1472271789874890734?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/1472271789874890734?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/RCH3lBmPj2c/review-of-blue-prints-natural-world-in.html" title="Review of &amp;quot;Blue Prints: The Natural World In Cyanotype Photos&amp;quot; by Zeva Oelbaum" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/10/review-of-blue-prints-natural-world-in.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0IFRH05eip7ImA9WhdUGEs.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-9028065824273879098</id><published>2011-10-05T17:38:00.000-07:00</published><updated>2011-10-05T17:38:35.322-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-05T17:38:35.322-07:00</app:edited><title>Tuberous Begonia</title><content type="html">&lt;a href="http://goo.gl/photos/PFEozbSD7h" imageanchor="1" style="clear:right;margin-bottom:1em;margin-left:1em"&gt;&lt;img src="https://lh3.googleusercontent.com/-yaOpsLLEd4Y/Toz0Dp00WzI/AAAAAAAABy8/AyLYxFszI7E/s512/HWP5Oct2011FL-13.jpg" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-9028065824273879098?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/9028065824273879098/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/10/tuberous-begonia.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/9028065824273879098?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/9028065824273879098?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/eYTZWpBMbF4/tuberous-begonia.html" title="Tuberous Begonia" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-yaOpsLLEd4Y/Toz0Dp00WzI/AAAAAAAABy8/AyLYxFszI7E/s72-c/HWP5Oct2011FL-13.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/10/tuberous-begonia.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak8AQHk8eyp7ImA9WhdUGUk.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-925141555715970742</id><published>2011-10-04T05:08:00.000-07:00</published><updated>2011-10-06T17:54:01.773-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-06T17:54:01.773-07:00</app:edited><title>Notes for "How to bind your own hardback book" Instructable</title><content type="html">&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;I recently tried my hand at bookbinding based on the instructions at&amp;nbsp;&lt;a href="http://www.instructables.com/id/How-to-bind-your-own-Hardback-Book/"&gt;http://www.instructables.com/id/How-to-bind-your-own-Hardback-Book/&lt;/a&gt;. I had moderate success. Several issues arose from my choices of paper, glue, and technique which I share below. Look over the instructions before reading further.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;b&gt;Overview&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;The book is a collection of photos taken by me. There is no text. All images were square of various sizes.&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;i&gt;&amp;nbsp;Below: My first hard bound photobook. 25 pages, 9"x9"&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;img alt="" 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" /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;b&gt;Paper&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;span style="border-collapse: separate; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;I wanted my images to stand out on the page. My idea was to print the image then glue the image to the actual book page. This would give the image some extra depth. The page paper I chose was&amp;nbsp;&lt;a href="http://www.strathmoreartist.com/product-reader/items/300-series-bristol.html"&gt;Strathmore Bristol 300 Series&lt;/a&gt;&amp;nbsp;(100lb 270gsm). This paper is very stiff. While it would be perfect for individual prints, it is much to stiff for a book. The pages do not bend well. I think a lighter weight paper would have worked better.&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I printed the images on a Kodak Matte Double sided photo paper. I don't believe this paper is available anymore. I was satisfied with this paper.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;b&gt;Gluing image to page&lt;/b&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
My first attempt to glue my images to the book page was using a liquid glue like&amp;nbsp;&lt;a href="http://www.itoya.com/pht/OGlue_P.htm"&gt;Itoya O Glue&lt;/a&gt;. Not only did I succeed in getting glue on the image, the paper would curl, making it harder to align on the book page. After about four pages of this method I switched to using a spray adhesive made by Krylon called&amp;nbsp;&lt;a href="http://www.krylon.com/products/paper_finishes_spray_adhesive/"&gt;Paper Finishes Spray Adhesive&lt;/a&gt;. Have plenty of scrap paper around and use a fresh sheet for every photo to have adhesive applied.&amp;nbsp;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I was able to do a much neater job with this. I got better coverage and less curling.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;b&gt;Gluing up the text block (photo block?)&lt;/b&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
After letting the pages dry for a day or two, I began to construct the block of pages. Since I had a raised photo on each page, I thought it might help to put a spacer strip in the gutter of each page as I glued them up. The diagram below illustrates the process.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I did this to prevent the block from bulging so much in the middle. This seemed to work pretty good. I also put a crease in the page about 1/2" in on gutter side.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
After all the this strips in the gutter had dried, I began gluing the pages together. I glued up 2 sets of pages, let them dry overnight, then glued the 2 sets together to make one block. I used the O Glue for this.&amp;nbsp;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;b&gt;Making the cover&lt;/b&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I made the cover from the backing board that came with the Bristol board. It was about 1/8" thick. I cut the board to size using a paper cutter. Since my paper cutter will not cut material this thick, I would cut on one side, flip over, and cut on the other side. This was a bad idea. Getting the two cuts to line up was just about impossible. I would have been better off using a straight edge and xacto knife. I ended up with three pieces: front, spline, and back which were not square and had a pretty rough edge. I trudged on. I can tell you that these pieces should be square. Particularly the spline. If the spline is not square, the cover may not close correctly and it will make attaching the cover and interior cover papers all the more difficult and imprecise. I recommend you get this part right to alleviate problems later on.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I used a Canson colored sheet for the cover paper. It was the only paper large enough that the local art store carried. I used another Canson sheet for the interior covers. The interior covers come after the block is attached to the spine.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
I used a piece of cardboard as a glue spreader. I believe a brush would have worked much better. It is difficult to get glue to the edges of the board with the piece of cardboard. The cover sheets wrinkled almost immediately upon apply the glue. The good news is that they tended to flatten out after a night of drying under pressure. That goes for the outside and inside sheets. I used a stack of books to apply pressure to the book as the glue was drying.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;b&gt;Attaching cloth to the block spline&lt;/b&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
The Instructable suggested using hot glue to attach the cloth to the spline. Just be sure to work the glue into the cloth and block with a Popsicle stick or something similar.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
The integrity of this glue joint is paramount to a good finished product.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
The cloth is then glued to the cover. Do not glue the spline directly to the cover.&amp;nbsp;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
Next cut the inner cover sheets to size and glue to the front and back pages of the cover. The book is now completed.&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: #eeeeee; font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;
Overall, I am pretty happy with the results. However, if my ruler had been straighter, and my glue less prone to wander, the results would have been better.&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-925141555715970742?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/925141555715970742/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/10/notes-for-how-to-bind-your-own-hardback.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/925141555715970742?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/925141555715970742?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/gyKGq5QQMCw/notes-for-how-to-bind-your-own-hardback.html" title="Notes for &quot;How to bind your own hardback book&quot; Instructable" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/10/notes-for-how-to-bind-your-own-hardback.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUMFRno7cSp7ImA9WhdVFkQ.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-2906734824591929454</id><published>2011-09-22T05:10:00.000-07:00</published><updated>2011-09-22T05:10:17.409-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-22T05:10:17.409-07:00</app:edited><title>Inkpress DuoMatte 80 Inkjet Paper - 5x7/50 sheets</title><content type="html">&lt;table cellpadding="0" cellspacing="0" style="padding-bottom: 20px; padding-top: 10px;"&gt;   &lt;tbody&gt;
&lt;tr&gt;    &lt;td style="line-height: 1; padding-bottom: 0px; text-align: left;"&gt;&lt;h3 style="color: #262626; font-size: 11px; font-weight: bold; margin-bottom: 0; margin-left: 0; margin-right: 0; margin-top: 0; padding-bottom: 0; padding-left: 0; padding-right: 0; padding-top: 0;"&gt;
&lt;a href="http://www.evernote.com/" style="color: #3697b3; font-weight: bold; text-decoration: none;"&gt;&lt;/a&gt;&lt;/h3&gt;
&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;    &lt;td style="border-bottom-color: #b5b5b5; border-bottom-style: solid; border-bottom-width: 1px; font-size: 11px; line-height: 1.3; padding-bottom: 7px; padding-top: 0px; text-align: left;"&gt;
&lt;span style="border-collapse: separate; color: black; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span style="font-size: 16px;"&gt;Inkpress DuoMatte 80 Inkjet Paper - 5x7/50 sheets&lt;/span&gt;&lt;/span&gt;
&lt;/td&gt;   &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="ennote"&gt;
&lt;div&gt;
&lt;span style="font-size: 16px;"&gt;I have recently reviewed Moab Entrada double sided inkjet paper. I was considering buying some more - until I saw the price. I decided to try another less costly brand for making photobooks. The photobooks I'm making are really just practice books, so I don't need the more expensive Moab paper. I selected&lt;/span&gt; &lt;span style="font-size: 16px;"&gt;&lt;a href="http://www.inkpresspaper.com/"&gt;Inkpress Duomatte 80&lt;/a&gt;&lt;/span&gt; &lt;span style="font-size: 16px;"&gt;paper. The paper is 215gsm and 12 mil thick. It is very white and smooth. It takes the inks from my HP D5460 printer very well. Printed images have good color,contrast, and brightness.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style="font-size: 16px;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="font-size: 16px;"&gt;
&lt;span style="font-size: small;"&gt;One of my concerns was how well this paper would do when printed in heavy color on both sides. When printing in heavy color, the paper does curl a bit. But it seems to flatten as it dries. Printing on the 2nd side in heavy color behaved much the same way, curled when wet, flattened as it dries. When all the prints are made and dry, I bunch them together, lay flat, and put some weight on them. They work fine in my photobooks.&lt;/span&gt;&lt;/div&gt;
&lt;div style="font-size: 16px;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="font-size: 16px;"&gt;
&lt;span style="font-size: small;"&gt;The paper has a wonderful feel and the bright white color is beautiful. I recommend this paper for projects requiring single or double sided prints.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-2906734824591929454?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/2906734824591929454/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/09/inkpress-duomatte-80-inkjet-paper-5x750.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2906734824591929454?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2906734824591929454?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/IJS6LbH8U6o/inkpress-duomatte-80-inkjet-paper-5x750.html" title="Inkpress DuoMatte 80 Inkjet Paper - 5x7/50 sheets" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/09/inkpress-duomatte-80-inkjet-paper-5x750.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEANSHw4eSp7ImA9WhdWF0k.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-251519908734738341</id><published>2011-09-11T05:06:00.000-07:00</published><updated>2011-09-11T05:06:39.231-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-11T05:06:39.231-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="cyanotype" /><category scheme="http://www.blogger.com/atom/ns#" term="paper" /><category scheme="http://www.blogger.com/atom/ns#" term="arts" /><category scheme="http://www.blogger.com/atom/ns#" term="Alternative Photography" /><title>Papers for Cyanotypes</title><content type="html">I have used the following papers with success for cyanotypes using the old and new processes. They are listed in my order of preference.&lt;br /&gt;
&lt;br /&gt;
1) The Langton Prestige - Daler Rowney - Hot Press, 140lb, 300 gsm - very smooth finish. Able to maintain details.&lt;br /&gt;
&lt;br /&gt;
2) XL Series - Canson - Cold Press, 140lb, 300 gsm - very smooth, more sensitive to exposure than #1&lt;br /&gt;
&lt;br /&gt;
3) Montval - Canson  - Cold Press, 140lb, 300 gsm&lt;br /&gt;
&lt;br /&gt;
4) 300 Series - Strathmore&amp;nbsp; - Cold Press, 140lb, 300 gsm - rougher surface, not capable of as much detail&lt;br /&gt;
&lt;br /&gt;
5) Watercolor Cards - Strathmore - - Cold Press, 140lb, 300 gsm - make nice cyanotype cards&lt;br /&gt;
&lt;br /&gt;
Here are the links for &lt;a href="http://www.canson-us.com/"&gt;Canson&lt;/a&gt;, &lt;a href="http://www.daler-rowney.com/"&gt;Daler Rowney&lt;/a&gt;, and&lt;a href="http://www.strathmoreartist.com/product-reader/items/creative-cards.html"&gt; Strathmore&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
The papers are available from AC Moore, Hobby Lobby, Michaels, Dick Blick, Daniel Smith and other stores.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-251519908734738341?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/251519908734738341/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/09/papers-for-cyanotypes.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/251519908734738341?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/251519908734738341?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/JWLGuBBETpg/papers-for-cyanotypes.html" title="Papers for Cyanotypes" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/09/papers-for-cyanotypes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUIFRXwzcSp7ImA9WhdWFE0.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-8744891835970060029</id><published>2011-09-07T07:58:00.001-07:00</published><updated>2011-09-07T07:58:34.289-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-07T07:58:34.289-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Polaroid POGO" /><category scheme="http://www.blogger.com/atom/ns#" term="IO Gear" /><category scheme="http://www.blogger.com/atom/ns#" term="Bluetooth" /><title>IO Gear Bluetooth Adapter - GBU421 R</title><content type="html">&lt;div&gt;&lt;span style="border-collapse: separate; color: black; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="border-collapse: separate; color: black; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;I recently purchased a Polaroid POGO photo printer. It prints 2"x3" photos via a camera or Bluetooth. The Bluetooth on my Android phone didn't work. But I wanted to print from my computer anyway. So I bought the IO Gear Bluetooth Adapter #GBU421 R from&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.newegg.com/"&gt;NewEgg.com&lt;/a&gt;. After loading the driver and installing the device I was able to print to the POGO from my computer. You cannot add the POGO as a printer in Windows 7. However, you can "SEND" the print to Bluetooth which will send the photo to the POGO printer. Pretty cool. I also am able to transfer files from my Android phone back and forth between the computer and phone using the Bluetooth adapter. I have only had the adapter a couple of days but I have had no problem with it so far. It is tiny, so don't drop it.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-8744891835970060029?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/8744891835970060029/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/09/io-gear-bluetooth-adapter-gbu421-r.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8744891835970060029?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8744891835970060029?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/0qdK6e4Ddfc/io-gear-bluetooth-adapter-gbu421-r.html" title="IO Gear Bluetooth Adapter - GBU421 R" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/09/io-gear-bluetooth-adapter-gbu421-r.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0MBRXo8fip7ImA9WhdWEks.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-897187220385089141</id><published>2011-09-05T15:23:00.000-07:00</published><updated>2011-09-05T15:24:14.476-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-05T15:24:14.476-07:00</app:edited><title>Cyanotype of Trees</title><content type="html">&lt;a href="http://3.bp.blogspot.com/-Tr4-VwrDsqg/TmVMDUKOjTI/AAAAAAAABuI/WTg4dNJx3k0/s1600/HWP6Aug2011LS-1.jpg"&gt;&lt;img border="0" alt="" src="http://3.bp.blogspot.com/-Tr4-VwrDsqg/TmVMDUKOjTI/AAAAAAAABuI/WTg4dNJx3k0/s320/HWP6Aug2011LS-1.jpg" /&gt;&lt;/a&gt; 
&lt;br /&gt;
&lt;br /&gt;This cyanotype was toned in ammonia. Then the saturation was adjusted in Picasa.
&lt;br /&gt;&lt;div style='clear:both; text-align:NONE'&gt;&lt;a href='http://picasa.google.com/blogger/' target='ext'&gt;&lt;img src='http://photos1.blogger.com/pbp.gif' alt='Posted by Picasa' style='border: 0px none ; padding: 0px; background: transparent none repeat scroll 0% 50%; -moz-background-clip: initial; -moz-background-origin: initial; -moz-background-inline-policy: initial;' align='middle' border='0' /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-897187220385089141?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/897187220385089141/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/09/cyanotype-of-trees.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/897187220385089141?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/897187220385089141?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/NRQa3p5N_4g/cyanotype-of-trees.html" title="Cyanotype of Trees" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Tr4-VwrDsqg/TmVMDUKOjTI/AAAAAAAABuI/WTg4dNJx3k0/s72-c/HWP6Aug2011LS-1.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/09/cyanotype-of-trees.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEQDSXo-cSp7ImA9WhdXFEQ.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-3285741603344457904</id><published>2011-08-27T17:46:00.001-07:00</published><updated>2011-08-27T17:46:18.459-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-27T17:46:18.459-07:00</app:edited><title>My Review of 6V 2.2AH SLA .187 FASTON</title><content type="html">&lt;div class="hreview"&gt;&lt;div class="item"&gt;&lt;p&gt;&lt;a href="http://www.interstatebatteries.com/cs_estore/Products/RT/PID-SLA0184(Other+Products).aspx"&gt;Originally submitted at Interstate Batteries&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;p style="margin-top:0"&gt;6V 2.2AH SLA .187 FASTON&lt;/p&gt;&lt;/div&gt;&lt;a href="http://www.interstatebatteries.com/cs_estore/Products/RT/PID-SLA0184(Other+Products).aspx" style="display: none;" class="url fn"&gt;&lt;span class="fn"&gt;6V 2.2AH SLA .187 FASTON&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br clear="left"&gt;&lt;p&gt;&lt;strong class="summary"&gt;Hard to find battery&lt;/strong&gt;&lt;/p&gt;&lt;div&gt;By &lt;strong&gt;HWPhoto&lt;/strong&gt; from &lt;strong&gt;Greenville, SC&lt;/strong&gt; on &lt;strong&gt;&lt;abbr title="2011827T1200-0800" class="dtreviewed" style="border: none; text-decoration: none;"&gt;8/27/2011&lt;/abbr&gt;&lt;/strong&gt;&lt;/div&gt;&lt;p&gt;&lt;div style="margin: 0.5em 0; height: 15px; width: 83px; background-image: url(http://images.powerreviews.com/images_merchants/stars/10120_stars_small.gif); background-position: 0px -180px;" class="prStars prStarsSmall"&gt;&amp;nbsp;&lt;/div&gt;&lt;/p&gt;&lt;div style="display: none"&gt;&lt;span class="rating"&gt;5&lt;/span&gt;out of 5&lt;/div&gt;&lt;p&gt;&lt;strong&gt;Pros: &lt;/strong&gt;Good Value, Powerful, Reliable Performance, Charges Quickly&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Best Uses: &lt;/strong&gt;Emergency Equipment&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Describe Yourself: &lt;/strong&gt;Value Oriented&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Primary use: &lt;/strong&gt;Personal&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Was this a gift?: &lt;/strong&gt;No&lt;/p&gt;&lt;p style="margin-top:1em" class="description"&gt;This was a replacement battery for a spotlight. It needed to be exactly the same battery as used. Interstate was the only place in USA I could find it.&lt;/p&gt;&lt;p style="margin-top:0.5em"&gt;(&lt;a href="http://www.powerreviews.com/legal/terms_of_use.html" rel="license"&gt;legalese&lt;/a&gt;)&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-3285741603344457904?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/3285741603344457904/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/08/my-review-of-6v-22ah-sla-187-faston.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/3285741603344457904?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/3285741603344457904?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/ajyu0_duDCM/my-review-of-6v-22ah-sla-187-faston.html" title="My Review of 6V 2.2AH SLA .187 FASTON" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/08/my-review-of-6v-22ah-sla-187-faston.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4CRHoyeip7ImA9WhdQGEs.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-8859643233649217102</id><published>2011-08-20T12:02:00.000-07:00</published><updated>2011-08-20T12:02:45.492-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-20T12:02:45.492-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Tempered glass" /><category scheme="http://www.blogger.com/atom/ns#" term="photgraphy" /><title>Tempered Glass Surface for Alternative Photography</title><content type="html">I have been looking for a piece of tempered glass to use as a flat surface when coating my papers with sensitizers. Today I found the perfect solution at a local shop. I picked up a tempered glass cutting board for about $10 at World Market. It is approximately 12"x16". It had a crinkly texture on top but was smooth as glass on the bottom. It is about 3/16" thick. It also has a nice print and plastic feet attached to the backside. Since I am going to use the smooth side, I had to remove the plastic feet and the glued on photo. I pried the feet off with a knife. I used a single edge razor in a holder to scrape off the glued on photo. Then I glued on the feet to the crinkly side. After it was washed up and dried I have a nice flat surface for using a coating rod to coat my papers. &lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-8859643233649217102?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/8859643233649217102/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/08/tempered-glass-surface-for-alternative.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8859643233649217102?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8859643233649217102?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/J8zhSej1Kus/tempered-glass-surface-for-alternative.html" title="Tempered Glass Surface for Alternative Photography" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/08/tempered-glass-surface-for-alternative.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEIHQX84eyp7ImA9WhdRGU8.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-2695100644449908468</id><published>2011-08-09T14:48:00.000-07:00</published><updated>2011-08-09T14:48:50.133-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-09T14:48:50.133-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="DIY" /><category scheme="http://www.blogger.com/atom/ns#" term="cyanotype" /><title>UV lights for Exposing Cyanotypes</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Wo5iCoV_kak/TkGqKkCELhI/AAAAAAAABm0/L8cPuqnWieI/s1600/DSCN0029.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="300" src="http://3.bp.blogspot.com/-Wo5iCoV_kak/TkGqKkCELhI/AAAAAAAABm0/L8cPuqnWieI/s400/DSCN0029.JPG" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Setup for exposing for cyanotypes&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;Material:&lt;br /&gt;
&lt;br /&gt;
2 UV fluorescent bulbs 15W ea&lt;br /&gt;
2 Lamp sockets with 6" reflectors&lt;br /&gt;
1 thin board or chip board&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-2695100644449908468?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/2695100644449908468/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/08/uv-lights-for-exposing-cyanotypes.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2695100644449908468?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2695100644449908468?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/i8WAZTwRxBQ/uv-lights-for-exposing-cyanotypes.html" title="UV lights for Exposing Cyanotypes" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Wo5iCoV_kak/TkGqKkCELhI/AAAAAAAABm0/L8cPuqnWieI/s72-c/DSCN0029.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/08/uv-lights-for-exposing-cyanotypes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUYFQXw-fCp7ImA9WhdRFks.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-4337209950286111454</id><published>2011-08-06T14:45:00.000-07:00</published><updated>2011-08-06T14:45:10.254-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-06T14:45:10.254-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="cyanotype" /><title>Cyanotype Image</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-TdoQGKx-GP8/Tj20-LZ4b0I/AAAAAAAABmU/kkhDzTCpmSU/s1600/004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-TdoQGKx-GP8/Tj20-LZ4b0I/AAAAAAAABmU/kkhDzTCpmSU/s400/004.jpg" width="290" /&gt;&lt;/a&gt;&lt;/div&gt;Fig Leaf&lt;br /&gt;
&lt;br /&gt;
Paper: The Langton Prestige by Daler Rowney&lt;br /&gt;
Watercolor Paper&lt;br /&gt;
140lb, 300gsm&lt;br /&gt;
&lt;br /&gt;
MAde with new canotype process by Mike Ware, bleached with ammonia&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-4337209950286111454?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/4337209950286111454/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/08/cyanotype-image.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/4337209950286111454?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/4337209950286111454?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/Eb2rTVXiNZI/cyanotype-image.html" title="Cyanotype Image" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-TdoQGKx-GP8/Tj20-LZ4b0I/AAAAAAAABmU/kkhDzTCpmSU/s72-c/004.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/08/cyanotype-image.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUMFQXoyeCp7ImA9WhdRFUk.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-2799989616419356587</id><published>2011-08-05T04:23:00.000-07:00</published><updated>2011-08-05T04:23:30.490-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-05T04:23:30.490-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="uv light source" /><category scheme="http://www.blogger.com/atom/ns#" term="cyanotype" /><title>Another way to expose cyanotypes</title><content type="html">I have been making cyanotypes for about 2 months now. I started with the sunprint kits from&lt;a href="http://lawrencehallofscience.stores.yahoo.net/sunprintkits.html"&gt; The Lawrence Hall of Science&lt;/a&gt; store. These are nice kits for starting. The paper is extremely lightweight and if you like the process you will want to be able to print on heavier paper. As part of this desire, I also wanted to make a way to expose without relying on the sun. This would give the opportunity to have more control on exposure - from an intensity and time standpoint.&lt;br /&gt;
&lt;br /&gt;
I searched the web for ideas, and there are a few choices. Here's a youtube &lt;a href="http://www.youtube.com/watch?v=lgPy6qCa_xs"&gt;video&lt;/a&gt; for a rather large uv light table. I also saw examples using 18" blacklight florecent tubes. You can build one with anywhere from 2 to 8 tubes depending on what size you need. They can also be purchased for great sums of money from &lt;a href="http://www.freestylephoto.biz/c110-Alternative-Process-UV-Lightsources"&gt;Freestyle Photographic Supplies.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
I decided to start out small. I bought 2 15w blacklight bulbs and 2 6" clamp on reflectors from Home Depot. I clamp the lights to a boom on a microphone stand and position the lights about 5" from my sensitized paper and negative. I plug the lights into a power strip with a switch.&lt;br /&gt;
&lt;br /&gt;
I have exposed images up to 6" x 6" with this method. I believe the 2 lamps would work with up to 8" x 10". Anyway, the total cost for the lamps and reflectors was about $25. A cheap way to get started.&lt;br /&gt;
&lt;br /&gt;
My next step is to get the sensitizing chemicals and sensitize some decent paper. More on that later.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-2799989616419356587?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/2799989616419356587/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/08/another-way-to-expose-cyanotypes.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2799989616419356587?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/2799989616419356587?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/nwx1sNdBPDg/another-way-to-expose-cyanotypes.html" title="Another way to expose cyanotypes" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/08/another-way-to-expose-cyanotypes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk8BSXY8cCp7ImA9WhdREEo.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-8103403536898312914</id><published>2011-07-30T18:14:00.000-07:00</published><updated>2011-07-30T18:14:18.878-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-30T18:14:18.878-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Legion Field" /><category scheme="http://www.blogger.com/atom/ns#" term="Moab" /><category scheme="http://www.blogger.com/atom/ns#" term="photo paper" /><title>Moab entrada rag natural 190</title><content type="html">&lt;b&gt;Moab&lt;/b&gt; &lt;i&gt;entrada&lt;/i&gt; rag natural 190 is a 100% cotton rag paper 190 gsm weight. I recently purchased and used some of this paper in a 5"x7" double sided weight. I made a 15 page book of some of my sepia prints. I print with a HP D5460&amp;nbsp; Photosmart print. I had to manually switch the paper to print on both sides. The paper stood up well to the handling by me and the printer. The images are perfect. The paper has a nice feel. I didn't have any problems with paper feeding with my printer. This paper sells for over $12 for 25 sheets but for this project, I wanted a good paper. I am really pleased with the results.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-8103403536898312914?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/8103403536898312914/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/07/moab-entrada-rag-natural-190.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8103403536898312914?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8103403536898312914?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/judoT6p6U-s/moab-entrada-rag-natural-190.html" title="Moab entrada rag natural 190" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/07/moab-entrada-rag-natural-190.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkQMQXw8cCp7ImA9WhZbFU8.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-5308640295790669247</id><published>2011-06-19T15:59:00.000-07:00</published><updated>2011-06-19T15:59:40.278-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-19T15:59:40.278-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="tag" /><category scheme="http://www.blogger.com/atom/ns#" term="lightroom" /><title>Square Tag</title><content type="html">If you use a photo database like Lightroom or Aperture, here's a quick tip. For square format photos, tag with "square". This will come in handy when you are searching for a square photo for a frame or card.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-5308640295790669247?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/5308640295790669247/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/06/square-tag.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/5308640295790669247?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/5308640295790669247?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/PEt3G91lHyw/square-tag.html" title="Square Tag" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/06/square-tag.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4ARXkzfyp7ImA9WhZUGUw.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-8475234394733472688</id><published>2011-06-12T15:15:00.000-07:00</published><updated>2011-06-12T15:15:44.787-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-12T15:15:44.787-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="finish" /><title>Add Mod Podge Brush Stroke to Photo for Texture</title><content type="html">I am always looking for ways to create something different with my photos. I tried &lt;a href="http://www.plaidonline.com/mod-podge/brand/detail.htm"&gt;Mod Podge&lt;/a&gt; Brush Stroke today and I like the results. This product is a thick emulsion which dries clear. It adds texture to your photo. The medium is applied with a brush. Simply brush on thick. Alternate the brush strokes, even pretend you are painting the image. It goes on white but will dry crystal clear. I like the texture on a photo. It gives the photo some added depth. The Mod Podge Brush Stroke sealer comes in glossy and matte. It also adds a layer of protection to the photo.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-8475234394733472688?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/8475234394733472688/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/06/add-mod-podge-brush-stroke-to-photo-for.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8475234394733472688?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/8475234394733472688?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/ozgaWdbvKJw/add-mod-podge-brush-stroke-to-photo-for.html" title="Add Mod Podge Brush Stroke to Photo for Texture" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/06/add-mod-podge-brush-stroke-to-photo-for.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUAMQ345eCp7ImA9WhZXEk0.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-537771832276922095</id><published>2011-04-30T16:56:00.000-07:00</published><updated>2011-04-30T16:56:22.020-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-04-30T16:56:22.020-07:00</app:edited><title>Thor and Blue Monster</title><content type="html">&lt;a href="http://1.bp.blogspot.com/-Vo2h5fYQiBQ/TbyhpRGdUiI/AAAAAAAABcg/tUfkZ-k9zqw/s1600/HWP30Apr2011GN-21.jpg"&gt;&lt;img border="0" alt="" src="http://1.bp.blogspot.com/-Vo2h5fYQiBQ/TbyhpRGdUiI/AAAAAAAABcg/tUfkZ-k9zqw/s320/HWP30Apr2011GN-21.jpg" /&gt;&lt;/a&gt;&lt;div style='clear:both; text-align:NONE'&gt;&lt;a href='http://picasa.google.com/blogger/' target='ext'&gt;&lt;img src='http://photos1.blogger.com/pbp.gif' alt='Posted by Picasa' style='border: 0px none ; padding: 0px; background: transparent none repeat scroll 0% 50%; -moz-background-clip: initial; -moz-background-origin: initial; -moz-background-inline-policy: initial;' align='middle' border='0' /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-537771832276922095?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/537771832276922095/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/04/thor-and-blue-monster.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/537771832276922095?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/537771832276922095?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/Gk6fk4Vetws/thor-and-blue-monster.html" title="Thor and Blue Monster" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-Vo2h5fYQiBQ/TbyhpRGdUiI/AAAAAAAABcg/tUfkZ-k9zqw/s72-c/HWP30Apr2011GN-21.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/04/thor-and-blue-monster.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUAHQXw-eSp7ImA9Wx9aGU4.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-7912475463777346712</id><published>2011-03-12T04:42:00.001-08:00</published><updated>2011-03-12T04:42:10.251-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-12T04:42:10.251-08:00</app:edited><title>My Review of Wesco Superlite Folding Cart, Capacity of 175 Pounds</title><content type="html">&lt;div class="hreview"&gt;&lt;div class="item"&gt;&lt;p&gt;&lt;a href="http://www.adorama.com/ZZWSP.html"&gt;Originally submitted at Adorama&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;img src="http://images.powerreviews.com/images_products/09/82/192037_100.jpg" class="photo" align="left" style="margin: 0 0.5em 0 0"&gt;&lt;p style="margin-top:0"&gt;Wesco Superlite Folding Cart, Capacity of 175 Pounds&lt;/p&gt;&lt;/div&gt;&lt;a href="http://www.adorama.com/ZZWSP.html" style="display: none;" class="url fn"&gt;&lt;span class="fn"&gt;Wesco Superlite Folding Cart, Capacity of 175 Pounds&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br clear="left"&gt;&lt;p&gt;&lt;strong class="summary"&gt;Excellent Folding cart for photographers&lt;/strong&gt;&lt;/p&gt;&lt;div&gt;By &lt;strong&gt;HWP&lt;/strong&gt; from &lt;strong&gt;Greer, SC&lt;/strong&gt; on &lt;strong&gt;&lt;abbr title="2011312T1200-0800" class="dtreviewed" style="border: none; text-decoration: none;"&gt;3/12/2011&lt;/abbr&gt;&lt;/strong&gt;&lt;/div&gt;&lt;p&gt;&lt;div style="margin: 0.5em 0; height: 15px; width: 83px; background-image: url(http://images.powerreviews.com/images/stars_small.gif); background-position: 0px -180px;" class="prStars prStarsSmall"&gt;&amp;nbsp;&lt;/div&gt;&lt;/p&gt;&lt;div style="display: none"&gt;&lt;span class="rating"&gt;5&lt;/span&gt;out of 5&lt;/div&gt;&lt;p&gt;&lt;strong&gt;Pros: &lt;/strong&gt;Supports Heavy Weights, Carrying Capacity, Strong, Easy to Use, Easy Assembly&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Best Uses: &lt;/strong&gt;Carrying photography equi, Carrying Other Equipment&lt;/p&gt;&lt;p style="margin-top:1em" class="description"&gt;I use this cart to carry my photography equipment around on trips and photo shoots. I store my equipment in hardshell boxes and soft cases. This cart works very well. Wheels are large for easy rolling and stability.&lt;/p&gt;&lt;p style="margin-top:0.5em"&gt;(&lt;a href="http://www.powerreviews.com/legal/terms_of_use.html" rel="license"&gt;legalese&lt;/a&gt;)&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-7912475463777346712?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/7912475463777346712/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/03/my-review-of-wesco-superlite-folding.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/7912475463777346712?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/7912475463777346712?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/eFJuSP614g8/my-review-of-wesco-superlite-folding.html" title="My Review of Wesco Superlite Folding Cart, Capacity of 175 Pounds" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/03/my-review-of-wesco-superlite-folding.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUQNSH07fip7ImA9Wx9aGU4.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-7922402849508282444</id><published>2011-03-12T04:36:00.001-08:00</published><updated>2011-03-12T04:36:39.306-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-12T04:36:39.306-08:00</app:edited><title>My Review of Olympus Zuiko 9mm - 18mm f/4.0-5.6 E-ED Digital Zoom Lens for the E Digital SLR System.</title><content type="html">&lt;div class="hreview"&gt;&lt;div class="item"&gt;&lt;p&gt;&lt;a href="http://www.adorama.com/IOM918.html"&gt;Originally submitted at Adorama&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;p style="margin-top:0"&gt;Olympus Zuiko 9mm - 18mm f/4.0-5.6 E-ED Digital Zoom Lens for the E Digital SLR System.&lt;/p&gt;&lt;/div&gt;&lt;a href="http://www.adorama.com/IOM918.html" style="display: none;" class="url fn"&gt;&lt;span class="fn"&gt;Olympus Zuiko 9mm - 18mm f/4.0-5.6 E-ED Digital Zoom Lens for the E Digital SLR System.&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br clear="left"&gt;&lt;p&gt;&lt;strong class="summary"&gt;Excellent Wide Angle LEns&lt;/strong&gt;&lt;/p&gt;&lt;div&gt;By &lt;strong&gt;HWP&lt;/strong&gt; from &lt;strong&gt;Greer, SC&lt;/strong&gt; on &lt;strong&gt;&lt;abbr title="2011312T1200-0800" class="dtreviewed" style="border: none; text-decoration: none;"&gt;3/12/2011&lt;/abbr&gt;&lt;/strong&gt;&lt;/div&gt;&lt;p&gt;&lt;div style="margin: 0.5em 0; height: 15px; width: 83px; background-image: url(http://images.powerreviews.com/images/stars_small.gif); background-position: 0px -144px;" class="prStars prStarsSmall"&gt;&amp;nbsp;&lt;/div&gt;&lt;/p&gt;&lt;div style="display: none"&gt;&lt;span class="rating"&gt;4&lt;/span&gt;out of 5&lt;/div&gt;&lt;p&gt;&lt;strong&gt;Pros: &lt;/strong&gt;Fast / accurate auto-focus, Lightweight&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Best Uses: &lt;/strong&gt;Landscape/Scenery, Indoors/Low Light&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Describe Yourself: &lt;/strong&gt;Photo Enthusiast&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Was this a gift?: &lt;/strong&gt;No&lt;/p&gt;&lt;p style="margin-top:1em" class="description"&gt;When you need a wide angle lens for your Olympus E system cameras, this lens is an excellent choice. For price and features it is a great lens.&lt;/p&gt;&lt;p style="margin-top:0.5em"&gt;(&lt;a href="http://www.powerreviews.com/legal/terms_of_use.html" rel="license"&gt;legalese&lt;/a&gt;)&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-7922402849508282444?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/7922402849508282444/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/03/my-review-of-olympus-zuiko-9mm-18mm-f40.html#comment-form" title="1 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/7922402849508282444?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/7922402849508282444?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/EMcXjqznCos/my-review-of-olympus-zuiko-9mm-18mm-f40.html" title="My Review of Olympus Zuiko 9mm - 18mm f/4.0-5.6 E-ED Digital Zoom Lens for the E Digital SLR System." /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>1</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/03/my-review-of-olympus-zuiko-9mm-18mm-f40.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUMFR30-eyp7ImA9Wx9aFE8.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-3606769195420080009</id><published>2011-03-06T06:56:00.000-08:00</published><updated>2011-03-06T06:56:56.353-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-03-06T06:56:56.353-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="macro" /><category scheme="http://www.blogger.com/atom/ns#" term="flowers" /><title>Tip for Cleaning Flowers for Macro Photography</title><content type="html">I have often used a soft brush to remove bits of dust and dirt from flowers prior to making closeup photos. Another good tool for this is canned air. I like the #M brand, called &lt;a href="http://www.3m.com/us/office/advisory/3Mdustremover.html"&gt;3M Dust remover&lt;/a&gt; because it has a trigger mechanism which controls the force of the air. This way, you do not damage the flower when removing dust and dirt.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-3606769195420080009?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/3606769195420080009/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/03/tip-for-cleaning-flowers-for-macro.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/3606769195420080009?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/3606769195420080009?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/J_-5s4Wgg3g/tip-for-cleaning-flowers-for-macro.html" title="Tip for Cleaning Flowers for Macro Photography" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/03/tip-for-cleaning-flowers-for-macro.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0IGQH8zeyp7ImA9Wx9bFkk.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-510328136508757712</id><published>2011-02-25T07:58:00.001-08:00</published><updated>2011-02-25T07:58:41.183-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-02-25T07:58:41.183-08:00</app:edited><title>Olympus E-PL2</title><content type="html">&lt;div style="color: white;"&gt;&lt;span id="internal-source-marker_0.9186916052991378" style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;I  recently received a an Oly E-PL2 camera. This is one of Oly’s PEN  series camera, featuring a mirrorless body and micro-four thirds lenses.  The camera does not come with a view finder. The 3 inch screen is used  to compose the photo. My camera came with the 14-42mm zoom lens. I got  the red colored body. &lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;This  is a beautiful camera. It is compact and fits my hand. The 14-42mm lens  will contract and lock to a small size. When using the lens, it unlocks  and extends. I also purchase a micro-four thirds to four thirds adapter  to be able to use the camera with my other lenses. More about that  later.&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;The  biggest challenge for me is to learn how to take photo’s using the  screen for composition and focus. Previous point and shoot cameras which  I owned still had a view finder (Fuji S3000 and S5000). The biggest  issue so far using the screen is the inability to see the screen in  sunlight. I don’t mean direct sunlight, I mean sunlight. And forget the  sunglasses. Oly does offer an evf for the camera for around $250. &lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;To  make up for my deficiencies, I set the camera to ISO 500 to be sure I  have a fast shutter speed. This doesn't help verify the focus, but  hopefully the autofocus will do it’s job. And it does reasonably well  with the kit lens. &lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;As  I said earlier, I bought the adapter for micro-four thirds to four  thirds lenses. The four thirds lens I have tried is the 70-300mm  f3.5-f5.6 lens. This lens will sometimes focus but it is incredibly  slow. I use the S-AF-M mode with this lens. Sometimes I think manual  focusing would be faster.&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;The  camera feels solid. The kit lens less so. Very lightweight and has a  plastic feel. The lens adapter is also very lightweight and seems to be  made of plastic. They both function very well. &lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;I like this camera. The size is perfect. It will take some effort for me to get used to using it. &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-510328136508757712?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/510328136508757712/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/02/olympus-e-pl2.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/510328136508757712?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/510328136508757712?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/VkOFelBFXZE/olympus-e-pl2.html" title="Olympus E-PL2" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/02/olympus-e-pl2.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkcASHY4fip7ImA9Wx9UGEw.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-5555492696223164666</id><published>2011-02-15T14:46:00.000-08:00</published><updated>2011-02-15T14:47:29.836-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-02-15T14:47:29.836-08:00</app:edited><title>Asphalt Plant</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-5qtNh6BZYjw/TVsB5_3JSiI/AAAAAAAABMY/ijnBhMYhRQ8/s1600/P2155828.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-5qtNh6BZYjw/TVsB5_3JSiI/AAAAAAAABMY/ijnBhMYhRQ8/s400/P2155828.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Asphalt plant located in Simpsonville, SC.&lt;div class="blogger-post-footer"&gt;Think About Photography - Always and Everywhere&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6671028486973045202-5555492696223164666?l=thinkaboutphotography.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel="replies" type="application/atom+xml" href="http://thinkaboutphotography.blogspot.com/feeds/5555492696223164666/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://thinkaboutphotography.blogspot.com/2011/02/asphalt-plant.html#comment-form" title="1 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/5555492696223164666?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6671028486973045202/posts/default/5555492696223164666?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ThinkAboutPhotography/~3/C-Tb2X0P4eI/asphalt-plant.html" title="Asphalt Plant" /><author><name>HWP</name><uri>http://www.blogger.com/profile/00522055006724218864</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-5qtNh6BZYjw/TVsB5_3JSiI/AAAAAAAABMY/ijnBhMYhRQ8/s72-c/P2155828.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://thinkaboutphotography.blogspot.com/2011/02/asphalt-plant.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEMGRXc_cSp7ImA9Wx9UEE0.&quot;"><id>tag:blogger.com,1999:blog-6671028486973045202.post-5531917865624322880</id><published>2011-02-06T07:31:00.000-08:00</published><updated>2011-02-06T07:33:44.949-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-02-06T07:33:44.949-08:00</app:edited><title>Late afternoon Sun</title><content type="html">&lt;a href="http://2.bp.blogspot.com/_eSSOMUHPCYU/TU6_WMb16dI/AAAAAAAABLU/gCA1yENuhwU/s1600/HWP30Jan2011LS-23.jpg"&gt;&lt;img border="0" alt="" src="http://2.bp.blogspot.com/_eSSOMUHPCYU/TU6_WMb16dI/AAAAAAAABLU/gCA1yENuhwU/s320/HWP30Jan2011LS-23.jpg" /&gt;&lt;/a&gt;&lt;div style='clear:both; 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