<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3559189751783638546</id><updated>2012-02-21T04:18:03.982-08:00</updated><category term='journals'/><category term='turkish calligrapher'/><category term='Metal Leaf'/><category term='daylilies'/><category term='Funky letters'/><category term='walnut ink and Sumi'/><category term='scribbling'/><category term='Thomas Inqmire'/><category term='Joke Boudens'/><category term='Emerson'/><category term='Letterpress'/><category term='garden'/><category term='linoleum printing'/><category term='Graceful Envelope Contest'/><category term='speedball inks'/><category term='linoleum prints'/><category term='alkyds'/><category term='Thomas Ingmire'/><category term='stash'/><category term='letterforms'/><category term='sumi'/><category term='negative space'/><category term='Sheila Waters'/><category term='Organic Alphabets'/><category term='classes'/><category term='oil paint marbling'/><category term='Art Institute'/><category term='Mary Oliver poems'/><category term='landscaptes'/><category term='Colorways'/><category term='nursery room'/><category term='Brazilian artists'/><category term='bookbinder'/><category term='plumella fruit print'/><category term='Karl Blossfeldt'/><category term='apples'/><category term='design elements'/><category term='dragonfly envelop'/><category term='paste paper'/><category term='Charles Pearce'/><category term='brush roll'/><category term='ruling pens'/><category term='Sandy Gallery'/><category term='alkyds paints'/><category term='notebooks'/><category term='Teesha Moore'/><category term='workshop journal'/><category term='graphite'/><category term='watercolor letters'/><category term='pochoir'/><category term='Greeting Cards'/><category term='water resist'/><category term='Sharon Zuegin'/><category term='monoprint'/><category term='lettering'/><category term='white space'/><category term='honorable mention'/><category term='workdesk'/><category term='Capitals'/><category term='welk shell'/><category term='pop-up books'/><category term='Alessandro Segalini'/><category term='split fountain'/><category term='oil paint sticks'/><category term='Denis Brown workshop'/><category term='journal pages'/><category term='Pam Sussman'/><category term='marbled papers'/><category term='Keith Smith'/><category term='flowers'/><category term='abstract shapes'/><category term='color studies'/><category term='studio'/><category term='studio floor'/><category term='Harvest Crittenden'/><category term='dragonfly'/><category term='Book Arts Coterie'/><category term='colored pencils'/><category term='finished paintings'/><category term='experimentation'/><category term='single signature binding'/><category term='Denise Lach'/><category term='bamboo tools'/><category term='Wallpaper'/><category term='capital expressions'/><category term='journaling'/><category term='embossing'/><category term='Strings'/><category term='Letterpress Studio'/><category term='Soulcatcher Studio'/><category term='Annie Cicale'/><category term='bird watching'/><category term='bone folder'/><category term='Rosie Kelly'/><category term='ruling pen'/><category term='silkscreen'/><category term='watercolor'/><category term='Roman Letters'/><category term='textures'/><category term='yves leterme'/><category term='Ireland Trip'/><category term='Letter Arts Review'/><category term='flip book'/><category term='canvas'/><category term='lake views'/><category term='urban sketchers'/><category term='bleach'/><category term='rainwater texture'/><category term='snowstorm'/><category term='Non-traditional marbling'/><category term='Play day'/><category term='calligrapher'/><category term='figure drawing'/><category term='walnut ink'/><category term='palettes'/><category term='Versals'/><category term='criss-cross binding'/><category term='photoshop'/><category term='Thomas Ingmire technique'/><category term='casual foundational lettering'/><category term='Michael Jacobs'/><category term='happy accidents'/><category term='brush Romans'/><category term='Easter tulips'/><category term='Kevin Steele'/><category term='design in nature'/><category term='gesso'/><category term='polymer clay'/><category term='layering'/><category term='words'/><category term='Sas Colby'/><category term='Rose Folsom'/><category term='Collage'/><category term='plant studies'/><category term='dyed Tyvek covers'/><category term='paper stencil'/><category term='sentences'/><title type='text'>Leaf &amp; Letter</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>50</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-9165779860180243979</id><published>2011-08-31T09:49:00.000-07:00</published><updated>2011-09-01T06:24:31.727-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='urban sketchers'/><category scheme='http://www.blogger.com/atom/ns#' term='journals'/><category scheme='http://www.blogger.com/atom/ns#' term='figure drawing'/><category scheme='http://www.blogger.com/atom/ns#' term='studio floor'/><category scheme='http://www.blogger.com/atom/ns#' term='Collage'/><title type='text'>O where O where did the summer go?</title><content type='html'>I began the summer with a list of things I wanted to do. Practicing letterforms was on the list, playing with backgrounds and materials and getting some broadsides together from the things I learned in the Leterme workshop. Not to be, I just couldn't get inspired.&lt;br /&gt;&lt;br /&gt;I did seal the concrete floor on my studio which was NOT on my list. Here you see everything piled up on one side of the room and half the floor painted. I had to do it in three moves. The room is bright and doesn't "shed" dust anymore. However the beige is not that practical.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-6558SueWeQo/Tl5ngpbUbOI/AAAAAAAAAcU/B8HUrWkL3bU/s1600/P7120468.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-6558SueWeQo/Tl5ngpbUbOI/AAAAAAAAAcU/B8HUrWkL3bU/s320/P7120468.JPG" alt="" id="BLOGGER_PHOTO_ID_5647064793343093986" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;I did start to fill in a small "journal" that was lying around still empty. I couldn't get myself energized to do anything that took thinking  so I filled this little book with collages, usually in the morning when I was in the studio. This is the first inside sheet.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-SOTMBDOXoRE/Tl5ps477abI/AAAAAAAAAcc/9RvSMtenvOw/s1600/P8120522.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://3.bp.blogspot.com/-SOTMBDOXoRE/Tl5ps477abI/AAAAAAAAAcc/9RvSMtenvOw/s320/P8120522.JPG" alt="" id="BLOGGER_PHOTO_ID_5647067202688084402" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here is a small watercolor.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-7NmTxDjuMHc/Tl5p5Hi5HGI/AAAAAAAAAck/96BEdiP0CMk/s1600/P8120523.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://2.bp.blogspot.com/-7NmTxDjuMHc/Tl5p5Hi5HGI/AAAAAAAAAck/96BEdiP0CMk/s320/P8120523.JPG" alt="" id="BLOGGER_PHOTO_ID_5647067412768037986" border="0" /&gt;&lt;/a&gt;I ripped shapes from magazine ads and my lettering practice sheets for some of these.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-FMKFactxWgw/Tl5qJaucG8I/AAAAAAAAAcs/Bd9_MhmOD14/s1600/P7300480.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-FMKFactxWgw/Tl5qJaucG8I/AAAAAAAAAcs/Bd9_MhmOD14/s320/P7300480.JPG" alt="" id="BLOGGER_PHOTO_ID_5647067692794649538" border="0" /&gt;&lt;/a&gt;I love the way gesso covers up flaws.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-8aeObn0J7d8/Tl5qdX0izjI/AAAAAAAAAc0/Fn-2L_-ZqfE/s1600/P7300477.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-8aeObn0J7d8/Tl5qdX0izjI/AAAAAAAAAc0/Fn-2L_-ZqfE/s320/P7300477.JPG" alt="" id="BLOGGER_PHOTO_ID_5647068035612331570" border="0" /&gt;&lt;/a&gt;and more lettering scraps.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-2DD3n2Ch3cE/Tl5q0Yib2FI/AAAAAAAAAdE/Vyo_P8YHxQg/s1600/P7300482.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-2DD3n2Ch3cE/Tl5q0Yib2FI/AAAAAAAAAdE/Vyo_P8YHxQg/s320/P7300482.JPG" alt="" id="BLOGGER_PHOTO_ID_5647068430941804626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;These are actually no stress and playful. I think this is good way to hone your design skills and because they are small (6.5 x5.25) you have to keep things simple.&lt;br /&gt;&lt;br /&gt;The CCC had a traveling show of 20 artists books  that went to the Palatine, Skokie and Oak Lawn Libraries this summer. Each time we took the exhibits down people commented on how interesting, unique, stunning and unusual the books were.&lt;br /&gt;&lt;br /&gt;Right now I am working on monoprints for a CCC tiny workshop in September. I am working out techniques that will work for calligraphic backgrounds. I will post these and maybe some work from the class later.&lt;br /&gt;&lt;br /&gt;AND LASTLY,&lt;br /&gt;I am hooked, besotted and just plain obsessed with the &lt;a href="http://www.urbansketchers.org/"&gt;Urban  Sketchers&lt;/a&gt; blog site. I had just finished a figure drawing class in May when I came across this site. I think my fingers were still itching drawing class.&lt;br /&gt;&lt;br /&gt;Brush,&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-iSFy7_GaCYQ/Tl5zNJdcmiI/AAAAAAAAAdM/Qm9LD2u1N3o/s1600/P8310556.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-iSFy7_GaCYQ/Tl5zNJdcmiI/AAAAAAAAAdM/Qm9LD2u1N3o/s320/P8310556.JPG" alt="" id="BLOGGER_PHOTO_ID_5647077652484102690" border="0" /&gt;&lt;/a&gt;and fine line markers,&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-VlVTaegUvk4/Tl5zXVsyAhI/AAAAAAAAAdU/yCz2UOxU04c/s1600/P8310559.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-VlVTaegUvk4/Tl5zXVsyAhI/AAAAAAAAAdU/yCz2UOxU04c/s320/P8310559.JPG" alt="" id="BLOGGER_PHOTO_ID_5647077827568337426" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-o4ItY9CwWDg/Tl5zffvtYeI/AAAAAAAAAdc/mUvIlOXK1_c/s1600/P8310558.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-o4ItY9CwWDg/Tl5zffvtYeI/AAAAAAAAAdc/mUvIlOXK1_c/s320/P8310558.JPG" alt="" id="BLOGGER_PHOTO_ID_5647077967703925218" border="0" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-tomo-NgloFE/Tl5zo0ab_KI/AAAAAAAAAdk/23lomN7RfAU/s1600/P8310557.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-tomo-NgloFE/Tl5zo0ab_KI/AAAAAAAAAdk/23lomN7RfAU/s320/P8310557.JPG" alt="" id="BLOGGER_PHOTO_ID_5647078127870672034" border="0" /&gt;&lt;/a&gt;I am starting a printmaking class this week and we are starting with serigraphs. I just finished stretching my screen and am getting excited about adding words and letters. Keep you posted.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-9165779860180243979?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/9165779860180243979/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/08/o-where-o-where-did-summer-go.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/9165779860180243979'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/9165779860180243979'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/08/o-where-o-where-did-summer-go.html' title='O where O where did the summer go?'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-6558SueWeQo/Tl5ngpbUbOI/AAAAAAAAAcU/B8HUrWkL3bU/s72-c/P7120468.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-8701431117369632237</id><published>2011-06-07T07:20:00.000-07:00</published><updated>2011-06-07T07:46:16.325-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='photoshop'/><category scheme='http://www.blogger.com/atom/ns#' term='Harvest Crittenden'/><category scheme='http://www.blogger.com/atom/ns#' term='classes'/><title type='text'>Photoshop for Calligraphers</title><content type='html'>I have just begun the online classes for Photoshop for Calligraphers given by &lt;a href="http://www.acornarts.org/"&gt;Harvest Crittenden&lt;/a&gt;. I wanted to learn Photoshop and even having been proficient in Microsoft software and architectural and structural engineering software systems, I just could not get myself started on Photoshop.&lt;br /&gt;&lt;br /&gt;I even loaded the Photoshop Essentials on my laptop but would only play for a day and leave it. I saw Harvest's class description online and decided to jump in. There are three classes per week for a month and so far I really like them. The instruction is by video and Harvest explains each step, the why and wherefore of what she is doing.&lt;br /&gt;&lt;br /&gt;There is much I am familiar with from other programs so it is going well and I really like that I don't have to think up projects to learn the software. Harvest provides files to work on.   But I am happy that finally I am on my way. I can't wait to try my own stuff.&lt;br /&gt;&lt;br /&gt;Here is one of my files where I learned about moving the graphics into different layers  so they can be worked on individually. Each phrase is on its own layer and separated from its master file.   So cool......&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-8701431117369632237?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/8701431117369632237/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/06/photoshop-for-calligraphers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/8701431117369632237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/8701431117369632237'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/06/photoshop-for-calligraphers.html' title='Photoshop for Calligraphers'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-1515653819061851004</id><published>2011-05-29T06:46:00.000-07:00</published><updated>2011-05-29T07:34:46.565-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='rainwater texture'/><category scheme='http://www.blogger.com/atom/ns#' term='water resist'/><category scheme='http://www.blogger.com/atom/ns#' term='speedball inks'/><category scheme='http://www.blogger.com/atom/ns#' term='monoprint'/><category scheme='http://www.blogger.com/atom/ns#' term='brush Romans'/><title type='text'>Monoprints and Romans</title><content type='html'>I have just finished a  three month workshop with Charles Pearce on Roman brush lettering. It is funny when you begin because you think that you will never use them because it seems so hard and that you will never get proficient in them. But through all the practice they start to grow on you and you actually enjoy making the letters and manipulating the brush.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;I had been researching monoprints for a miniworkshop that I will be teaching for the CCC in the fall.  I came across a lettering artist/bookmaker using these incredible monoprint backgrounds. The artist's name is Anna Mavromatis. Her blog link is &lt;a target="_blank" href="http://booklike.blogspot.com/"&gt;&lt;span class="yshortcuts" id="lw_1306566362_7"&gt;http://booklike.blogspot.com&lt;/span&gt;&lt;/a&gt;. So I had to play.&lt;br /&gt;&lt;a target="_blank" href="http://booklike.blogspot.com/"&gt;&lt;span class="yshortcuts" id="lw_1306566362_7"&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;I have been expirmenting with Speedball water based ink for ease of use when I give the  workshop. I am more familiar with oil based inks for their intensity and longer open time but this is one of the backgrounds that I came up with using the Speedball inks. This is done on &lt;span style="font-style: italic;"&gt;best shuen paper&lt;/span&gt; from Oriental Art Supply. It is not very strong so I will be trying out mulberry next for its strength.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-rNdtfQ8BsBw/TeJPg8iQh8I/AAAAAAAAAbY/aCbqqp4o51I/s1600/P5270430.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-rNdtfQ8BsBw/TeJPg8iQh8I/AAAAAAAAAbY/aCbqqp4o51I/s320/P5270430.JPG" alt="" id="BLOGGER_PHOTO_ID_5612135513081284546" border="0" /&gt;&lt;/a&gt;I added the brush Romans using white gouache. The backgrounds were done on an 8.5x11 piece of plexiglass. I first rolled on black ink with a brayer and textured into the ink. I drew into the ink with water and then rolled the brayer on top of the water. I dissolves the inks and acts like a resist. Then I laid the paper over the wet ink and rubbed with a soft cloth.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-juEy5QZSI5Y/TeJPybP3XBI/AAAAAAAAAbw/k3v6gQkmN1E/s1600/P5270433.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-juEy5QZSI5Y/TeJPybP3XBI/AAAAAAAAAbw/k3v6gQkmN1E/s320/P5270433.JPG" alt="" id="BLOGGER_PHOTO_ID_5612135813383412754" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-J9k4L2OZzGY/TeJPtGVcSsI/AAAAAAAAAbo/bRB-Ak2Pq5I/s1600/P5270432.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-J9k4L2OZzGY/TeJPtGVcSsI/AAAAAAAAAbo/bRB-Ak2Pq5I/s320/P5270432.JPG" alt="" id="BLOGGER_PHOTO_ID_5612135721870314178" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-eSe-xiS0L5I/TeJPndPHEfI/AAAAAAAAAbg/r8O-hZfzQhs/s1600/P5270431.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-eSe-xiS0L5I/TeJPndPHEfI/AAAAAAAAAbg/r8O-hZfzQhs/s320/P5270431.JPG" alt="" id="BLOGGER_PHOTO_ID_5612135624938557938" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The next prints were made by painting on the plexi and placing a dampened piece of text wove on the ink and burnishing it with a soft cloth. We won't be using a printing press so I am testing out different techniques to transfer the ink to the paper.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-TPpQdqPuRPI/TeJVZUPC4tI/AAAAAAAAAcI/G3JbHzCZXoE/s1600/P5190429.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-TPpQdqPuRPI/TeJVZUPC4tI/AAAAAAAAAcI/G3JbHzCZXoE/s320/P5190429.JPG" alt="" id="BLOGGER_PHOTO_ID_5612141979073962706" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-CNSbMYalnxA/TeJVUryRbkI/AAAAAAAAAcA/a76mnpf2nr4/s1600/P5190428.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-CNSbMYalnxA/TeJVUryRbkI/AAAAAAAAAcA/a76mnpf2nr4/s320/P5190428.JPG" alt="" id="BLOGGER_PHOTO_ID_5612141899496386114" border="0" /&gt;&lt;/a&gt;This is a texture based technique where I use pieces of juniper and spritzed water for the resist technique I described before.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-B4G3V3wAhjU/TeJVPMipDfI/AAAAAAAAAb4/M32FGzVciPY/s1600/P5190426.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-B4G3V3wAhjU/TeJVPMipDfI/AAAAAAAAAb4/M32FGzVciPY/s320/P5190426.JPG" alt="" id="BLOGGER_PHOTO_ID_5612141805209980402" border="0" /&gt;&lt;/a&gt;I am really enjoying the play. I will put more samples up as I get them finished.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-1515653819061851004?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/1515653819061851004/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/05/monoprints-and-romans.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1515653819061851004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1515653819061851004'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/05/monoprints-and-romans.html' title='Monoprints and Romans'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-rNdtfQ8BsBw/TeJPg8iQh8I/AAAAAAAAAbY/aCbqqp4o51I/s72-c/P5270430.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-715284193174463050</id><published>2011-05-14T12:12:00.000-07:00</published><updated>2011-05-14T12:46:55.055-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Thomas Ingmire'/><category scheme='http://www.blogger.com/atom/ns#' term='Sharon Zuegin'/><category scheme='http://www.blogger.com/atom/ns#' term='dyed Tyvek covers'/><category scheme='http://www.blogger.com/atom/ns#' term='criss-cross binding'/><title type='text'>Tyvek Covers</title><content type='html'>Here is a new book with Tyvek s0ft covers taught in Sharon Zeugin and Thomas Ingmire workshops. Rita Foltz showed me how to make this book.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-M8GSma0SrYs/Tc7UYsDOWpI/AAAAAAAAAag/ma2gJ3W1ZrY/s1600/P4280390.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-M8GSma0SrYs/Tc7UYsDOWpI/AAAAAAAAAag/ma2gJ3W1ZrY/s320/P4280390.JPG" alt="" id="BLOGGER_PHOTO_ID_5606652106729478802" border="0" /&gt;&lt;/a&gt;The signatures were bound with a four needle stitch,&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-g81TCrUHc38/Tc7UttJFaRI/AAAAAAAAAa4/vx5FBznw_ek/s1600/P4280392.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-g81TCrUHc38/Tc7UttJFaRI/AAAAAAAAAa4/vx5FBznw_ek/s320/P4280392.JPG" alt="" id="BLOGGER_PHOTO_ID_5606652467799746834" border="0" /&gt;&lt;/a&gt;criss-crossing in the fold of each signature before moving out and up to the next signature.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-JyaEtf-ur2o/Tc7Uga-3CkI/AAAAAAAAAao/HW7bkRXHOac/s1600/P4280391.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-JyaEtf-ur2o/Tc7Uga-3CkI/AAAAAAAAAao/HW7bkRXHOac/s320/P4280391.JPG" alt="" id="BLOGGER_PHOTO_ID_5606652239586724418" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The front and back covers are made of a tube of painted Tyvek with an extension that folds over the first and last signature about 2" as shown below. The first page is slipped into the Tyvek "tube" like you used to do when you covered your grade school text books.&lt;br /&gt;&lt;br /&gt;Cover the first and last signature before you bind the book.  You can see the Tyvek flap wrapping around the  first and last signature.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-61gBMCGdx9Y/Tc7XVnFTCXI/AAAAAAAAAbI/ib47D9PMdbo/s1600/P4280394.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-61gBMCGdx9Y/Tc7XVnFTCXI/AAAAAAAAAbI/ib47D9PMdbo/s320/P4280394.JPG" alt="" id="BLOGGER_PHOTO_ID_5606655352391272818" border="0" /&gt;&lt;/a&gt;I inserted a small 1.5" watercolor painting in the front cover, a moon over the lake.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-S8YAslicfUw/Tc7Xg8EPbvI/AAAAAAAAAbQ/RBF4D2lqAhk/s1600/P4280393.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-S8YAslicfUw/Tc7Xg8EPbvI/AAAAAAAAAbQ/RBF4D2lqAhk/s320/P4280393.JPG" alt="" id="BLOGGER_PHOTO_ID_5606655547002547954" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-715284193174463050?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/715284193174463050/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/05/marbling-practice.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/715284193174463050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/715284193174463050'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/05/marbling-practice.html' title='Tyvek Covers'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-M8GSma0SrYs/Tc7UYsDOWpI/AAAAAAAAAag/ma2gJ3W1ZrY/s72-c/P4280390.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-6771959946313937161</id><published>2011-05-14T11:59:00.000-07:00</published><updated>2011-05-14T12:12:03.068-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Easter tulips'/><category scheme='http://www.blogger.com/atom/ns#' term='abstract shapes'/><title type='text'>Easter Tulips</title><content type='html'>There is beauty in unexpected places. Here is what is left from Easter tulips. What great shapes.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-UTBZZUc-D9k/Tc7SrLWd9mI/AAAAAAAAAaA/Zc58nHdWTGw/s1600/P5130411.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://2.bp.blogspot.com/-UTBZZUc-D9k/Tc7SrLWd9mI/AAAAAAAAAaA/Zc58nHdWTGw/s320/P5130411.JPG" alt="" id="BLOGGER_PHOTO_ID_5606650225346082402" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-HpYq3M4bYIE/Tc7R-s-Qx1I/AAAAAAAAAZ4/E1kb1gr7a6c/s1600/P5130403.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-HpYq3M4bYIE/Tc7R-s-Qx1I/AAAAAAAAAZ4/E1kb1gr7a6c/s320/P5130403.JPG" alt="" id="BLOGGER_PHOTO_ID_5606649461277247314" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-YielMamlA-o/Tc7R3shyStI/AAAAAAAAAZw/wdWgDTNIcFo/s1600/P5130402.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-YielMamlA-o/Tc7R3shyStI/AAAAAAAAAZw/wdWgDTNIcFo/s320/P5130402.JPG" alt="" id="BLOGGER_PHOTO_ID_5606649340898724562" border="0" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-BiWT6zV7zlY/Tc7S1c3-zkI/AAAAAAAAAaI/N-0P7soWT1k/s1600/P5130417.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://4.bp.blogspot.com/-BiWT6zV7zlY/Tc7S1c3-zkI/AAAAAAAAAaI/N-0P7soWT1k/s320/P5130417.JPG" alt="" id="BLOGGER_PHOTO_ID_5606650401848741442" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-6771959946313937161?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/6771959946313937161/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/05/easter-tulips.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/6771959946313937161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/6771959946313937161'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/05/easter-tulips.html' title='Easter Tulips'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-UTBZZUc-D9k/Tc7SrLWd9mI/AAAAAAAAAaA/Zc58nHdWTGw/s72-c/P5130411.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-1031598035741026117</id><published>2011-05-14T11:38:00.000-07:00</published><updated>2011-05-14T11:59:16.286-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Charles Pearce'/><category scheme='http://www.blogger.com/atom/ns#' term='brush roll'/><category scheme='http://www.blogger.com/atom/ns#' term='canvas'/><category scheme='http://www.blogger.com/atom/ns#' term='brush Romans'/><title type='text'>Brush Romans</title><content type='html'>I am taking a three month class with Charles Pearce on brush Romans with the CCC. I have reams of practice paper and probably have not practiced something this intensely in so short a time span. It is exciting when it works and frustrating when it doesn't but I really like it. Here are my first weeks practice. I started using brown wrapping paper because it has a nice drag. This upcoming class we will be painting on canvas.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-yW3ezMtEVlU/Tc7MbTTJksI/AAAAAAAAAZQ/A5c9tG2Fess/s1600/P4180385.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-yW3ezMtEVlU/Tc7MbTTJksI/AAAAAAAAAZQ/A5c9tG2Fess/s320/P4180385.JPG" alt="" id="BLOGGER_PHOTO_ID_5606643355531973314" border="0" /&gt;&lt;/a&gt;This was our first spacing problem. My second spacing exercise was not much better. The "T/V" letters dictated the spacing on the other letters.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/--J_JaiAy-9c/Tc7QvEwuJOI/AAAAAAAAAZo/79zi64MODBk/s1600/P4180384.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/--J_JaiAy-9c/Tc7QvEwuJOI/AAAAAAAAAZo/79zi64MODBk/s320/P4180384.JPG" alt="" id="BLOGGER_PHOTO_ID_5606648093273367778" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here is a gift I received from Rita Foltz. This is a piece of her canvas practice work from when she took an earlier workshop from Charles that she turned into .......&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-ECBBZmcXZQA/Tc7MkPJ8KDI/AAAAAAAAAZY/sXV_cFUiATQ/s1600/P4180389.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-ECBBZmcXZQA/Tc7MkPJ8KDI/AAAAAAAAAZY/sXV_cFUiATQ/s320/P4180389.JPG" alt="" id="BLOGGER_PHOTO_ID_5606643509038426162" border="0" /&gt;&lt;/a&gt;a brush roll with my name on it! It is a beauty. And I just had to get a few new brushes for my new brush roll. Look at THOSE Romans.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-n221gcYefvw/Tc7MssFXI1I/AAAAAAAAAZg/Kip4PKWZIpk/s1600/P4180387.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-n221gcYefvw/Tc7MssFXI1I/AAAAAAAAAZg/Kip4PKWZIpk/s320/P4180387.JPG" alt="" id="BLOGGER_PHOTO_ID_5606643654242804562" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-1031598035741026117?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/1031598035741026117/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/05/brush-romans.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1031598035741026117'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1031598035741026117'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/05/brush-romans.html' title='Brush Romans'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-yW3ezMtEVlU/Tc7MbTTJksI/AAAAAAAAAZQ/A5c9tG2Fess/s72-c/P4180385.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-5575981514030907934</id><published>2011-03-23T08:20:00.001-07:00</published><updated>2011-04-05T15:32:31.348-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='experimentation'/><category scheme='http://www.blogger.com/atom/ns#' term='happy accidents'/><category scheme='http://www.blogger.com/atom/ns#' term='scribbling'/><category scheme='http://www.blogger.com/atom/ns#' term='gesso'/><category scheme='http://www.blogger.com/atom/ns#' term='yves leterme'/><title type='text'>The Leterme Workshop</title><content type='html'>I recently took a four day workshop with Yves Leterme who was teaching his new program called &lt;span style="font-style: italic; color: rgb(0, 0, 0);"&gt;Watchful Experimenting and the Fine Art of Controlled Scribbling&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;He began by explaining that "traditional calligraphers are careful planners .... and in executing they pray for a steady hand, obeying tools, trustworthy tools and above all no mistakes whatsoever".&lt;br /&gt;The goal of this workshop, however, is to work without a preconceived idea, learn to fix mistakes and move our work to less obvious, middle of the road, predictable and leave room for happy accidents. This workshop will focus on the process, not the result.&lt;br /&gt;&lt;br /&gt;Keeping in mind that this way of working was not a excuse for neglecting basic aesthetic rules, Yves led us through a series of exercises to help us understand what process is. Many of these exercises were done very quickly so we would not have a chance to think too much.&lt;br /&gt;&lt;br /&gt;These two samples were from the exercise (1)&lt;span style="font-weight: bold;"&gt;Thumbnail sketches with speedball in loose grip - 10 sketches on A4 paper&lt;/span&gt;, (2) &lt;span style="font-weight: bold;"&gt;add text to the sketches in the same  style as your lines&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-7zrwbOlUrZo/TYoQJhKLDVI/AAAAAAAAAXY/V1tBlkZu5uA/s1600/P3230359.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-7zrwbOlUrZo/TYoQJhKLDVI/AAAAAAAAAXY/V1tBlkZu5uA/s320/P3230359.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296043412426066" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-XSzRFbvK3LU/TYoQR0fnh8I/AAAAAAAAAXg/4BHE6vprdhE/s1600/P3230360.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-XSzRFbvK3LU/TYoQR0fnh8I/AAAAAAAAAXg/4BHE6vprdhE/s320/P3230360.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296186041599938" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;These samples were from the unit &lt;span style="font-weight: bold;"&gt;Thumbnail sketches with one color - 8 rectangles- quickly.&lt;/span&gt; Just to let you know his idea of quickly doesn't seem to be my idea of quickly. But it was FUN, EXCITING.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-sbsBHsjeNE0/TYoQzfhE_UI/AAAAAAAAAYI/MSXEHE0OKFg/s1600/P3230370.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-sbsBHsjeNE0/TYoQzfhE_UI/AAAAAAAAAYI/MSXEHE0OKFg/s320/P3230370.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296764526132546" border="0" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-ZmWXAHPhFDA/TYoQzALEkCI/AAAAAAAAAYA/UJs5JZ67dQU/s1600/P3230368.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-ZmWXAHPhFDA/TYoQzALEkCI/AAAAAAAAAYA/UJs5JZ67dQU/s320/P3230368.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296756112330786" border="0" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-xrvkTZmPaBA/TYoQy3GPGLI/AAAAAAAAAX4/BXzpFAW8eQQ/s1600/P3230367.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-xrvkTZmPaBA/TYoQy3GPGLI/AAAAAAAAAX4/BXzpFAW8eQQ/s320/P3230367.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296753676130482" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-a715fwsQqXY/TYoQyZRolGI/AAAAAAAAAXo/CppMf3DSAew/s1600/P3230366.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-a715fwsQqXY/TYoQyZRolGI/AAAAAAAAAXo/CppMf3DSAew/s320/P3230366.JPG" alt="" id="BLOGGER_PHOTO_ID_5587296745670874210" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;This stuff was like rollerblading without your helmet and knee pads. But it kept you from thinking to much. Later in the week we worked a lettering exercises: on one sheet of paper we made 9 squares with contrasting textures and line qualities. You can see I can't count either.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-p0zKHv6gceE/TYoRRVbaQQI/AAAAAAAAAYQ/yUoWRwDM7g0/s1600/P3230361.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-p0zKHv6gceE/TYoRRVbaQQI/AAAAAAAAAYQ/yUoWRwDM7g0/s320/P3230361.JPG" alt="" id="BLOGGER_PHOTO_ID_5587297277214081282" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;In the afternoon of the second to the last day we got to work with Yves' technique of working gesso over layers of color and text that we made earlier in the class. He brought with him some of his latest work in this technique and we were really excited to begin.&lt;br /&gt;&lt;br /&gt;I brought with me some paste papers that had a lot of background going on and I used these to see how the gesso technique would work. I was really pleased with the result. This first picture is the original paste paper.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-SvJpwNMrK2s/TYoRRuEYY4I/AAAAAAAAAYY/bWcK-EvAzAI/s1600/P3230364.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-SvJpwNMrK2s/TYoRRuEYY4I/AAAAAAAAAYY/bWcK-EvAzAI/s320/P3230364.JPG" alt="" id="BLOGGER_PHOTO_ID_5587297283828376450" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;We used credit cards, damp paper towels and other tools to spread layers of thin gesso  to block out layer shapes over the backgrounds we had done, always  keeping in mind the design elements. We layered, scrubbed, added more  color and layered some more. You can add scribble texture in the damp  gesso. Back and forth, back and forth, creating multiple layers. This is a piece in mid-development.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-HN3gT9EUnMM/TYoRRy0REAI/AAAAAAAAAYo/TkGMWHhcdwU/s1600/P3230365.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-HN3gT9EUnMM/TYoRRy0REAI/AAAAAAAAAYo/TkGMWHhcdwU/s320/P3230365.JPG" alt="" id="BLOGGER_PHOTO_ID_5587297285102964738" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;This is one of the finished pieces. This is a quarter of a 22x30 sheet of Arches text wove.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-I3nXkzvsYqM/TYoRRp1zQMI/AAAAAAAAAYg/TaM5WffPRiE/s1600/P3230363.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-I3nXkzvsYqM/TYoRRp1zQMI/AAAAAAAAAYg/TaM5WffPRiE/s320/P3230363.JPG" alt="" id="BLOGGER_PHOTO_ID_5587297282693480642" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here is another piece. It is 1/8 sheet of Arches text worve.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-mwnbdECX43I/TYobS-FvudI/AAAAAAAAAY4/cIsL2BQp5Tg/s1600/P3230362.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-mwnbdECX43I/TYobS-FvudI/AAAAAAAAAY4/cIsL2BQp5Tg/s320/P3230362.JPG" alt="" id="BLOGGER_PHOTO_ID_5587308300425214418" border="0" /&gt;&lt;/a&gt;I am working on this piece. It needs a more defined center of interest so I am still playing.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-3tDr1lWN93Q/TYobtyDXr8I/AAAAAAAAAZA/1X1gN9K9GOk/s1600/P3230356.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-3tDr1lWN93Q/TYobtyDXr8I/AAAAAAAAAZA/1X1gN9K9GOk/s320/P3230356.JPG" alt="" id="BLOGGER_PHOTO_ID_5587308761050492866" border="0" /&gt;&lt;/a&gt;I will post some more samples of the class. This class was fun, scary, frustrating, exciting and powerful. If you get a chance, take this class. It will change the your ideas about the &lt;span style="font-style: italic;"&gt;process&lt;/span&gt; of working.&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-7zrwbOlUrZo/TYoQJhKLDVI/AAAAAAAAAXY/V1tBlkZu5uA/s1600/P3230359.JPG"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-5575981514030907934?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/5575981514030907934/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/03/leterme-workshop.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/5575981514030907934'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/5575981514030907934'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/03/leterme-workshop.html' title='The Leterme Workshop'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-7zrwbOlUrZo/TYoQJhKLDVI/AAAAAAAAAXY/V1tBlkZu5uA/s72-c/P3230359.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-387043041354012944</id><published>2011-01-22T20:23:00.000-08:00</published><updated>2011-01-22T21:58:40.655-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='snowstorm'/><category scheme='http://www.blogger.com/atom/ns#' term='casual foundational lettering'/><category scheme='http://www.blogger.com/atom/ns#' term='Emerson'/><category scheme='http://www.blogger.com/atom/ns#' term='gesso'/><category scheme='http://www.blogger.com/atom/ns#' term='Collage'/><title type='text'>The Sequel</title><content type='html'>In my last bookmaking class, we had an assignment that involved choosing a book and creating a sequel using a book form that we had learned in class. The sequel had to include a written selection from the original work.&lt;br /&gt;&lt;br /&gt;I knew that I did not want to write new text in my book. I really wanted to try making a book that would have a visual response to the original text using images instead of words. About that time we were beginning to get the first snows which were still a novelty and beautiful. In my mailbox came an &lt;span style="font-style: italic;"&gt;Writer's Almanac &lt;/span&gt;email with the poem by Ralph Waldo Emerson called &lt;span style="font-style: italic;"&gt;The Snowstorm.&lt;/span&gt; I was struck by the imagery of the poem and decided to use it for my source.&lt;br /&gt;&lt;br /&gt;I decided to make a series of collages and enclose them in a box form including phrases from the poem on the collaged "pages". I used mostly Japanese papers adding watercolor, inked line images and bits of calligraphic writing from my stash drawer. I glued all the bits and pieces to a base of gessoed Rives BFK.&lt;br /&gt;&lt;br /&gt;As a base on each page, I brushed on white gesso. While it was still wet I laid down plastic wrap and crinkled it, leaving it to dry. After it was dry I removed the plastic and was left with a texture that looked like frost on a glass window.&lt;br /&gt;&lt;br /&gt;Here is the cover of the book and below it is the book opened with a selection of pages. You can see the loosely painted paper that I used for the lining of the interior box.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TTut7lBjIaI/AAAAAAAAAWk/YRUl0PQO6X4/s1600/P1050317.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TTut7lBjIaI/AAAAAAAAAWk/YRUl0PQO6X4/s320/P1050317.JPG" alt="" id="BLOGGER_PHOTO_ID_5565233003608875426" border="0" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/_q12xTfcRQxs/TTuylNAJzNI/AAAAAAAAAW8/ccXeRxArB2g/s1600/P1050318.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TTuylNAJzNI/AAAAAAAAAW8/ccXeRxArB2g/s320/P1050318.JPG" alt="" id="BLOGGER_PHOTO_ID_5565238116761586898" border="0" /&gt;&lt;/a&gt;The next step was to decide what letter forms would I use to write out the text. I played around with foundational but I could not find something I was satisfied with. What I finally ended up with was the letters you see below. I wanted the forms to mimic the casual black line drawings I was using on some of my pages. I wrote these out with bamboo skewers to keep the lettering from getting too formal.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_q12xTfcRQxs/TTuuWJwv2BI/AAAAAAAAAW0/vPHULsecEkI/s1600/P1050316.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TTuuWJwv2BI/AAAAAAAAAW0/vPHULsecEkI/s320/P1050316.JPG" alt="" id="BLOGGER_PHOTO_ID_5565233460147116050" border="0" /&gt;&lt;/a&gt;This is a close-up of the page "rounded every windward stake, tree or door".&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_q12xTfcRQxs/TTuuMfdC7NI/AAAAAAAAAWs/GArKnAjjgNI/s1600/P1060326.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TTuuMfdC7NI/AAAAAAAAAWs/GArKnAjjgNI/s320/P1060326.JPG" alt="" id="BLOGGER_PHOTO_ID_5565233294171368658" border="0" /&gt;&lt;/a&gt;Here is another page.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_q12xTfcRQxs/TTvC2zmF5LI/AAAAAAAAAXM/X3vZaEgNQfI/s1600/P1060327.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TTvC2zmF5LI/AAAAAAAAAXM/X3vZaEgNQfI/s320/P1060327.JPG" alt="" id="BLOGGER_PHOTO_ID_5565256011365082290" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;This book was accepted in the Chicago Calligraphy Collective &lt;span style="font-style: italic;"&gt;2011 Explorations &lt;/span&gt;show at the Newberry Library.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-387043041354012944?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/387043041354012944/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2011/01/sequel.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/387043041354012944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/387043041354012944'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2011/01/sequel.html' title='The Sequel'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_q12xTfcRQxs/TTut7lBjIaI/AAAAAAAAAWk/YRUl0PQO6X4/s72-c/P1050317.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-7268470149238899716</id><published>2010-11-02T22:25:00.000-07:00</published><updated>2010-11-02T23:13:53.792-07:00</updated><title type='text'>Abstract Designs</title><content type='html'>We just got back from our vacation on the edge of the ocean in the Bahamas. We have been going for over 20 years to the same place. It is like visiting your old neighborhood.&lt;br /&gt;&lt;br /&gt;First thing in the morning before the sun comes up over the island, I take my camera and head for the beach. This year I would see this woman standing at the waters edge every morning watching the ocean until the sun broke through the clouds and cast long shadows on the beach.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_q12xTfcRQxs/TND2mtvhomI/AAAAAAAAAV4/kMUbhfdjNQ4/s1600/PA240190.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 320px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TND2mtvhomI/AAAAAAAAAV4/kMUbhfdjNQ4/s320/PA240190.JPG" alt="" id="BLOGGER_PHOTO_ID_5535195087012733538" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;There is something about the sound of the waves that slows you down. It becomes really peaceful. Here is a picture of the beach before the sun breaks through the clouds.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_q12xTfcRQxs/TND5CZxQAPI/AAAAAAAAAWI/UGUyEhwahJI/s1600/PA270236.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TND5CZxQAPI/AAAAAAAAAWI/UGUyEhwahJI/s320/PA270236.JPG" alt="" id="BLOGGER_PHOTO_ID_5535197761710850290" border="0" /&gt;&lt;/a&gt;Here is the sun just breaking through the clouds. When it starts it BLASTS through clouds and the beach is transformed into long shadows.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_q12xTfcRQxs/TND57svpozI/AAAAAAAAAWQ/siJkYwU_eBI/s1600/PA280255.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TND57svpozI/AAAAAAAAAWQ/siJkYwU_eBI/s320/PA280255.JPG" alt="" id="BLOGGER_PHOTO_ID_5535198746056958770" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Once the sun comes up the shadows get very long. Here I am taking a picture of my shadow.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_q12xTfcRQxs/TND4aEYcL3I/AAAAAAAAAWA/Y9vlFN091FE/s1600/PA240203.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 320px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TND4aEYcL3I/AAAAAAAAAWA/Y9vlFN091FE/s320/PA240203.JPG" alt="" id="BLOGGER_PHOTO_ID_5535197068774879090" border="0" /&gt;&lt;/a&gt;Here is a bit of silliness. A gull stepped in its own track. Don't know whether he was going back wards or forwards.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_q12xTfcRQxs/TND7SMOyZ_I/AAAAAAAAAWY/SqUoMpwQ4iY/s1600/PA260231.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TND7SMOyZ_I/AAAAAAAAAWY/SqUoMpwQ4iY/s320/PA260231.JPG" alt="" id="BLOGGER_PHOTO_ID_5535200231977805810" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Every ear I take pictures of the seawall in the empty lot next door.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/TNDz-wMO3rI/AAAAAAAAAVo/rbA7ZkGvUJs/s1600/PA240226.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TNDz-wMO3rI/AAAAAAAAAVo/rbA7ZkGvUJs/s320/PA240226.JPG" alt="" id="BLOGGER_PHOTO_ID_5535192201451986610" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The combination of the saltwater and the iron in the cement produce these abstract designs on the seawall. I love the rust colors. Each year the designs and colors change.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TNDzYZ4HjKI/AAAAAAAAAVg/kHqfK8AA7cM/s1600/PA240221.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TNDzYZ4HjKI/AAAAAAAAAVg/kHqfK8AA7cM/s320/PA240221.JPG" alt="" id="BLOGGER_PHOTO_ID_5535191542627011746" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_q12xTfcRQxs/TND1DaJnEAI/AAAAAAAAAVw/HnOren2h-LI/s1600/PA240211.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TND1DaJnEAI/AAAAAAAAAVw/HnOren2h-LI/s320/PA240211.JPG" alt="" id="BLOGGER_PHOTO_ID_5535193380946382850" border="0" /&gt;&lt;/a&gt;The next picture is a closeup of previous picture that I turned upside down.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/TNDzC_sOF9I/AAAAAAAAAVY/n6Nq_aw8758/s1600/PA240212.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TNDzC_sOF9I/AAAAAAAAAVY/n6Nq_aw8758/s320/PA240212.JPG" alt="" id="BLOGGER_PHOTO_ID_5535191174820534226" border="0" /&gt;&lt;/a&gt;I will post more pics of the patterns of stones and pebbles and sand that I found on my beach walks.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-7268470149238899716?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/7268470149238899716/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/11/abstract-designs.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/7268470149238899716'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/7268470149238899716'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/11/abstract-designs.html' title='Abstract Designs'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_q12xTfcRQxs/TND2mtvhomI/AAAAAAAAAV4/kMUbhfdjNQ4/s72-c/PA240190.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-2718508834510527023</id><published>2010-10-19T06:18:00.001-07:00</published><updated>2010-10-19T06:43:46.185-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Thomas Ingmire technique'/><category scheme='http://www.blogger.com/atom/ns#' term='ruling pen'/><category scheme='http://www.blogger.com/atom/ns#' term='watercolor letters'/><category scheme='http://www.blogger.com/atom/ns#' term='letterforms'/><title type='text'>Summer Letters</title><content type='html'>Here are some of my letter practice work from this summer. Lettering along an upper line with watercolors and a cola pen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_q12xTfcRQxs/TL2e366bLUI/AAAAAAAAAVQ/JnD3eqjku_s/s1600/PA160180.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TL2e366bLUI/AAAAAAAAAVQ/JnD3eqjku_s/s320/PA160180.JPG" alt="" id="BLOGGER_PHOTO_ID_5529750601025137986" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;In this next series, I am trying to work out some lettering to use with watercolor flower gardens that I posted earlier. They are fun to do but I haven't found a suitable letter form yet. I was inspired by Thomas Ingmire forms.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dseUAJbI/AAAAAAAAAVA/xvgfPmV9_4E/s1600/PA160178.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 320px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dseUAJbI/AAAAAAAAAVA/xvgfPmV9_4E/s320/PA160178.JPG" alt="" id="BLOGGER_PHOTO_ID_5529749304857601458" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TL2dgk09n6I/AAAAAAAAAU4/TXEmSGk--oA/s1600/PA160179.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TL2dgk09n6I/AAAAAAAAAU4/TXEmSGk--oA/s320/PA160179.JPG" alt="" id="BLOGGER_PHOTO_ID_5529749100448030626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dXQyIlUI/AAAAAAAAAUw/QXx_Rlh_mQU/s1600/PA160177.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dXQyIlUI/AAAAAAAAAUw/QXx_Rlh_mQU/s320/PA160177.JPG" alt="" id="BLOGGER_PHOTO_ID_5529748940448634178" border="0" /&gt;&lt;/a&gt;I cut some new cola pens and started playing.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dOld_UhI/AAAAAAAAAUo/wkdrqIOYlXU/s1600/PA160175.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2dOld_UhI/AAAAAAAAAUo/wkdrqIOYlXU/s320/PA160175.JPG" alt="" id="BLOGGER_PHOTO_ID_5529748791382462994" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TL2dE3B4eTI/AAAAAAAAAUg/lQ4JT_T7hjo/s1600/PA160174.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TL2dE3B4eTI/AAAAAAAAAUg/lQ4JT_T7hjo/s320/PA160174.JPG" alt="" id="BLOGGER_PHOTO_ID_5529748624297720114" border="0" /&gt;&lt;/a&gt;These letters were done with a ruling pen. In this case I need to work for a more interesting pattern .... it looks like I am talking in a monotone.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2czyIab9I/AAAAAAAAAUY/zmQHlyvi9lk/s1600/PA160172.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TL2czyIab9I/AAAAAAAAAUY/zmQHlyvi9lk/s320/PA160172.JPG" alt="" id="BLOGGER_PHOTO_ID_5529748330925158354" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-2718508834510527023?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/2718508834510527023/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/10/summer-letters.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/2718508834510527023'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/2718508834510527023'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/10/summer-letters.html' title='Summer Letters'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_q12xTfcRQxs/TL2e366bLUI/AAAAAAAAAVQ/JnD3eqjku_s/s72-c/PA160180.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-4090710212620092064</id><published>2010-10-19T05:09:00.000-07:00</published><updated>2010-10-19T05:58:12.429-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='pochoir'/><category scheme='http://www.blogger.com/atom/ns#' term='Sas Colby'/><category scheme='http://www.blogger.com/atom/ns#' term='Sandy Gallery'/><category scheme='http://www.blogger.com/atom/ns#' term='pop-up books'/><category scheme='http://www.blogger.com/atom/ns#' term='Kevin Steele'/><title type='text'>Boy, Oh, Boy</title><content type='html'>I have been working this summer despite not keeping up with my posts to the blog. I had wanted to concentrate on working on letterforms to polish up my letters. But my practice was less than organized and of course many other things caught my fancy on the way. So I am going to try and post the results of what could be called My Summer Scurry.&lt;br /&gt;&lt;br /&gt;I came across the 23 Sandy Gallery in Portland, Oregon which led me to a &lt;a href="http://www.23sandy.com/"&gt;list of artists&lt;/a&gt; and their books. So off I went on another tangent. See Kevin Steele's pop-up book. Yikes!!! Type in this link and look at the article called &lt;span style="font-style: italic;"&gt;Assignments&lt;/span&gt; at http://www.23sandy.com/assignment/artists.&lt;br /&gt;&lt;br /&gt;I also ran into a book artist called Sas Colby along the way.  Here is a &lt;a href="http://www.greenchairpress.com/blog/?tag=pochoir"&gt;small article&lt;/a&gt; at on the pochoir technique which I had seen used by Sondra Freckleton at a watercolor workshop many, many years ago. So I am hooked on another technique and can't wait to try it out. This might work into a studio playday.&lt;br /&gt;&lt;br /&gt;That led me to the journal called &lt;span style="font-weight: bold;"&gt;&lt;a href="http://www.pcba.info/"&gt;Ampersand&lt;/a&gt;, &lt;/span&gt;more fun stuff&lt;span style="font-weight: bold;"&gt;.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-4090710212620092064?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/4090710212620092064/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/10/boy-oh-boy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4090710212620092064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4090710212620092064'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/10/boy-oh-boy.html' title='Boy, Oh, Boy'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-4948322645914906191</id><published>2010-07-25T22:37:00.000-07:00</published><updated>2010-08-25T04:21:43.691-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pam Sussman'/><category scheme='http://www.blogger.com/atom/ns#' term='Book Arts Coterie'/><category scheme='http://www.blogger.com/atom/ns#' term='Keith Smith'/><category scheme='http://www.blogger.com/atom/ns#' term='single signature binding'/><category scheme='http://www.blogger.com/atom/ns#' term='marbled papers'/><title type='text'>The Pam Sussman Workshop</title><content type='html'>I just got back from Pam Sussman's bookmaking workshop, the 2010 Book Art&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;s Coterie, where we made books, and more books. It was a great experience to show up every day and have the book materials already laid out and prepared for the day's instruction. Each day Pam demonstrated that day's sample. Some days we made more than one book.&lt;br /&gt;&lt;br /&gt;In addition to the daily plan, we were encouraged to select other book structures from her samples. For these books, Pam gave us the instruction booklet and let us prepare the materials ourselves from her huge collection of bookmaking supplies. We worked on these books between class time and in the evening. If you go to her &lt;a href="http://bookartsstudio.blogspot.com/2009/12/2010-book-arts-coterie.html"&gt;blog site&lt;/a&gt; and look for the ladder bookshelf you will see for yourself all these beautiful models.&lt;br /&gt;&lt;br /&gt;Here is one of the books we made. The Marbling Sample Book made up of single board signatures.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1ax3eHUyI/AAAAAAAAASY/mil78zu0XY8/s1600/P7250153.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1ax3eHUyI/AAAAAAAAASY/mil78zu0XY8/s320/P7250153.JPG" alt="" id="BLOGGER_PHOTO_ID_5498150532839592738" border="0" /&gt;&lt;/a&gt;Each of us got a selection of precut marbled paper to cover our boards. We learned how to cover the board edges that resulted in carefully mitered corners using a variety of striped papers.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1cAru8_uI/AAAAAAAAASw/xMomvve9s0U/s1600/P7250155.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1cAru8_uI/AAAAAAAAASw/xMomvve9s0U/s320/P7250155.JPG" alt="" id="BLOGGER_PHOTO_ID_5498151886898659042" border="0" /&gt;&lt;/a&gt;We then bound the single signatures in technique developed by &lt;a href="http://www.keithsmithbooks.com/"&gt;Keith Smith&lt;/a&gt;. Here is the view from the top of the book.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1gFy45fBI/AAAAAAAAATY/qsJbhkhi4zQ/s1600/P7250152.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1gFy45fBI/AAAAAAAAATY/qsJbhkhi4zQ/s320/P7250152.JPG" alt="" id="BLOGGER_PHOTO_ID_5498156372765277202" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here is the back of my book showing the bound single boards.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1cdAdEVGI/AAAAAAAAAS4/sDUNrl1FqOw/s1600/P7250159.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1cdAdEVGI/AAAAAAAAAS4/sDUNrl1FqOw/s320/P7250159.JPG" alt="" id="BLOGGER_PHOTO_ID_5498152373497123938" border="0" /&gt;&lt;/a&gt; I added my own marbled papers to the backside of the boards, a beautiful play between traditional and non-traditional patterns. This is a peacock pattern on the right and my marbling on the left.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1fHsxssMI/AAAAAAAAATQ/jUTEgeqh4Qc/s1600/P7250158.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TE1fHsxssMI/AAAAAAAAATQ/jUTEgeqh4Qc/s320/P7250158.JPG" alt="" id="BLOGGER_PHOTO_ID_5498155305972576450" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;On the right is a chevron pattern across from one of my marbled samples. The finished book is a beautiful palm-sized book with all these luscious marbled papers.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1d-EL0vnI/AAAAAAAAATA/06CdOFEQQHU/s1600/P7250157.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/TE1d-EL0vnI/AAAAAAAAATA/06CdOFEQQHU/s320/P7250157.JPG" alt="" id="BLOGGER_PHOTO_ID_5498154040945852018" border="0" /&gt;&lt;/a&gt;Here is information about Pam. She is the author of &lt;span style="font-style: italic;"&gt;Fabric Art Journals&lt;/span&gt; from Quarry Publishers. Her beautiful art studio is shown in &lt;span style="font-style: italic;"&gt;Art Making and Studio Spaces &lt;/span&gt;by Lynne Perrilla and she blogs at &lt;a href="http://bookartsstudio.blogspot.com/"&gt;http://bookartsstudio.blogspot.com&lt;/a&gt;. I will show you more of the books that we made. It was a spectacular time.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-4948322645914906191?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/4948322645914906191/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/07/pam-sussman-workshop.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4948322645914906191'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4948322645914906191'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/07/pam-sussman-workshop.html' title='The Pam Sussman Workshop'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_q12xTfcRQxs/TE1ax3eHUyI/AAAAAAAAASY/mil78zu0XY8/s72-c/P7250153.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-5851368614835816623</id><published>2010-07-05T05:57:00.000-07:00</published><updated>2010-07-25T03:44:12.756-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='notebooks'/><category scheme='http://www.blogger.com/atom/ns#' term='journals'/><title type='text'>Oooooh, Cool Stuff</title><content type='html'>For all of us who given paper, a pencil and a bit of time we can lose ourselves in play, who envision blank pages as an opportunity to create and a book to store them in as a netherworld playground.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.notebookism.com/"&gt;http://www.notebookism.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Go there to  check out Michael's free E-book "Start to Draw Your Life".&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-5851368614835816623?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/5851368614835816623/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/07/oooooh-cool-stuff.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/5851368614835816623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/5851368614835816623'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/07/oooooh-cool-stuff.html' title='Oooooh, Cool Stuff'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-2725798902227441000</id><published>2010-06-29T06:58:00.000-07:00</published><updated>2010-06-29T08:20:26.753-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='oil paint marbling'/><category scheme='http://www.blogger.com/atom/ns#' term='Non-traditional marbling'/><title type='text'>Marbling</title><content type='html'>While I was experimenting with the techniques of marbling, I began to create pages of these organic images. I loved the results and it was fun and surprising.&lt;br /&gt;&lt;br /&gt;I have use the full pages for book covers, endpapers, calligraphy backgrounds and small cutoffs for collages and additives to paper designs.&lt;br /&gt;&lt;br /&gt;Here are some of the pages that look like caladiums.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TCoBIoi0nHI/AAAAAAAAARw/Dae73kQyWuE/s1600/P6290142.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TCoBIoi0nHI/AAAAAAAAARw/Dae73kQyWuE/s320/P6290142.JPG" alt="" id="BLOGGER_PHOTO_ID_5488200343738424434" border="0" /&gt;&lt;/a&gt;... a detail.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TCoBluy0C3I/AAAAAAAAAR4/V6brW4bDEj0/s1600/P6290143.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TCoBluy0C3I/AAAAAAAAAR4/V6brW4bDEj0/s320/P6290143.JPG" alt="" id="BLOGGER_PHOTO_ID_5488200843632315250" border="0" /&gt;&lt;/a&gt;This one looks like poppies.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoAsATgTuI/AAAAAAAAARo/80p-xtz3TwM/s1600/P6290141.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoAsATgTuI/AAAAAAAAARo/80p-xtz3TwM/s320/P6290141.JPG" alt="" id="BLOGGER_PHOTO_ID_5488199851900423906" border="0" /&gt;&lt;/a&gt;... a detail,&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoCeyftXaI/AAAAAAAAASA/eWomjujdLIo/s1600/P6290144.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoCeyftXaI/AAAAAAAAASA/eWomjujdLIo/s320/P6290144.JPG" alt="" id="BLOGGER_PHOTO_ID_5488201823878471074" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;another detail.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TCn9TTPsnCI/AAAAAAAAARY/7VyKtQg47OM/s1600/P6290136.JPG"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoFD7WtGYI/AAAAAAAAASQ/FrKO289QFnk/s1600/P6290145.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TCoFD7WtGYI/AAAAAAAAASQ/FrKO289QFnk/s320/P6290145.JPG" alt="" id="BLOGGER_PHOTO_ID_5488204660935039362" border="0" /&gt;&lt;/a&gt;For this technique, I dilute a good brand of oil paint with mineral spirits in small shotglasses (plastic eventually dissolves) and use spoons, brushes, forks, anything to drop colors on a thickened base. The base is made from methyl cellulose and diluted until the pigments float on the surface. I use newspaper strips for skimming the colors between each color change.&lt;br /&gt;&lt;br /&gt;I usually can get a second print from each color application and I use these for endpapers, small cards, because the colors and shapes are smaller and less distinct.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-2725798902227441000?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/2725798902227441000/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/06/marbling.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/2725798902227441000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/2725798902227441000'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/06/marbling.html' title='Marbling'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_q12xTfcRQxs/TCoBIoi0nHI/AAAAAAAAARw/Dae73kQyWuE/s72-c/P6290142.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-4301959884866276353</id><published>2010-06-09T22:22:00.000-07:00</published><updated>2010-06-09T22:45:33.037-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='watercolor'/><category scheme='http://www.blogger.com/atom/ns#' term='flowers'/><title type='text'>Painted Garden</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TBB3V42ETTI/AAAAAAAAARA/LjczQ0oW4m0/s1600/P5290130.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TBB3V42ETTI/AAAAAAAAARA/LjczQ0oW4m0/s320/P5290130.JPG" alt="" id="BLOGGER_PHOTO_ID_5481011964430011698" border="0" /&gt;&lt;/a&gt;Every once in a while, you get inspired by something, in this case a catalog of &lt;a href="http://www.gudrunsjoden.com/"&gt;Gudrun Sjoden&lt;/a&gt; clothing, and you just have to play. This is a flower border I painted with watercolors. I loved painting in the small designs, although the border is 5" x 18". I am thinking that it would look good with some brightly colored lettering below it.&lt;br /&gt;&lt;br /&gt;Here is a close up of another design that I started. This is only about 4" high. It is interesting that as you work you  create a "library" of designs  and you start repeating your favorites. I want to keep working on them and get some lettering worked in.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TBB6IFJCUVI/AAAAAAAAARI/FpacpQwQzgw/s1600/P5290131.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TBB6IFJCUVI/AAAAAAAAARI/FpacpQwQzgw/s320/P5290131.JPG" alt="" id="BLOGGER_PHOTO_ID_5481015025747513682" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-4301959884866276353?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/4301959884866276353/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/06/painted-garden.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4301959884866276353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4301959884866276353'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/06/painted-garden.html' title='Painted Garden'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_q12xTfcRQxs/TBB3V42ETTI/AAAAAAAAARA/LjczQ0oW4m0/s72-c/P5290130.JPG' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-8217044586346541424</id><published>2010-05-29T10:16:00.000-07:00</published><updated>2010-05-30T03:05:30.992-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='colored pencils'/><category scheme='http://www.blogger.com/atom/ns#' term='Annie Cicale'/><category scheme='http://www.blogger.com/atom/ns#' term='graphite'/><category scheme='http://www.blogger.com/atom/ns#' term='welk shell'/><category scheme='http://www.blogger.com/atom/ns#' term='apples'/><title type='text'>Annie Cicale Workshop</title><content type='html'>I recently attended the Annie Cicale workshop "Word Meets Image" offered by the CCC. Annie is a great instructor and I got excited about drawing, ink, colored pencils and graphite.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_q12xTfcRQxs/TAIv43nJIkI/AAAAAAAAAQg/p8eFDQq8FZM/s1600/P5230126.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 320px;" src="http://1.bp.blogspot.com/_q12xTfcRQxs/TAIv43nJIkI/AAAAAAAAAQg/p8eFDQq8FZM/s320/P5230126.JPG" alt="" id="BLOGGER_PHOTO_ID_5476992750883250754" border="0" /&gt;&lt;/a&gt;Our first assignment was to start with an apple. After Annie described different techniques, we were instructed to draw our apple in as many media as we wanted. After we finished exploring different techniques, we settled in to choose a view and technique and work on a piece that would include text. Here is the start of my apple after I cut it in half. I worked with caran d' arche watercolor crayons. I was happy with the result because this was the first time that I got them to flow more like tube colors. It was near the end of the day so  I don't have the lettering on yet.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TAIuZylL2zI/AAAAAAAAAQY/-Szc3vA76cI/s1600/P5290127.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TAIuZylL2zI/AAAAAAAAAQY/-Szc3vA76cI/s320/P5290127.JPG" alt="" id="BLOGGER_PHOTO_ID_5476991117445290802" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;On Sunday we worked on another piece from an object we brought to class. We were to include text in the finished design. I brought a welk shell with me and I wanted to use a poem excerpt  from the poet Mary Oliver.  We worked on image and text layouts using tracing paper. The text on the right is one of my tracing paper layouts.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TAIq2uGf8zI/AAAAAAAAAQQ/5HNwgomsbqo/s1600/P5290128.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TAIq2uGf8zI/AAAAAAAAAQQ/5HNwgomsbqo/s320/P5290128.JPG" alt="" id="BLOGGER_PHOTO_ID_5476987216412537650" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here is a closeup of the drawing I started on the left side of the paper. I think the drawing exercises we did on Saturday helped me get this down on paper without too many erasures. I was working one handed because I was afraid to let go of the shell. You can see the edge of the tracing paper with some of the lettering.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TAI0fdRIY2I/AAAAAAAAAQw/vQlxgmCSSr0/s1600/P5290129.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 320px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/TAI0fdRIY2I/AAAAAAAAAQw/vQlxgmCSSr0/s320/P5290129.JPG" alt="" id="BLOGGER_PHOTO_ID_5476997811873014626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;I did take a picture of the shell in my hand just in case I might need a reference to finish the drawing, but the orientation changed a bit.  In the finished drawing I am thinking of coloring in the shell with colored pencils while leaving the hand in black graphite and maybe doing the lettering in the same colors.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/TAFO3DHOy7I/AAAAAAAAAPg/Usj_rtpOTW0/s1600/P5290127+2.JPG"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TAIoo6OvBII/AAAAAAAAAQA/t-o4Eg2_7jI/s1600/P5230121.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TAIoo6OvBII/AAAAAAAAAQA/t-o4Eg2_7jI/s320/P5230121.JPG" alt="" id="BLOGGER_PHOTO_ID_5476984780126880898" border="0" /&gt;&lt;/a&gt;Julie Wildman has some great photos of the work we did on her &lt;a href="http://wildmandesigns.blogspot.com/"&gt;blog&lt;/a&gt;. Check out this drawing of her son. Great isn't it! Read about the artist book she is planning using this as one of the drawings.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/TAI2I20fiuI/AAAAAAAAAQ4/-SxhtaZbVFE/s1600/P5230125.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/TAI2I20fiuI/AAAAAAAAAQ4/-SxhtaZbVFE/s320/P5230125.JPG" alt="" id="BLOGGER_PHOTO_ID_5476999622618483426" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-8217044586346541424?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/8217044586346541424/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/05/annie-cicale-workshop.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/8217044586346541424'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/8217044586346541424'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/05/annie-cicale-workshop.html' title='Annie Cicale Workshop'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_q12xTfcRQxs/TAIv43nJIkI/AAAAAAAAAQg/p8eFDQq8FZM/s72-c/P5230126.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-1928961446623244611</id><published>2010-05-21T11:37:00.000-07:00</published><updated>2010-05-21T11:59:54.350-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='calligrapher'/><category scheme='http://www.blogger.com/atom/ns#' term='bookbinder'/><category scheme='http://www.blogger.com/atom/ns#' term='Brazilian artists'/><category scheme='http://www.blogger.com/atom/ns#' term='journal pages'/><title type='text'>Claudio Gill and Gabriela Irigoyen</title><content type='html'>I recently bought the book "1000 Journal Pages" and on the first few pages there was work by the Brazilian calligrapher Claudio Gill. I looked him up on the web and found great stuff. You have to look at his site on &lt;a href="http://www.flickriver.com/photos/49471096@N00/"&gt;flicker &lt;/a&gt;. Here is his &lt;a href="http://lagrafia.blogspot.com"&gt;blog&lt;/a&gt; link.&lt;br /&gt;&lt;br /&gt;His wife is Gabriela Irigoyen and this is her &lt;a href="http://gabiirigoyen.blogspot.com/"&gt;blog link&lt;/a&gt; with books, journal pages and drawings. She uses some of his practice sheet for her book covers, look at her very small books too.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-1928961446623244611?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/1928961446623244611/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/05/claudio-gill-and-gabriela-irigoyen.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1928961446623244611'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/1928961446623244611'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/05/claudio-gill-and-gabriela-irigoyen.html' title='Claudio Gill and Gabriela Irigoyen'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-6094341824128642869</id><published>2010-05-13T10:52:00.000-07:00</published><updated>2010-05-13T12:38:12.814-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='design elements'/><category scheme='http://www.blogger.com/atom/ns#' term='layering'/><category scheme='http://www.blogger.com/atom/ns#' term='Denis Brown workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='capital expressions'/><title type='text'>The Denis Brown Workshop</title><content type='html'>I recently took the &lt;a href="http://www.quillskill.com/frameset/frameset.htm"&gt;Capital Expressions&lt;/a&gt; workshop with Denis Brown. On our trip to Dublin last fall we explored this work for a half day but now had the chance to do a 3 day workshop with him. Part of the course description included:&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span class="grey"&gt;&lt;br /&gt;"Exercises with writing as texture  will be included and we will look at the expressive potential in  composition of: line, form, space, negative shapes, scale, position,  tone and colour.&lt;/span&gt;&lt;/span&gt;"&lt;br /&gt;&lt;br /&gt;What I realized during some discussions is that I was reacting to the line, form, etc. in a subconscious way and not as analytical as I could be. I had forgotten to consciously review my work using the design elements.&lt;br /&gt;&lt;br /&gt;So I picked up a book on the design elements and am refreshing my memory on how to use those elements effectively.&lt;br /&gt;&lt;br /&gt;Here are some of my final projects.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/S-xSW5sx0DI/AAAAAAAAAPQ/UeQ-gSegsoM/s1600/P5130119.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_q12xTfcRQxs/S-xSW5sx0DI/AAAAAAAAAPQ/UeQ-gSegsoM/s320/P5130119.JPG" alt="" id="BLOGGER_PHOTO_ID_5470838200747544626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;This piece does not have enough contrast between letters and background. The second layer doesn't show up in the photo.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/S-xTDbtu6TI/AAAAAAAAAPY/Kx8xBd_2RFo/s1600/P5130120.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/S-xTDbtu6TI/AAAAAAAAAPY/Kx8xBd_2RFo/s320/P5130120.JPG" alt="" id="BLOGGER_PHOTO_ID_5470838965792598322" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;I have put some pieces from other participants on the flickr site. Everyone worked hard and did great things.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-6094341824128642869?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/6094341824128642869/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/05/denis-brown-workshop.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/6094341824128642869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/6094341824128642869'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/05/denis-brown-workshop.html' title='The Denis Brown Workshop'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_q12xTfcRQxs/S-xSW5sx0DI/AAAAAAAAAPQ/UeQ-gSegsoM/s72-c/P5130119.JPG' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-4655403501563156357</id><published>2010-04-28T02:52:00.000-07:00</published><updated>2010-04-28T03:14:47.612-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Alessandro Segalini'/><category scheme='http://www.blogger.com/atom/ns#' term='Roman Letters'/><title type='text'>Places to Go, Things to Look At</title><content type='html'>I just got back from a 3 day workshop with Denis Brown so I am exhausted and  wound-up .......&lt;br /&gt;&lt;br /&gt;so while I was doing some early morning web surfing I found a link on Brody's web site to &lt;a href="http://www.as8.it/edu/calligraphy.html"&gt;Alessandro Segalini&lt;/a&gt; who has an interesting list of .pdf files that you can download about calligraphy topics. I downloaded some stuff on Roman letters which are currently in my head from the workshop.&lt;br /&gt;&lt;br /&gt;I will be posting pics of the work that we did in the workshop as soon as I dig out my camera from the pile of supplies.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3559189751783638546-4655403501563156357?l=lucezolna.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lucezolna.blogspot.com/feeds/4655403501563156357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lucezolna.blogspot.com/2010/04/places-to-go-things-to-look-at.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4655403501563156357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3559189751783638546/posts/default/4655403501563156357'/><link rel='alternate' type='text/html' href='http://lucezolna.blogspot.com/2010/04/places-to-go-things-to-look-at.html' title='Places to Go, Things to Look At'/><author><name>Luce H. Zolna</name><uri>http://www.blogger.com/profile/14327620742362838400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_q12xTfcRQxs/TKjasTKLNpI/AAAAAAAAATw/1S80aaFOi18/S220/Luce2.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3559189751783638546.post-5553042758394335476</id><published>2010-04-20T15:12:00.001-07:00</published><updated>2010-04-23T16:01:34.595-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Letterpress'/><category scheme='http://www.blogger.com/atom/ns#' term='Letterpress Studio'/><category scheme='http://www.blogger.com/atom/ns#' term='Art Institute'/><title type='text'>Letterpress</title><content type='html'>Recently I was invited by my printmaking instructor to see the Letterpress Studio at the Art Institute of Chicago where she is in charge of the letterpress studio. I accompanied two other printmaking students, Rachel and Angie. Rachel was printing 150 pieces to accompany her senior thesis show at Saint Xavier University where we take printmaking. Angie and I were there to lend a hand and to play if there was time.&lt;br /&gt;&lt;br /&gt;OMG! It was incredible. In the studio on the top floor lit by a beautiful skylight, Cathie our professor showed us drawers and drawers of type, explained how the presses worked, showed us the worktables, ink, brayers and all things letterpress.  She monitored us as we helped Rachel set up her plate. We learned new terms and how to set up and run the press. I wanted to go out in the hall before I got hooked, but it is too late.&lt;br /&gt;&lt;br /&gt;This is Rachel lining up her paper just before she started the printing. The process of raising and lowering the rollers, inking the plate, pulling the print had its own dance and rhythm.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_q12xTfcRQxs/S84nmrDJUVI/AAAAAAAAAOw/jY2Y01tFFxY/s1600/100_2719.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/_q12xTfcRQxs/S84nmrDJUVI/AAAAAAAAAOw/jY2Y01tFFxY/s320/100_2719.JPG" alt="" id="BLOGGER_PHOTO_ID_5462346943391420754" border="0" /&gt;&lt;/a&gt;Angie and I got to look through one of the decorative letter drawers and pick out some type to print on the proofing press. Here is our layout. The metal bars holding the letter blocks in place are these incredible magnets that you have a devil of a time moving or removing off the plate. WHEW!&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_q12xTfcRQxs/S84nXdF8ODI/AAAAAAAAAOo/eXk3AsrNpe8/s1600/100_2717.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_q12xTfcRQxs/S84nXdF8ODI/AAAAAAAAAOo/eXk3AsrNpe8/s320/100_2717.JPG" alt="" id="BLOGGER_PHOTO_ID_5462346681947011122" border="0" /&gt;&lt;/a&gt;Here is our first proofed print .......&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_q12xTfcRQxs/S84oqsrMLEI/AAAAAAAAAPA/2rECkUNzPXU/s1600/expirement.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; w
