<?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-8138636739118318427</id><updated>2012-01-02T18:48:15.033-08:00</updated><title type='text'>Doris Norman Rug Hooker</title><subtitle type='html'>Doris is a traditional rug hooker using the techniques of her grandmothers. She is especially skilled in teaching designs in Celtic Art, Jacobean, William Morris and landscape using various fibers and fine shading.  Doris is a certified Pearl McGown teacher and a Nova Scotia Guild teacher.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>8</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-4966413479307833798</id><published>2012-01-02T17:42:00.000-08:00</published><updated>2012-01-02T17:51:09.507-08:00</updated><title type='text'>Nova Scotia May Rug School 2012</title><content type='html'>&lt;h3&gt;WILLIAM MORRIS: A DESIGNER FOR ALL TIME&lt;/h3&gt;&lt;i&gt;Suitable for Intermediate to Advanced Levels&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://rhgns.com/wp-content/uploads/william.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" class="alignleft" src="http://rhgns.com/wp-content/uploads/william.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Take  a trip back in time with me to the eighteen hundreds; we will create  works of beauty inspired by this remarkable man’s designs for  tapestries, tiles, stained glass, wall paper etc. I encourage you to  create a pattern in the Wm Morris style. My student letter to you will  include dye formulas, list of copyright-free books, and pattern  suggestions. We will have dye demonstrations during the week. Although  not a lot of intricate shading is involved, shading will be taught using  wide and narrow cut wool flannel [new or reclaimed] or yarns. Hooking  techniques, fun and learning will be emphasized. Join me, William and  his artsy friends as we listen to relaxing music and stories of the  period while studying design and colour. Course is open to anyone with  some hooking experience, wishing to share and to be inspired to create  tomorrow’s heirlooms.&lt;br /&gt;&lt;a href="http://rhgns.com/rug-school/spring-courses/"&gt;&lt;u&gt;&amp;nbsp;http://rhgns.com/rug-school/spring-courses/&lt;/u&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-4966413479307833798?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/4966413479307833798/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2012/01/nova-scotia-may-rug-school-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4966413479307833798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4966413479307833798'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2012/01/nova-scotia-may-rug-school-2012.html' title='Nova Scotia May Rug School 2012'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-5527834488949464776</id><published>2012-01-02T17:20:00.000-08:00</published><updated>2012-01-02T17:58:26.487-08:00</updated><title type='text'>Hooking with Textures Feb 2012  Fredericton</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="color: red; text-align: center;"&gt;&lt;b&gt;Hooking with Textures&lt;/b&gt;&lt;/div&gt;&lt;div style="color: red; text-align: center;"&gt;&lt;b&gt;Doris Norman, Rug Hooker&lt;/b&gt;&lt;/div&gt;Thursdays 6-9 pm&lt;br /&gt;A fun rug hooking course that encourages students to bring various textures to class and design a geometric or pictorial pattern to accommodate the fabric. Texture adds dimension and depth to hooked mats. It lifts the mat from a flat surface to an interesting work of art and makes the person want to reach out and touch the surface. There will be wools, yarns and patterns available for those not wishing to design.&lt;br /&gt;Early contact with instructor is important, so that she will be prepared for the student needs.&lt;br /&gt;&lt;br /&gt;Supplies: No cost for backing and fabrics brought to class&lt;br /&gt;For purchase from instructor;&lt;br /&gt;Backing: Linen 30”x 36”@ $15&lt;br /&gt;Wools and yarns @ various prices&lt;br /&gt;OR&lt;br /&gt;Pattern $ 55 Wools $85&lt;br /&gt;Hook $12 14” hoop frame $35&lt;br /&gt;Students can bring their own material or purchase from Doris by&lt;br /&gt;contacting her through her email: danorman@nbnet.nb.ca&lt;br /&gt;Register at College of Craft and Design phone 506-453-5941&lt;br /&gt;&lt;a href="http://www.nbccd.ca/en/home/programs/continuingeducation/eveningclasses/default.aspx"&gt;http://www.nbccd.ca/en/home/programs/continuingeducation/eveningclasses/default.aspx&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-5527834488949464776?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/5527834488949464776/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2012/01/hooking-with-textures-feb-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/5527834488949464776'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/5527834488949464776'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2012/01/hooking-with-textures-feb-2012.html' title='Hooking with Textures Feb 2012  Fredericton'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-3924397514212818777</id><published>2011-10-07T17:43:00.000-07:00</published><updated>2011-10-07T17:53:14.061-07:00</updated><title type='text'>Fall 2011 Courses</title><content type='html'>Rug Hooking&lt;br /&gt;Doris Norman, Rug Hooker&lt;br /&gt;Tuesday 6-9 pm&lt;br /&gt;This course will include the hooking of primitive flowers, leaves,&lt;br /&gt;borders and backgrounds, discussion of Maritime history, and&lt;br /&gt;an introduction to dyeing, use of texture and recycled wool.&lt;br /&gt;Students can bring their own material or purchase from Doris by&lt;br /&gt;contacting her through her email: danorman@nbnet.nb.ca&lt;br /&gt;&lt;br /&gt;&lt;u&gt;http://www.nbccd.ca/en/home/programs/continuingeducation/eveningclasses.aspx&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5--Gx39iQ9o/To-cjLJYG7I/AAAAAAAAABQ/0bTPSMmu3P4/s1600/IMG_0018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="228" src="http://3.bp.blogspot.com/-5--Gx39iQ9o/To-cjLJYG7I/AAAAAAAAABQ/0bTPSMmu3P4/s320/IMG_0018.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-3924397514212818777?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/3924397514212818777/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2011/10/fall-2011-courses.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/3924397514212818777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/3924397514212818777'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2011/10/fall-2011-courses.html' title='Fall 2011 Courses'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-5--Gx39iQ9o/To-cjLJYG7I/AAAAAAAAABQ/0bTPSMmu3P4/s72-c/IMG_0018.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-9036189412955335438</id><published>2011-04-12T18:06:00.000-07:00</published><updated>2011-04-12T18:06:01.507-07:00</updated><title type='text'>Teaching in St. Andrews</title><content type='html'>&lt;strong&gt;Where: Sunbury Shores Arts and Nature Centre&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;RUG HOOKING&lt;/strong&gt; with Doris Norman&lt;br /&gt;&lt;strong&gt;Friday&lt;/strong&gt;, May 27 &amp;amp; &lt;strong&gt;Saturday&lt;/strong&gt; May 28 (2 days)&lt;br /&gt;&lt;strong&gt;Time&lt;/strong&gt;: &lt;strong&gt;Fri&lt;/strong&gt;. 6 – 9pm &lt;strong&gt;Sat&lt;/strong&gt;.- 9:00am – 4:00pm&lt;br /&gt;&lt;strong&gt;Course Fee&lt;/strong&gt;: $55.00 member of Sunbury Shores/ $75.00 non-members (+HST)&lt;br /&gt;&lt;strong&gt;Materials&lt;/strong&gt;:  $55.00 (from instructor)  &lt;br /&gt;&lt;br /&gt;"A Glittering Dragon Fly" This short Rug Hooking course is interesting  and challenging for beginner and intermediate students.  We use the  traditional rug hooking technique in the background. Glittery threads  and yarns are incorporated into the dragonfly design. The project is  started in class and finished at home. It may be used as a pillow, wall  hanging or sewn onto a jacket.  It is a small project that is fun and  easy to do with the additional challenge of working with the threads and  yarns.  The design is 8" x 10" on linen backing For $55 including  pattern, wool flannel, yarns, threads, cording and yarn for finishing.&lt;br /&gt;&lt;br /&gt;To register: http://www.sunburyshores.org/&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-9036189412955335438?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/9036189412955335438/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2011/04/teaching-in-st-andrews.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/9036189412955335438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/9036189412955335438'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2011/04/teaching-in-st-andrews.html' title='Teaching in St. Andrews'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-3331052089440479044</id><published>2011-01-01T12:13:00.000-08:00</published><updated>2011-01-01T12:13:27.922-08:00</updated><title type='text'>Links to My Courses</title><content type='html'>&lt;span style="color: red;"&gt;Welcome to the new year&lt;/span&gt;.&amp;nbsp; I have updated my blog to list the courses I will be teaching this year.&lt;br /&gt;&lt;br /&gt;Rug Hooking Guild of Nova Scotia - May 2011&lt;br /&gt;&lt;a href="http://rhgns.com/rug-school/spring-courses/"&gt;http://rhgns.com/rug-school/spring-courses/&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_Pm60LtKagnY/TR-DKGg8U7I/AAAAAAAAAA8/h-FnADewMzc/s1600/Copy+of+From+Kathy+351.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/_Pm60LtKagnY/TR-DKGg8U7I/AAAAAAAAAA8/h-FnADewMzc/s320/Copy+of+From+Kathy+351.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;EdVentures New Brunswick - July 2011&lt;br /&gt;&lt;a href="http://www.edventures.ca/en/"&gt;http://www.edventures.ca/en/&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_Pm60LtKagnY/TR-KMcYLXSI/AAAAAAAAABI/s6Ok4EGNgaE/s1600/P6070033.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/_Pm60LtKagnY/TR-KMcYLXSI/AAAAAAAAABI/s6Ok4EGNgaE/s320/P6070033.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-3331052089440479044?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/3331052089440479044/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2011/01/links-to-my-courses.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/3331052089440479044'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/3331052089440479044'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2011/01/links-to-my-courses.html' title='Links to My Courses'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_Pm60LtKagnY/TR-DKGg8U7I/AAAAAAAAAA8/h-FnADewMzc/s72-c/Copy+of+From+Kathy+351.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-4176748313551685651</id><published>2009-04-08T16:07:00.000-07:00</published><updated>2009-04-08T17:28:12.749-07:00</updated><title type='text'>EdVentures Fredericton</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Pm60LtKagnY/Sd1BCE49ESI/AAAAAAAAAAc/IVP-3h9T7rw/s1600-h/image001.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_Pm60LtKagnY/Sd1BCE49ESI/AAAAAAAAAAc/IVP-3h9T7rw/s320/image001.jpg" alt="" id="BLOGGER_PHOTO_ID_5322481838549963042" border="0" /&gt;&lt;/a&gt;I would love for you to join me at EdVentures in Fredericton, New Brunswick for a  course this summer!   I am teaching:&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;a alt="Rug Hooking: Introduction to Shading" href="http://www.edventures.ca/en/workshops/RugHookingIntroductiontoShading.asp" title="Rug Hooking: Introduction to Shading"&gt;&lt;u&gt;Rug Hooking: Introduction to Shading&lt;/u&gt;&lt;/a&gt;, July 18 &amp;amp; 19, 2009&lt;br /&gt;&lt;a alt="Rug Hooking Maritime Flowers" href="http://www.edventures.ca/en/workshops/RugHookingMaritimeFlowers.asp" title="Rug Hooking Maritime Flowers"&gt;&lt;u&gt;Rug Hooking Maritime Flowers&lt;/u&gt;&lt;/a&gt;, July 20 - 24, 2009&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;For more information, check this website:&lt;br /&gt;&lt;br /&gt;http://www.edventures.ca/en/instructors/NormanDoris.asp&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;My Bio: I have taught rug hooking at schools and retreats in Nova Scotia, New Brunswick, Burlington and Georgetown Ontario, Vancouver, Oregon, and at the New Brunswick College of Craft and Design. I am an accredited Pearl McGown Teacher, USA and a Teacher of the Rug Hooking Guild of Nova Scotia.  I am also a member of numerous rug hooking guilds and have exhibited my work at the Beaverbrook Art Gallery, Memorial Hall on the University of New Brunswick campus, the Old Government House Art Gallery, and the York Sunbury Museum.&lt;br /&gt;&lt;br /&gt;Come join me this summer!  I take a particular interest in all aspects of rug hooking design specifically Celtic, Jacobean, William Morris, and Pictoral. &lt;p class="none"&gt;&lt;strong&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-4176748313551685651?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/4176748313551685651/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/edventures-fredericton.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4176748313551685651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4176748313551685651'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/edventures-fredericton.html' title='EdVentures Fredericton'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_Pm60LtKagnY/Sd1BCE49ESI/AAAAAAAAAAc/IVP-3h9T7rw/s72-c/image001.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-934461149978232309</id><published>2009-04-05T19:14:00.000-07:00</published><updated>2009-04-05T19:17:31.048-07:00</updated><title type='text'>Teaching in St. Andrew's, New Brunswick</title><content type='html'>&lt;strong&gt;Summer 2009&lt;/strong&gt;&lt;p&gt;  &lt;/p&gt;&lt;h3&gt;RUG HOOKING&lt;/h3&gt; &lt;img src="http://www.sunburyshores.org/images/rughooking.jpg" vspace="6" align="right" hspace="6" /&gt; July 27 – 31, 2009 &lt;h4&gt;&lt;i&gt;Doris Norman&lt;/i&gt;&lt;/h4&gt; This is a rug-hooking course for those with any level of experience, including beginners. During the week, you will learn how to dye wool using tea, coffee, onionskins, rhubarb leaves, kool-aid and turmeric. In addition, you will be shown finishing techniques, as well as how to hook in the traditional manner of our grandmothers. Wool and a small design, depicting land and sea, will be available for purchase or students may bring a design or pattern with wool to class. This course includes a boat trip into Passamaquoddy Bay to gather inspiration.&lt;br /&gt;&lt;br /&gt;http://www.sunburyshores.org/rughooking.shtml&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-934461149978232309?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/934461149978232309/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/teaching-in-st-andrews-new-brunswick.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/934461149978232309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/934461149978232309'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/teaching-in-st-andrews-new-brunswick.html' title='Teaching in St. Andrew&apos;s, New Brunswick'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8138636739118318427.post-4285307836810947978</id><published>2009-04-05T18:44:00.001-07:00</published><updated>2009-04-05T19:18:46.396-07:00</updated><title type='text'>First Blog - WELCOME!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Pm60LtKagnY/SdlfDjwf9bI/AAAAAAAAAAM/ZCIx8mrAtNE/s1600-h/From+Kathy+353.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_Pm60LtKagnY/SdlfDjwf9bI/AAAAAAAAAAM/ZCIx8mrAtNE/s320/From+Kathy+353.jpg" alt="" id="BLOGGER_PHOTO_ID_5321388949457860018" border="0" /&gt;&lt;/a&gt;Welcome to my blog.  I hope you find the information interesting and useful.  I have been hooking for over 25 years and hope this wonderful art is passed on for generations to come.&lt;br /&gt;&lt;br /&gt;Doris&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8138636739118318427-4285307836810947978?l=dorisrughooking.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dorisrughooking.blogspot.com/feeds/4285307836810947978/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/april-6-2009.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4285307836810947978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8138636739118318427/posts/default/4285307836810947978'/><link rel='alternate' type='text/html' href='http://dorisrughooking.blogspot.com/2009/04/april-6-2009.html' title='First Blog - WELCOME!'/><author><name>Doris's Rug Hooking Studio</name><uri>http://www.blogger.com/profile/12153322682670729510</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_Pm60LtKagnY/SdlfDjwf9bI/AAAAAAAAAAM/ZCIx8mrAtNE/s72-c/From+Kathy+353.jpg' height='72' width='72'/><thr:total>0</thr:total></entry></feed>
