tag:blogger.com,1999:blog-19028131061611231842024-03-04T21:33:56.868-08:00LEquiltsThe Fabric Art of a Retired TeacherLindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.comBlogger56125tag:blogger.com,1999:blog-1902813106161123184.post-9971180341231559052014-08-16T13:06:00.001-07:002014-08-16T13:06:39.270-07:00Quilting the PsalmsIn 2007 I ordered a pattern called Quilting the Psalms from Carol Honderich at <a href="http://www.patternsoffaith.com/">http://www.patternsoffaith.com/</a> . The collection includes 32 traditional pieced blocks and 32 applique blocks which represent key verses in the Psalms. I completed all of the blocks in 2008. I wasn't sure how I wanted to arrange them, but felt that I needed a large focus block to act as the centerpiece for my quilt. The inspiration for that came when we were visiting our son in Northern Illinois. We attended the local Lutheran church, and I saw a banner at the front of the sanctuary that depicted the Good Shepherd. The minute I saw that banner, I knew I had the perfect focus for my quilt. As soon as church was over, I drew a quick sketch of the part of the banner that I wanted to use. From that sketch, I created "The Lord is my Shepherd" applique block. <br />
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The quilt top was completely assembled in 2008. I was relatively new to quilting at that time, and I was very much afraid that I would ruin my quilt top with my novice quilting skills. Therefore, I folded the quilt top and put it on a shelf in the closet. <br />
On New Year's Day this year, 2014, I set my goals for the year. One of them was to finish one of the quilt tops that languished in a closet. In June I took out all of my unfinished tops. (There are quite a few of them.) I decided that it was time to machine quilt my Psalms quilt. I took my time - doing only a few blocks each day. If you look carefully at the picture below, you can see the ChiRho, Trinity symbol, and dove quilted in the large purple areas. I quilted each of the small blocks in a way to emphasize the pattern of the individual block. <br />
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All in all, I am very pleased with the finished quilt. Sure, there are lots of mistakes, but hopefully, I'm the only one who will notice them. <br />
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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com2tag:blogger.com,1999:blog-1902813106161123184.post-66971723063540478492013-10-03T14:19:00.000-07:002013-10-03T14:19:25.904-07:00Wisconsin Cabin<a href="http://www.blogger.com/blogger.g?blogID=1902813106161123184" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=1902813106161123184" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>My sister and brother-in-law have a cottage on a small lake in Northern Wisconsin. When I saw this pattern called Pine Lake Lodge, I knew I would enjoy making it, since it reminds me of Mary and Duane's cottage. The pattern is available <a href="http://www.quilterswarehouse.com/p-4392-pine-lake-lodge-pattern.aspx" target="_blank">here</a>. The finished wall hanging measures about 12-1/2 X 16-3/4". It's about the size of a picture that you would hang on a wall. It was lots of fun to make and took about a week from beginning to end.<br />
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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-53518746637873996812013-07-08T12:06:00.000-07:002013-07-11T17:15:04.881-07:00Pineapple Crazy Wall Hanging<div class="separator" style="clear: both; text-align: center;">
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I started working on tiny Pineapple blocks last January while living in our 5th wheel trailer in Fairhope, Alabama. I thought I would get quite a few blocks made but never thought I would get all of the 4" blocks finished while we were down there. However, all of the blocks for the center were completed by the time we returned home in early March.<br />
I spent a lot of time agonizing over the border. I tried a variety of different pieced blocks but none of them framed the center well. Finally I made some scrappy pieced flying geese units that pleased me. Once I got the top together with the border, I began thinking about the quilting. I decided to outline all the light areas to help emphasize the star that is formed with the light fabrics. That worked very well. I added some feathered stitching in the flying geese border which also looked good.<br />
My final step was to make a hanging sleeve on the back of the quilt, and then I put on the binding.<br />
Here is the final result hanging from my quilt display shelf in the upstairs hallway of our home.<br />
<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-57585936052090300662012-11-04T08:08:00.001-08:002012-11-12T09:59:20.095-08:00Fairhope Log Cabin QuiltI have finally completed my log cabin quilt made from 3" blocks. I started this quilt 3 years ago. It was a perfect take-along project to be made when we were traveling in our 5th wheel trailer. I always take my 1936 Singer Featherweight sewing machine with me in the trailer. It is small enough to sit on one corner of the dining table in the trailer without getting in the way. I only needed to take two medium-sized bins of scraps - one bin of light scraps and one bin of dark. <br />
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This project began in December of 2009. I was in no great hurry to finish, and I had no idea of what size it would be when I started. I simply enjoyed making the little blocks. Many of my winter friends at Coastal Haven RV Park in Fairhope gave me small scraps that were leftover from their sewing projects. The pieces in this quilt are so small that most people threw that size scrap away. The blocks finish at 3" and have 17 logs per block, so the logs were only about 1/4" wide. <br />
I finished piecing the quilt last winter and added a red inner border surrounded by an outer border of log cabins. <br />
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In July I finally got around to choosing a backing and basting the quilt. The backing is a dark blue with small bits of orange in a honeycomb type of pattern. Most of you know that I am a self-taught quilter, so some of my techniques are a bit peculiar, but they work for me, so I don't care about their peculiarity. Since I am not good at free motion quilting, and this quilt required close quilting because of all the seems. I made a tissue paper pattern with my Baptist Fans quilting pattern. I pinned the pattern sections on the quilt and followed the pattern. Naturally, things would shift a bit, and the pattern tore occasionally as I sewed, but it gave me enough guidance that I was able to sew a fairly regular baptist fan. Here is a picture of part of the pattern as it is laid out on the quilt.<br />
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I was only able to quilt about an hour a day because wrestling with this big, heavy quilt on a home sewing machine caused some shoulder and back strain. Little by little, I was able to get the quilting finished. While the quilting took me about an hour to do one row of fans, it took another hour to pick out the tissue paper. Most people would not have enjoyed that part, but I was in no hurry, so picking out the paper pattern didn't bother me. I was enjoying my journey.<br />
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Once the quilting was finished, I made my quilt label, and I chose a solid black binding. Using the Perfect Binding technique taught to me and the Coastal Haven ladies by Mary Lawrence of Magnolia Springs, Alabama, I was able to easily and smoothly attach the binding. I put the final stitch in on November 1st!<br />
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Almost everyone who has seen this quilt has asked what I am going to do with it. The answer is very simple. Since it was made in the 5th wheel, it will be used in the 5th wheel. I suspect I will take many afternoon naps under this quilt which will be on the couch in the 5th wheel's living room.<br />
Another frequently asked question is:" What will you make now?" The answer is: Bonnie Hunter's Pineapple Crazy from her book <a href="http://quiltville.blogspot.com/2012/05/presenting-string-fling.html">String Fling</a>.<br />
Another often asked question is: "How many blocks are in this thing?" The answer is: 504 blocks each with 17 logs which equals 8568 pieces! Yep, that is a LOT.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com5tag:blogger.com,1999:blog-1902813106161123184.post-46532555856745036272012-07-14T17:10:00.002-07:002012-07-14T17:10:45.815-07:00Finished Landscape Quilt PiecingI finished piecing my Landscape Quilt a couple of days ago, but didn't get around to taking the pics until today.<br />
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School House</div>
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Egge General Store</div>
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I used the alphabet stitch on my Elna Pro Quilter's Dream sewing machine to write the name "Egge General Store" on the building. It's fun to be able to personalize the store sign with our family name. When my husband looked at the store section of the quilt the other day, he thought I should put a sign in the window that says: "Cash only". (My maiden name is Cash.) I'm still thinking about that and might applique a small sign in the front window of the store.</div>
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Barn</div>
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I really like the way the Barn turned out. I was a little skeptical about how the 2 red fabrics would look in the barn. Now that I'm finished, I'm quite happy with them. They contrast enough to give the depth that is needed for the shape of the barn.</div>
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Lower half of the quilt</div>
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And, finally, here is the whole quilt. I am so happy with the way it turned out. I am not very good at selecting colors for quilts. While this quilt used lots and lots of colors, (I think all of the colors of the spectrum ROYGBIV are represented) they still have to look good with one another as well as give the depth that is necessary. Now that I am finished, there is very little that I would change.<br />
This quilt will always be a favorite of mine because it reminds me of a Charles Wysocki painting. I have made quite a few needlepoint pictures of Charles Wysocki scenes. So, making this quilt seemed to be a natural fit for me. It was very challenging to get the pieces to meet up correctly. I occasionally had to do some ripping and restitching, but actually I didn't have to do as much of that as I thought I would. <br />
I have a couple of other project to complete, so I probably won't get around to the quilting of this until later in the fall. Those of you who follow my blog regularly will probably see this quilt again in the future.<br />
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If you'd like to keep up with my progress on this quilt, as well as see the other quilting items that I am making, become a follower of my blog, so you will always see my newest blog entries. To become a follower, just click "Join this site" in the right hand sidebar. Also, leave a comment so I know who has been looking at my blog.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com4tag:blogger.com,1999:blog-1902813106161123184.post-85993067334207853142012-06-29T09:18:00.000-07:002012-06-29T09:19:04.829-07:00Landscape Quilt ProgressI am making good progress on my Landscape Quilt. Last night I finished the 9th panel. There are 13 panels in the completed quilt, so I'm about 3/4 of the way finished with the piecing. This is the most fun quilt that I have ever made. I really enjoy watching the picture come together with each section that I make.<br />
At the rate I am going, I should be finished in a week or two.<br />
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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com4tag:blogger.com,1999:blog-1902813106161123184.post-84983727465864916682012-06-09T10:18:00.001-07:002012-06-09T10:18:39.457-07:00Landscape QuiltLast winter when we were in Alabama, I went with the Coastal Haven ladies to Mary Lawrence's Quilt shop in Magnolia Springs. While we were there, the pattern for a landscape quilt caught my eye. I debated and debated with myself about buying that pattern. I already had too many projects in progress or on my to-do-list. However, I was afraid that if I didn't buy the pattern, I'd be mad at myself later, so I bought it.<br />
The pattern in called "All Roads Lead to the Sea". It comes from <a href="http://www.countrycreations.net/cgi-bin/Store/store.cgi?cart_id=8453487.9087.s0&product=pattern_1&productid=501&sales=0&lastmenu=" target="_blank">Country Creations</a>.<br />
I am not particularly good at choosing fabrics, but about a month ago, I was in the mood to start this quilt. I dug through my fabric stash and found plenty of green fabrics for the trees and browns for the pathways and roofs,as well as small pieces to use here and there in the buildings, and I had a nice piece of sky fabric left from Ethan's Noah's Ark quilt. I went online to my favorite online fabric shop, <a href="http://www.connectingthreads.com/" target="_blank">Connecting Threads</a>, and was able to find fabrics that I thought would blend well for the fields, beaches, and water in the landscape. The fabrics have arrived, and I have started piecing my quilt.<br />
There are 12 panels in this quilt, and I have completed 5 so far. I am really, really enjoying the making of each panel. Every panel is a challenge because the cutting and piecing must be soooooo precise so that everything lines up correctly. Consistent quarter inch seams are crucial!<br />
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I will update you on my progress as I go along.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0tag:blogger.com,1999:blog-1902813106161123184.post-48818175098871854762012-05-09T08:39:00.000-07:002012-05-09T08:39:26.234-07:00New Baby's Truck QuiltOur son and his wife are expecting their 3rd boy in July. Therefore, I needed to make another boy quilt. I thought it would be fun to make a quilt with lots of colorful trucks. I had made a colorful train quilt for Jacob, and I really enjoyed making it. I wanted to do something similar for the new boy. So, I looked for images online of truck quilts and actually found quite a few. The one I liked the best is a Zebra Pattern which can be found <a href="http://www.zebrapatterns.com/Trucks.html" target="_blank">here</a>.<br />
I had plenty of leftover fabric from Jacob's Train quilt to make the
trucks. I also had a large piece of bright striped fabric, which was
perfect for the border, left from Ethan's Noah's Ark quilt, so I only
had to buy fabric for the backing. I am very pleased with the final result. In fact, I am displaying this quilt at the Chester Public Library as part of their Mother's Day Quilt Show this week.<br />
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In the making of this quilt, I used my Clover Binder clips. They work GREAT! It is so much easier to sew down the binding with the clips rather than using pins. They hold the binding in place at a perfect 1/4 inch. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPbbv-q_yE7a6qhUGUiry9hanssLQYmp4DYDAbYBK-cda3iqMU81mgSXgvZQ2_CAiYZybCyJgdCYoJttm4rwKWUdDES9nKc8wUCGWAJXh9F2CiGYnOz-ZFYkDgHCdY9T95Ezv2U5_rB-8/s1600/clover+wonder.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPbbv-q_yE7a6qhUGUiry9hanssLQYmp4DYDAbYBK-cda3iqMU81mgSXgvZQ2_CAiYZybCyJgdCYoJttm4rwKWUdDES9nKc8wUCGWAJXh9F2CiGYnOz-ZFYkDgHCdY9T95Ezv2U5_rB-8/s1600/clover+wonder.gif" /></a>Clover Wonder Clips are my new favorite quilting accessory. They can be purchased at a number of places. I bought a box of 50 from <a href="http://jhittlesewing.funoverload.com/sewing/specials/page_1.html" target="_blank">J Hittle Sewing</a>. J Hittle is a great place to buy quilting supplies in bulk quantities or individual items.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com2tag:blogger.com,1999:blog-1902813106161123184.post-85113946205523052872012-03-29T17:14:00.000-07:002012-04-01T07:44:04.363-07:00Coastal Haven QuiltYesterday, I received a phone call from my good friend, Linda, at Coastal Haven RV Park. She was passing on the information that the Coastal Haven ladies have decided to make a quilt together. All of the sewing ladies are to make 2 quilt blocks and bring them to Coastal Haven next winter. The blocks will be sewn together into a quilt top and quilted. Then the quilt will be raffled or auctioned. That is yet to be determined, I guess.<br />
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Since I'm still waiting for the pattern for the baby quilt to arrive, I had time yesterday afternoon to make my 2 blocks. I immediately knew that one of my blocks would be a simple Friendship Star. So I sat down and drew up a pattern for a 10" block. I looked through my stash of fabric and found a blue and a blue on gold that looked nice together.<br />
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After finishing the Friendship Star, I decided to try my hand at making a Flower Basket block. I have never made one of those and had always wanted to try it, so this was a perfect time to make a Flower Basket. I found 6 different red fabrics to use as the flowers, and I had a nice brown that made a great basket. The background fabric has a very pale pink pattern running through it. The picture doesn't show that, so just take my word for it that there is a pattern in the background fabric.<br />
There are a lot of free patterns for 10" blocks on the Internet. Quilter's Cache is a great site to find just what you want. There are patterns for beginners, intermediate, and skilled quilters. Click <a href="http://www.quilterscache.com/BlocksbySizeB.html" target="_blank">here</a> and just scroll down the page on Quilter's Cache's website to the list of 10" blocks.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0tag:blogger.com,1999:blog-1902813106161123184.post-81764878557133286182012-03-24T13:39:00.000-07:002012-03-24T13:39:28.697-07:00Postage Stamp BlocksI am waiting for a quilt pattern to arrive that I ordered a couple of
days ago. It is a truck quilt pattern for the baby quilt that I will
make for my newest anticipated grandson. I don't want to begin any
other projects until I make the baby quilt, so today I took out my
overflowing container of 1 1/2" squares and strips. I sorted them into
dark and light, and then started sewing them together into sets of two.<br />
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Whenever
I finish making a quilt or other project, I cut my scrap pieces into
usable sizes for other scrap quilts. I use an adaptation of Bonnie
Hunter's <a href="http://quiltville.com/scrapusersystem.shtml" target="_blank">scrap users system</a>.
Many of the fabrics are gifts from my good friends who know that I use
small pieces in many of my quilts. I really enjoy making tiny blocks
from pieces that most people throw away. Adding other people's scraps to
my own gives me a much greater variety. Some of you reading my blog
may recognize some of your fabrics in these piles of squares and strips.<br />
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I
find it relaxing to mindlessly chain piece these little "twosies". It
really doesn't take long to get a rather substantial pile behind my
sewing machine.<br />
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The
photo to the right shows you how small the little squares are compared
to a quarter. That little scrap of fabric comes from Rosanne at
Coastal Haven. Last spring she sent a bag full of scraps to me via
Linda Saunders. I have had fun using her scraps. They have found their way into mug rugs, place mats, my
log cabin quilt, and now my postage stamp blocks. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8bhVlyd1Zh-qJpWmf5B6i-hOh3wetTbQVBxYRs2wyLhaxyvOEURHzrcxBeKPZuCvjm4WEKbwunUnchjNqNJK-dENA8Eq45hYayh50OT_aTKn_AisskA49xHOnm7GklsIeJelZeBTXQO0/s1600/postage+stamp6.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8bhVlyd1Zh-qJpWmf5B6i-hOh3wetTbQVBxYRs2wyLhaxyvOEURHzrcxBeKPZuCvjm4WEKbwunUnchjNqNJK-dENA8Eq45hYayh50OT_aTKn_AisskA49xHOnm7GklsIeJelZeBTXQO0/s320/postage+stamp6.JPG" width="320" /></a></div>
<br />
Here
is one of the finished 4 patches. When I get a few hundred of these,
I'll start sewing them together. I like to wait until there is a lot of
variety before putting them together.<br />
I have no idea how long it
will take me to make a quilt of these little blocks, but I am in no
particular hurry. So, if it takes me several years, that's just fine.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0tag:blogger.com,1999:blog-1902813106161123184.post-36123959698247409382012-03-21T13:05:00.000-07:002012-03-21T13:05:34.775-07:00Ipad slip case<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYr7necbSI4QJxy3kQvhZNAEqALUx7iiPqOxLTzTaAp3KkTGDvKfXhUBJPFA6y0boNpMdk4PxcIOPDvpjqhDmULBNne5mhki_cd2mX7D9kDq2EbUG_pesP9lhhcitbAbK91HlhCbTWHQ/s1600/Ipad+Case3.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYr7necbSI4QJxy3kQvhZNAEqALUx7iiPqOxLTzTaAp3KkTGDvKfXhUBJPFA6y0boNpMdk4PxcIOPDvpjqhDmULBNne5mhki_cd2mX7D9kDq2EbUG_pesP9lhhcitbAbK91HlhCbTWHQ/s320/Ipad+Case3.JPG" width="320" /></a></div>
<br />
When the new Ipad came out, I decided to get one of the old Ipad2's at a reduced price. I've been having fun learning to use it. Naturally, it needed a padded case, so that it will be protected when I take it along on trips. <br />
I spent quite a bit of time searching the internet for a free pattern. There are a lot of patterns out there. I decided that I liked this one the best. It is a free pattern by Pat Bravo found <a href="http://www.patbravo.com/files/tablet_coverlet_instructions.pdf" target="_blank">here</a>.<br />
Instead of using 3 different fabrics as in the directions, I decided to use just 2. I am very pleased with how nice the case turned out. <br />
Now my Ipad has a nice cozy padded case to protect it on our travels.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh62-PnMENtzNFQxsa-1VQa-m4ovUkdVY4QrNwPQmPfnWWKP1CD275Sbvxk6GqLeqt4XkSbSVu6nvr4Qnr6daP3FBqbg9c-0VfKYHtQw3B-8kiVPRtQBPIV7oSXH2VisaQ0VoyRdrn9_gU/s1600/Ipad+case+2.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh62-PnMENtzNFQxsa-1VQa-m4ovUkdVY4QrNwPQmPfnWWKP1CD275Sbvxk6GqLeqt4XkSbSVu6nvr4Qnr6daP3FBqbg9c-0VfKYHtQw3B-8kiVPRtQBPIV7oSXH2VisaQ0VoyRdrn9_gU/s320/Ipad+case+2.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQUgRFagWzbS3psm-TzB6zciwd3daa5KXz1CEEKjIOPH9CUd7sE59-bkKgD5BNgf0TL3cxV_uVzdGR8QfprB69rrNif23zcw2gV7-J6zQonlq4UpVm_11xNoEb4VCKoMrMeVi7W6IuRAI/s1600/IPad.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQUgRFagWzbS3psm-TzB6zciwd3daa5KXz1CEEKjIOPH9CUd7sE59-bkKgD5BNgf0TL3cxV_uVzdGR8QfprB69rrNif23zcw2gV7-J6zQonlq4UpVm_11xNoEb4VCKoMrMeVi7W6IuRAI/s320/IPad.JPG" width="320" /></a>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-34700082764304468122012-03-01T10:01:00.000-08:002012-03-01T10:01:47.125-08:00Earth, Wind, and WaterMy latest project is the Earth, Wind, and Water table runner. I have had this pattern for a couple of years. It was featured online at Quiltmaker.com. This table runner uses the off-center pineapple block from the Great Balls of Fire quilt which appeared in Quiltmaker Sept/Oct '09. I used Dark Blue, Burgandy, Medium blue, light blue, and a white background in my version.<br />
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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0tag:blogger.com,1999:blog-1902813106161123184.post-74661415699852832012012-02-17T12:18:00.000-08:002012-02-17T12:18:30.056-08:00Log Cabin QuiltToday I put the final border on my Log Cabin Quilt. I've been working on it for about 3 years when we are in our 5th Wheel. This has been my take-along project. The blocks are tiny 3" squares with 17 pieces in each block. There are 502 of these blocks! When I do the math on this, it adds up to 8534 pieces. <br />
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I really enjoy looking at the fabrics because they remind me of the many friends who have given me little pieces of fabric to put into it. Only the inside border was made from yardage. Everything else was made from pieces that were intended to be thrown away. This photo below gives a good perspective of how small the pieces are in comparison to the quarter.<br />
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<img alt="" height="480" 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" 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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com16tag:blogger.com,1999:blog-1902813106161123184.post-63672097609819091352012-02-08T08:57:00.000-08:002012-02-08T08:57:08.631-08:00Chenille Hot PadsThis week Mary Lawrence came to teach us how to make Chenille Hot Pads from flannel. This was the easiest project that we have had, and it was LOTS O' FUN as you can see in the photos.<br />
Here Mary is showing us the fabric combinations that we can choose. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ5uv9ra0rKliOElfJ6c1NZdtDXHjVLUSs9oOdxvAnIvp2Z7LuWw0XcRejOkhoAjsmo2drfA-0w4a85lPY6icdE6U8X98xLvyPCXqbYksutw9wIv3y1lj_8eb8-iEjemlgq_lDZQ2tUeM/s1600/002.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ5uv9ra0rKliOElfJ6c1NZdtDXHjVLUSs9oOdxvAnIvp2Z7LuWw0XcRejOkhoAjsmo2drfA-0w4a85lPY6icdE6U8X98xLvyPCXqbYksutw9wIv3y1lj_8eb8-iEjemlgq_lDZQ2tUeM/s320/002.JPG" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLNB_FI-P2Fo39htNg7CK5L29aKudVZkt6X226n_e43Lr0020ZQ50cADEoSynV75AHGkpildDP0Wu7JWHzUVwdJ8GMj1-Lzcrf1pm0aq9yK2SxSFW9b_0Ghvidv-XGewC55caiZ1l1JC4/s1600/001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLNB_FI-P2Fo39htNg7CK5L29aKudVZkt6X226n_e43Lr0020ZQ50cADEoSynV75AHGkpildDP0Wu7JWHzUVwdJ8GMj1-Lzcrf1pm0aq9yK2SxSFW9b_0Ghvidv-XGewC55caiZ1l1JC4/s320/001.JPG" width="320" /></a></div>
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<span style="font-size: large;"><b>Tutorial</b></span> <span style="font-size: large;"><b>for Chenille Hot Pad</b></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Use 2 contrasting colors of flannel fabric.</span></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Cut 2 large squares 9 1/2" of the focus fabric</span>.</span></div>
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<span style="font-size: large;"><span style="font-size: small;">Cut 1 smaller square 9" of the focus fabric.</span></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Cut 2 smaller squares 9" of the contrasting fabric.</span></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Cut 1 square 8 1/2" of batting.</span></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Cut 1 strip 3" x width of fabric</span></span></div>
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<span style="font-size: large;"><span style="font-size: small;">Make a quilt sandwich of the 9 1/2" focus fabric squares and the square of batting.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicq2Zx8dMo_g8K2wH6S6m9YS0mYhYhgVlA0wUg0t_JgfJVxaQ-aKcca4IPJAwxNdEi0ELI5oXqm5BmnLskBFxO8jNj3_3lPptQzsQNN0ylZFFgrDlr3moK3KdK0cLNlk7Oh9ccEubEmRM/s1600/005.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span id="goog_189536647"></span><span id="goog_189536648"></span><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicq2Zx8dMo_g8K2wH6S6m9YS0mYhYhgVlA0wUg0t_JgfJVxaQ-aKcca4IPJAwxNdEi0ELI5oXqm5BmnLskBFxO8jNj3_3lPptQzsQNN0ylZFFgrDlr3moK3KdK0cLNlk7Oh9ccEubEmRM/s320/005.JPG" width="320" /></a><br />
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Lay the 2 contrasting 9" squares on top of the quilt sandwich. Lay them both right sides up. Then place the remaining focus fabric 9" square on top of them. Again laying the square right side up. Pin all 6 of these layers together.<br />
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Now sew diagonally from corner to corner. (Use a stitch length of about 3). Then sew parallel lines about 3/8" to 1/2" apart on each side of the original diagonal line. <br />
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Sew until you have 6 channels on each diagonal as shown below.</div>
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Then carefully cut up the center of each channel.<span style="background-color: yellow;"> </span><b style="color: black;"><span style="background-color: yellow;">You will be cutting through the top 3 layers only!</span></b> Stop about 1/4" from the stitching lines that crisscross in the center of the hot pad.<br />
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All that is left to do is to trim the sides and square up the pad. Attach the binding using a 1/2" seam allowance. The binding can be sewn down on the back side by hand or by machine.<br />
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Here we are finishing our chenille pads and lending a helping hand. It's so much fun sewing with the ladies at Coastal Haven. They are all so helpful and willing.<br />
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Yes! Rosanne did not escape my camera today!<br />
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You can brush the cut sections to "fluff" them or simply toss the finished hot pad in the washer to "fluff" them.<br />
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Aren't we proud of our work? Just look at those big smiles.<br />
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Even left-handers can do this project ;-)<br />
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Of course, our cook was on hand to feed us a nourishing lunch. (I think Sandy offered a helping hand.) This time it was sloppy joes and 2 kinds of soup! The chicken soup was soooo full of chicken and vegetables, there wasn't any room for noodles. For dessert there were 2 kinds of brownies. Thank you, Linda, once again for a great meal.<br />
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<br />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-85426051434539017012012-02-01T18:29:00.000-08:002012-02-03T04:50:48.265-08:00Breakfast at Panini Pete'sAbout once a month during the winter, the ladies at Coastal Haven go into Fairhope and have breakfast at Panini Pete's followed by a visit to The Company of Angel's store.<br />
These pictures say it all. (And this time Rosanne is in the pictures!) Thanks, Deanne, for sharing your photos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi94hmYnbRFvvJ2tYDNfEeFq3EKxJfC-bmo4RVj2Y45i7XuEJyQ_w6knr-bCWfgkuUeWQAbI2n4dK1Sp2egRTuOVXDK2Kr3fRQp76THD66RVdxbOcOtE5wem-2hbcR5HuqDwRfuj9IsGkI/s1600/breakfast+at+petes+003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi94hmYnbRFvvJ2tYDNfEeFq3EKxJfC-bmo4RVj2Y45i7XuEJyQ_w6knr-bCWfgkuUeWQAbI2n4dK1Sp2egRTuOVXDK2Kr3fRQp76THD66RVdxbOcOtE5wem-2hbcR5HuqDwRfuj9IsGkI/s400/breakfast+at+petes+003.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCllaO0gKaHNxFhm3eWcBTQqifZgRiecEBWKZKPW5Shf7Yv288VblmOmxugNl66YPDFuSKlKRk2L7QB0egfjDtdhh4uMDDLWFCFiKdS5N_m68bjbswOwIndLWcJaIWHA1fRHOXYU_qUAQ/s1600/breakfast+at+petes+005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCllaO0gKaHNxFhm3eWcBTQqifZgRiecEBWKZKPW5Shf7Yv288VblmOmxugNl66YPDFuSKlKRk2L7QB0egfjDtdhh4uMDDLWFCFiKdS5N_m68bjbswOwIndLWcJaIWHA1fRHOXYU_qUAQ/s640/breakfast+at+petes+005.jpg" width="640" /></a></div>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com2tag:blogger.com,1999:blog-1902813106161123184.post-36244524387335244132012-01-27T09:50:00.000-08:002012-02-02T19:16:45.440-08:00Starburst Hot Pad Tutorial<div class="separator" style="clear: both; text-align: center;">
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These directions are the best of my recollection from the class I took a few days ago. The instructor did not have written directions, so I've tried to recreate what we did in that class. I've also added a few of my own suggestions.<br />
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<span style="font-size: 14pt;">Starburst Hot Pad Tutorial</span></div>
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<span style="font-size: 14pt;">Materials:</span></div>
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<u><span style="font-size: 14pt;">Fabric A</span></u></div>
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<span style="font-size: 14pt;">Cut 12 – 3” x 4 1/2” </span></div>
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<span style="font-size: 14pt;"> 4 – 3 ½” x 3 ½”</span></div>
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<u><span style="font-size: 14pt;">Fabric B</span></u></div>
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<span style="font-size: 14pt;">Cut 8 – 3” x 4 ½”</span></div>
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<u><span style="font-size: 14pt;">Fabric C</span></u></div>
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<span style="font-size: 14pt;">Cut 8 – 3” x 4 ½”</span></div>
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<u><span style="font-size: 14pt;">Fabric D</span></u></div>
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<span style="font-size: 14pt;">Cut 8 – 3” x 4 ½”</span></div>
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<span style="font-size: 14pt;">Binding = Width of Fabric x 2 ¼”</span></div>
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<span style="font-size: 14pt;">Hanger = 1” x 5”</span></div>
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<span style="font-size: 14pt;">Backing = 10” x 10”</span></div>
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<span style="font-size: 14pt;">Foundation = 10” x 10”</span></div>
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<span style="font-size: 14pt;">Batting = 10” x 10”</span></div>
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<span style="font-size: 14pt;">Directions:</span></div>
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<span style="font-size: 14pt;">Cut fabrics. You can use any number of fabrics that you like – 2,3,4, or 5. These directions and photos show 4 fabrics. Fabric A was used for row 1 and row 4 in the sample. Row 1 uses 4 rectangles while all other rows use 8 rectangles. Careful measuring is very important in making the stars symmetrical.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Row 1</span></b></div>
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<span style="font-size: 14pt;">Step 1:</span></div>
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<span style="font-size: 14pt;">Take the 4 rectangles for the first row and press ½” along one long side of each rectangle</span></div>
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<span style="font-size: 14pt;"> </span><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC4d5tE06zbNMqmQlrrs8nJXeCRE-T779Qt_8tDhsyoE8_FQrc9TO6uM2CtSXHkXOz4LSX3lLLjxX0C6TTBrAsHTP1Bk2vvvIFlxWFNaObXfOMU8K6gPCaJID6eoJOtpsYQsh0S2vrFmU/s320/009.JPG" width="320" /></div>
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<span style="font-size: 14pt;">Then fold the pressed rectangle to form a square. Press again. This pressing line is used as the sewing line. You may want to draw a line down the middle of the rectangle for the sewing line instead of pressing.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGj0MhKuwCEEklTayfbNHY1e7_uCvaP8a0F10fLi6mr_K87RH9QsTbqA9rGlR1mMIDR0dCq_uzb-T_CFKfswbBrUVoxb4yCbSyFSwc3nynm7pLvD8QLZdnpsKBlAj3cc9XI2mO4Fzle5o/s1600/010.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGj0MhKuwCEEklTayfbNHY1e7_uCvaP8a0F10fLi6mr_K87RH9QsTbqA9rGlR1mMIDR0dCq_uzb-T_CFKfswbBrUVoxb4yCbSyFSwc3nynm7pLvD8QLZdnpsKBlAj3cc9XI2mO4Fzle5o/s1600/010.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGj0MhKuwCEEklTayfbNHY1e7_uCvaP8a0F10fLi6mr_K87RH9QsTbqA9rGlR1mMIDR0dCq_uzb-T_CFKfswbBrUVoxb4yCbSyFSwc3nynm7pLvD8QLZdnpsKBlAj3cc9XI2mO4Fzle5o/s320/010.JPG" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC4d5tE06zbNMqmQlrrs8nJXeCRE-T779Qt_8tDhsyoE8_FQrc9TO6uM2CtSXHkXOz4LSX3lLLjxX0C6TTBrAsHTP1Bk2vvvIFlxWFNaObXfOMU8K6gPCaJID6eoJOtpsYQsh0S2vrFmU/s1600/009.JPG" style="margin-left: 1em; margin-right: 1em;"></a><span style="font-size: 14pt;"> </span></div>
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<span style="font-size: 14pt;">Step 2:</span></div>
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<span style="font-size: 14pt;">Draw a line down the center of the foundation fabric from top to bottom (I’m using a scrap of brown fabric). Then draw a line across the center from left to right. Finally, draw diagonal lines from corner to corner, so that all of the lines cross at the center of the foundation. These lines will serve as guides when you begin sewing the star points.</span></div>
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<span style="font-size: 14pt;">Step 3:</span></div>
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<span style="font-size: 14pt;">Place one of the Row 1 rectangles along one of the guidelines. Make sure that the center of the rectangle aligns with the center of the foundation, as shown in the next picture.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjjIC-PYjn5J3IHDhefYapI2bA5d1VYUFBzcH7n4HAkd2-tIXjtKOnGS8WSzQoymmgNgfjwXQTptXYaP-NATrXQA6Itfa-dvvQ_IQL6WDt7vHaFWDzENuxSQvATPTDHj4r6EevInbhYDI/s1600/012.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjjIC-PYjn5J3IHDhefYapI2bA5d1VYUFBzcH7n4HAkd2-tIXjtKOnGS8WSzQoymmgNgfjwXQTptXYaP-NATrXQA6Itfa-dvvQ_IQL6WDt7vHaFWDzENuxSQvATPTDHj4r6EevInbhYDI/s320/012.JPG" width="320" /></a></div>
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<span style="font-size: 14pt;">Stitch down the center of the rectangle. Use the fold line on the rectangle to align with the line drawn on the foundation fabric. Take a back stitch at the beginning of your sewing for reinforcement.</span></div>
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<span style="font-size: 14pt;">Step 4:</span></div>
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<span style="font-size: 14pt;">Place another rectangle above the 1<sup>st</sup> one and stitch down the center of the 2<sup>nd</sup> rectangle as shown below.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgChmALV-p8qJspe2ZvPj6REEWSQAb5Bpbpu9gAVIJCdl3XoXAU6wMcvZy9Lb7Y0oqhc8HAmY5ZWo_z0eI6etTkQ39TpHkFer2UqRDMQX3Sjm7yVdF1WrKvhnh65pD1VDEJfquxN3vPD0Y/s1600/014.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgChmALV-p8qJspe2ZvPj6REEWSQAb5Bpbpu9gAVIJCdl3XoXAU6wMcvZy9Lb7Y0oqhc8HAmY5ZWo_z0eI6etTkQ39TpHkFer2UqRDMQX3Sjm7yVdF1WrKvhnh65pD1VDEJfquxN3vPD0Y/s320/014.JPG" width="320" /></a></div>
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<span style="font-size: 14pt;">Fold as shown below.</span></div>
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<span style="font-size: 14pt;">Step 5:</span></div>
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<span style="font-size: 14pt;">Lay the 3<sup>rd</sup> rectangle as shown and sew down the center. Do the same with the 4<sup>th</sup> rectangle.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwyQJ5Gr0GtMDwBZrSu-elwrDvY1aTVQG5aNMC1xhR4EP9wePVTgeMUOXD8Z-ZkD37nAgrSQJkbVWvdLJ9KicfLLBLmxFtYb04MQiR70r9AcIz9WAyYT09jdyl0omrekPWyylGIz7TcGQ/s1600/016.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwyQJ5Gr0GtMDwBZrSu-elwrDvY1aTVQG5aNMC1xhR4EP9wePVTgeMUOXD8Z-ZkD37nAgrSQJkbVWvdLJ9KicfLLBLmxFtYb04MQiR70r9AcIz9WAyYT09jdyl0omrekPWyylGIz7TcGQ/s320/016.JPG" width="320" /></a></div>
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<span style="font-size: 14pt;">Then fold the 3<sup>rd</sup> and 4<sup>th</sup> rectangles the same as the first 2. Then press.</span></div>
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<span style="font-size: 14pt;">Your center should look like the photo below.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6pyNkp_uqnXsMoRJbFsZmnT12j_4CK_ebD49zv0xmPm2e2086cnxQV-fsVxN_4ia7heG3JESZF1paydYtTPUiRo_yRmJSzPMZXYsU-WMQpDWn11FE2bP1veveQ2b3Y79xU9Bm6BfabE/s1600/017.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6pyNkp_uqnXsMoRJbFsZmnT12j_4CK_ebD49zv0xmPm2e2086cnxQV-fsVxN_4ia7heG3JESZF1paydYtTPUiRo_yRmJSzPMZXYsU-WMQpDWn11FE2bP1veveQ2b3Y79xU9Bm6BfabE/s1600/017.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6pyNkp_uqnXsMoRJbFsZmnT12j_4CK_ebD49zv0xmPm2e2086cnxQV-fsVxN_4ia7heG3JESZF1paydYtTPUiRo_yRmJSzPMZXYsU-WMQpDWn11FE2bP1veveQ2b3Y79xU9Bm6BfabE/s320/017.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 6:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><span style="background-color: yellow;">Place the foundation on the piece of batting </span>and sew ¼” around the outer perimeter of the center pieces. </span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi8WUCe4cK8eZLLVPE2uzji7pHg2GrWyZO_FRCOnsePVwhgAmjrqylLV71Ktb8MGT5A5NC2aKKNz3V9NIcM-YSkNwZwz5_1s7RXdEZp0JqWLy2zZVJRbOszUeIrBoKENFN5JC59BsMZGo/s1600/018.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi8WUCe4cK8eZLLVPE2uzji7pHg2GrWyZO_FRCOnsePVwhgAmjrqylLV71Ktb8MGT5A5NC2aKKNz3V9NIcM-YSkNwZwz5_1s7RXdEZp0JqWLy2zZVJRbOszUeIrBoKENFN5JC59BsMZGo/s1600/018.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi8WUCe4cK8eZLLVPE2uzji7pHg2GrWyZO_FRCOnsePVwhgAmjrqylLV71Ktb8MGT5A5NC2aKKNz3V9NIcM-YSkNwZwz5_1s7RXdEZp0JqWLy2zZVJRbOszUeIrBoKENFN5JC59BsMZGo/s320/018.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">ROW 2</span></b></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 1:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Measuring down the center of 1 of the pieces, place a row 2 rectangle ½” from the center as shown. Careful measuring is extremely important in making a symmetrical starburst.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Stitch down the center of this piece like you did in row 1. </span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghZWw1f8jVdD4mn2tG_1dAJSDHIUWD3TxR5FmFWaygyqoiZg9Bv1ed0SiVvqIHpx0aFKIySx_VBC-FcNhJHS3pDfyfylDjP0fVkSnv9KjF0i93ndvWmu1cFh-CW1cPZnDT-RjIesRd_5w/s1600/019.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghZWw1f8jVdD4mn2tG_1dAJSDHIUWD3TxR5FmFWaygyqoiZg9Bv1ed0SiVvqIHpx0aFKIySx_VBC-FcNhJHS3pDfyfylDjP0fVkSnv9KjF0i93ndvWmu1cFh-CW1cPZnDT-RjIesRd_5w/s1600/019.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghZWw1f8jVdD4mn2tG_1dAJSDHIUWD3TxR5FmFWaygyqoiZg9Bv1ed0SiVvqIHpx0aFKIySx_VBC-FcNhJHS3pDfyfylDjP0fVkSnv9KjF0i93ndvWmu1cFh-CW1cPZnDT-RjIesRd_5w/s320/019.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Add the 2<sup>nd </sup>rectangle directly above the 1st one. Add the 3<sup>rd</sup> rectangle to the left of the 1st one & add the 4<sup>th</sup> rectangle directly across from the 3rd one. Your first 4 rectangles should look like the ones below.</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-hrV4olvJiYuS07jDyRwiiQ8W5K8hMbm8_F8jjxdWGyCs3erNmi_-2QQ0g8edXfUFEdtUl7Jxh8Zkpv6A9d3Az-M0VEMs9RKJC5lbMipDctQUZnFavqOW9wt5oLDAbyT1X5vgv7Bce-Y/s1600/020.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-hrV4olvJiYuS07jDyRwiiQ8W5K8hMbm8_F8jjxdWGyCs3erNmi_-2QQ0g8edXfUFEdtUl7Jxh8Zkpv6A9d3Az-M0VEMs9RKJC5lbMipDctQUZnFavqOW9wt5oLDAbyT1X5vgv7Bce-Y/s1600/020.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-hrV4olvJiYuS07jDyRwiiQ8W5K8hMbm8_F8jjxdWGyCs3erNmi_-2QQ0g8edXfUFEdtUl7Jxh8Zkpv6A9d3Az-M0VEMs9RKJC5lbMipDctQUZnFavqOW9wt5oLDAbyT1X5vgv7Bce-Y/s320/020.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Fold and press these pieces</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1KgXaFU0chW9SlLCLTmMEx6_cQ1JrhIHwyOqILS6cWnN3jiVozAtx8rGvtCmA-zMESxYPKQ-odrOBzD9vStjFuKmKZb_yHze4oQZhSZYd-TBJxoOdehevH9Gv6RrvGMJGJaGo2xUm19k/s1600/021.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1KgXaFU0chW9SlLCLTmMEx6_cQ1JrhIHwyOqILS6cWnN3jiVozAtx8rGvtCmA-zMESxYPKQ-odrOBzD9vStjFuKmKZb_yHze4oQZhSZYd-TBJxoOdehevH9Gv6RrvGMJGJaGo2xUm19k/s1600/021.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1KgXaFU0chW9SlLCLTmMEx6_cQ1JrhIHwyOqILS6cWnN3jiVozAtx8rGvtCmA-zMESxYPKQ-odrOBzD9vStjFuKmKZb_yHze4oQZhSZYd-TBJxoOdehevH9Gv6RrvGMJGJaGo2xUm19k/s320/021.JPG" width="320" /></a><span style="font-size: 14pt;">.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 2:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Add the 5<sup>th</sup> rectangle to row 2 as shown, making sure to place the rectangle ½” from the center.</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi19VIm6Yc28SCJxZGJJhrTkbVFLiWHQ9VoTSyiT2j651EFGZZZfWGQxXRmkD77g_-XOOdOC1-CgU0C4FVWHxyG7NeA8GtOBxe4rDIpUCnPvkT7s7fBMu8UM-xdqbix9yjR9JeQpCZWTgc/s1600/022.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi19VIm6Yc28SCJxZGJJhrTkbVFLiWHQ9VoTSyiT2j651EFGZZZfWGQxXRmkD77g_-XOOdOC1-CgU0C4FVWHxyG7NeA8GtOBxe4rDIpUCnPvkT7s7fBMu8UM-xdqbix9yjR9JeQpCZWTgc/s1600/022.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi19VIm6Yc28SCJxZGJJhrTkbVFLiWHQ9VoTSyiT2j651EFGZZZfWGQxXRmkD77g_-XOOdOC1-CgU0C4FVWHxyG7NeA8GtOBxe4rDIpUCnPvkT7s7fBMu8UM-xdqbix9yjR9JeQpCZWTgc/s320/022.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Add the 6<sup>th</sup>, 7<sup>th</sup>, & 8<sup>th</sup> rectangles in the same manner as 3, 4, & 5.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Fold and press. You should now see the center star being formed.</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipo6AGh08FWVMFQsaZD7FH8OitPN8VtfRsn5uhgVrDhH41vYhjuc9BzcJbuaDd9u9awkjEPJYBhhqqD9mLIQCvR3MMb4RfwxgGe0PEv8DQFbfC4L57spuNAcDFfV9JkdM1Dn5yux56iBY/s1600/023.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipo6AGh08FWVMFQsaZD7FH8OitPN8VtfRsn5uhgVrDhH41vYhjuc9BzcJbuaDd9u9awkjEPJYBhhqqD9mLIQCvR3MMb4RfwxgGe0PEv8DQFbfC4L57spuNAcDFfV9JkdM1Dn5yux56iBY/s1600/023.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipo6AGh08FWVMFQsaZD7FH8OitPN8VtfRsn5uhgVrDhH41vYhjuc9BzcJbuaDd9u9awkjEPJYBhhqqD9mLIQCvR3MMb4RfwxgGe0PEv8DQFbfC4L57spuNAcDFfV9JkdM1Dn5yux56iBY/s320/023.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Stitch 1/4” around the outside perimeter of Row 2. Stitching around the perimeter helps keep each row flat and in place.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEx6AnX3sflxZ5PMStkqw7qmDXy3QVpYEr2ds1XeP2lxAmUwqwM_V0SCkx3K-ogCAOPk_c-UsEvdf6O6EIAFpMhSQbLCQKSpNHqp34ZunH8BUhb_xNFt1E3T9JeYtbZyltse_fN-taS8A/s1600/026.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4jy72eJK9szobDI8drBPvX4TpvkZPlZZWu6EQdb6rCg5LiS0jwoi-wIGF2ilW38sD8n4GYY9caXi1kVSOEIxEoZrKYaC9y3AwW9VTjWeztofEyoqhUgbqo1g1w3UHYJxDWl-O5DVyT4/s1600/024.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4jy72eJK9szobDI8drBPvX4TpvkZPlZZWu6EQdb6rCg5LiS0jwoi-wIGF2ilW38sD8n4GYY9caXi1kVSOEIxEoZrKYaC9y3AwW9VTjWeztofEyoqhUgbqo1g1w3UHYJxDWl-O5DVyT4/s1600/024.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4jy72eJK9szobDI8drBPvX4TpvkZPlZZWu6EQdb6rCg5LiS0jwoi-wIGF2ilW38sD8n4GYY9caXi1kVSOEIxEoZrKYaC9y3AwW9VTjWeztofEyoqhUgbqo1g1w3UHYJxDWl-O5DVyT4/s320/024.JPG" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEx6AnX3sflxZ5PMStkqw7qmDXy3QVpYEr2ds1XeP2lxAmUwqwM_V0SCkx3K-ogCAOPk_c-UsEvdf6O6EIAFpMhSQbLCQKSpNHqp34ZunH8BUhb_xNFt1E3T9JeYtbZyltse_fN-taS8A/s1600/026.JPG" style="margin-left: 1em; margin-right: 1em;"></a><span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Do Rows 3, 4, & 5 in the same manner as Row 2. Always start a row with a star point that was one of the first 4 in the last row. I don't know if that is clear, but if you look at the picture above, you can see that the last 4 star points sit on top of the first 4 in that row. Always measure ½” down from the inner star points for accurate placement. Remember to stitch the perimeter of each finished row.</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5LYQrwSjU0SG-ADe5K5aDjM2-GRcKzcuG2yn7kUDII8f-CIy6NZhCa1_8Dd5ah6KDFCj1iEbIWeBWqf3bTZu4W3XKB2CctvcTni6mnzlFHeSA1uZKn3gbchli9pyA1QEnF9E36SEc0tg/s1600/025.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4jy72eJK9szobDI8drBPvX4TpvkZPlZZWu6EQdb6rCg5LiS0jwoi-wIGF2ilW38sD8n4GYY9caXi1kVSOEIxEoZrKYaC9y3AwW9VTjWeztofEyoqhUgbqo1g1w3UHYJxDWl-O5DVyT4/s1600/024.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5LYQrwSjU0SG-ADe5K5aDjM2-GRcKzcuG2yn7kUDII8f-CIy6NZhCa1_8Dd5ah6KDFCj1iEbIWeBWqf3bTZu4W3XKB2CctvcTni6mnzlFHeSA1uZKn3gbchli9pyA1QEnF9E36SEc0tg/s1600/025.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5LYQrwSjU0SG-ADe5K5aDjM2-GRcKzcuG2yn7kUDII8f-CIy6NZhCa1_8Dd5ah6KDFCj1iEbIWeBWqf3bTZu4W3XKB2CctvcTni6mnzlFHeSA1uZKn3gbchli9pyA1QEnF9E36SEc0tg/s320/025.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Here is the completed Row 3:</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEx6AnX3sflxZ5PMStkqw7qmDXy3QVpYEr2ds1XeP2lxAmUwqwM_V0SCkx3K-ogCAOPk_c-UsEvdf6O6EIAFpMhSQbLCQKSpNHqp34ZunH8BUhb_xNFt1E3T9JeYtbZyltse_fN-taS8A/s1600/026.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEx6AnX3sflxZ5PMStkqw7qmDXy3QVpYEr2ds1XeP2lxAmUwqwM_V0SCkx3K-ogCAOPk_c-UsEvdf6O6EIAFpMhSQbLCQKSpNHqp34ZunH8BUhb_xNFt1E3T9JeYtbZyltse_fN-taS8A/s1600/026.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEx6AnX3sflxZ5PMStkqw7qmDXy3QVpYEr2ds1XeP2lxAmUwqwM_V0SCkx3K-ogCAOPk_c-UsEvdf6O6EIAFpMhSQbLCQKSpNHqp34ZunH8BUhb_xNFt1E3T9JeYtbZyltse_fN-taS8A/s320/026.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Row 4:</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv7u4rK1wZKCvZFobjQ37G5UOe5z4viCI6vuf8mSbEtWBJZ4nfbVQolaNVS7wEK1qTL4ZdR-j6MUSz3gJlur1NsOo5r6mh8-MqVNaVEjN6tYqJXsHOHe1PsjFjrPCorLEzPiEMBYKntCE/s1600/027.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv7u4rK1wZKCvZFobjQ37G5UOe5z4viCI6vuf8mSbEtWBJZ4nfbVQolaNVS7wEK1qTL4ZdR-j6MUSz3gJlur1NsOo5r6mh8-MqVNaVEjN6tYqJXsHOHe1PsjFjrPCorLEzPiEMBYKntCE/s1600/027.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv7u4rK1wZKCvZFobjQ37G5UOe5z4viCI6vuf8mSbEtWBJZ4nfbVQolaNVS7wEK1qTL4ZdR-j6MUSz3gJlur1NsOo5r6mh8-MqVNaVEjN6tYqJXsHOHe1PsjFjrPCorLEzPiEMBYKntCE/s320/027.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Row 5:</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj5LkNPQmfE8dgqrXdC1fax1_j63o_JunX_jaGT71Q5QJEOM8hzEiQ1eGuECWtZqyZXKSedVpG-6VlixAWrErCb5bDJ_2YDxSlSkE_c1RhVj6NT8S30UOm5MWy5Sm6um7ZRMmgGkJjFw4/s1600/028.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj5LkNPQmfE8dgqrXdC1fax1_j63o_JunX_jaGT71Q5QJEOM8hzEiQ1eGuECWtZqyZXKSedVpG-6VlixAWrErCb5bDJ_2YDxSlSkE_c1RhVj6NT8S30UOm5MWy5Sm6um7ZRMmgGkJjFw4/s1600/028.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj5LkNPQmfE8dgqrXdC1fax1_j63o_JunX_jaGT71Q5QJEOM8hzEiQ1eGuECWtZqyZXKSedVpG-6VlixAWrErCb5bDJ_2YDxSlSkE_c1RhVj6NT8S30UOm5MWy5Sm6um7ZRMmgGkJjFw4/s320/028.JPG" width="320" /></a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Corner Squares</span></b></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 1:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Draw a diagonal line on the back of each of the corner squares. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 2:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Place a square back side up on the block. Line up the top edge and the left edge of the square with a 4<sup>th</sup> row star point as shown below. Then stitch on the diagonal line.</span></div>
<div class="MsoNormal">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAXzDIHfgvkBzaroEjGAP572LLXNdylo8HW7mRQZ9-hn0O7xjDopv8IP0GZeDujeTj4BFzwAcsEfHcDCKTVti3oj3g5ubiV73DBDrX9lu3JwfDf2OQHhJm4dQfmlDGziKyk9zku4ibgTM/s1600/029.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAXzDIHfgvkBzaroEjGAP572LLXNdylo8HW7mRQZ9-hn0O7xjDopv8IP0GZeDujeTj4BFzwAcsEfHcDCKTVti3oj3g5ubiV73DBDrX9lu3JwfDf2OQHhJm4dQfmlDGziKyk9zku4ibgTM/s320/029.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Press down to form a corner triangle. Repeat for the other corners.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9BADQ8RszwtMaQP0ytJvx5Ga4F_nu4MBUZizR7vd_37Y4xjcxMwS4YF6RNSkyvTZqjfeKn9wp16N3WmRN43lOUbRD7D9h_WuGeqtpuycyosiABY1JHrhip1m6R7eZYbAhz3-MUOjHwAc/s1600/030.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9BADQ8RszwtMaQP0ytJvx5Ga4F_nu4MBUZizR7vd_37Y4xjcxMwS4YF6RNSkyvTZqjfeKn9wp16N3WmRN43lOUbRD7D9h_WuGeqtpuycyosiABY1JHrhip1m6R7eZYbAhz3-MUOjHwAc/s1600/030.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9BADQ8RszwtMaQP0ytJvx5Ga4F_nu4MBUZizR7vd_37Y4xjcxMwS4YF6RNSkyvTZqjfeKn9wp16N3WmRN43lOUbRD7D9h_WuGeqtpuycyosiABY1JHrhip1m6R7eZYbAhz3-MUOjHwAc/s320/030.JPG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 3:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Stitch around the outer perimeter of the block. Check that you are satisfied with all of your star points. If not, rip out to the offending point and fix your problem now.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">When you are satisfied, trim your block. </span></div>
<div class="MsoNormal">
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<div class="MsoNormal">
<b><span style="font-size: 14pt;">Finishing</span></b></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 1:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Lay the block on the backing, wrong sides together. Stitch about 1/8” around the perimeter of the block. Trim the backing even with the block.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 2:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Press the binding down the middle of the long side. Attach the binding to the front side of the block. Do this the same way you normally put binding on your quilts.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8X-olQM5HJQvL3AKJDDhDzGT8vEQP402aV0BxKghbI2OMB5OITNwOmHlD_uGUi-jzqYOQ4ozyBn2NO1LDHIDP450_FE2p_I5pb2SUdQ5gMlLu4Eymm3ZQ0wk7ohv7nPaA-wy9EVAqwwY/s1600/032.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8X-olQM5HJQvL3AKJDDhDzGT8vEQP402aV0BxKghbI2OMB5OITNwOmHlD_uGUi-jzqYOQ4ozyBn2NO1LDHIDP450_FE2p_I5pb2SUdQ5gMlLu4Eymm3ZQ0wk7ohv7nPaA-wy9EVAqwwY/s320/032.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 3:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Take the 1” x 5” hanger piece. Fold it down the middle (long ways). Then fold each long side to the middle. This makes a ¼” x 5” hanger. Press. Then stitch the long edges together.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFFOUI6Nua7LxhzOvnFFRbl1XiZOsjA0vPt7psQp_0OhcleLnKpBavuO9dtpJNddwNgDyP4DJsG_s00leTO4rWwbVQup7zRUvTvzTxtsUmRD6BtsGisqQZkiqyC5F5uEiskiPcEF-zpeM/s1600/033.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFFOUI6Nua7LxhzOvnFFRbl1XiZOsjA0vPt7psQp_0OhcleLnKpBavuO9dtpJNddwNgDyP4DJsG_s00leTO4rWwbVQup7zRUvTvzTxtsUmRD6BtsGisqQZkiqyC5F5uEiskiPcEF-zpeM/s320/033.JPG" width="320" /></a></div>
<div class="MsoNormal">
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Step 4:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Attach the hanger to a back corner of the hot pad as shown. Stitch about 1/8” inside the seam allowance.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimKL66YY2Q2JQrIBb6EzHac3MZ-lbT2yQGXuva56hO9Gp7DTF5hpa6_LRm3tQMxjOn-vOjSMQxfjmDKe5S9lm7udo-KB2pRpnntcYhKE4QMCKvqRdumYTbM8BLg-bvjHfGl9UHnvgPImg/s1600/034.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimKL66YY2Q2JQrIBb6EzHac3MZ-lbT2yQGXuva56hO9Gp7DTF5hpa6_LRm3tQMxjOn-vOjSMQxfjmDKe5S9lm7udo-KB2pRpnntcYhKE4QMCKvqRdumYTbM8BLg-bvjHfGl9UHnvgPImg/s1600/034.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimKL66YY2Q2JQrIBb6EzHac3MZ-lbT2yQGXuva56hO9Gp7DTF5hpa6_LRm3tQMxjOn-vOjSMQxfjmDKe5S9lm7udo-KB2pRpnntcYhKE4QMCKvqRdumYTbM8BLg-bvjHfGl9UHnvgPImg/s320/034.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Hand sew the binding to the back of the hot pad.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Here is the finished Starburst Hot Pad!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbrpstIWpluHiFyNiNie4k2JQXJu620sknmhtGfuOM1TLsgj0K4FIMsOBVKVIASqjhngXcBj7XDP4sg-fAN5hNjwYmlEt7Sj1IBwFVIQmM7pv1dcj055b-KhuRWocTq9s1EJxsapwcT0w/s1600/001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbrpstIWpluHiFyNiNie4k2JQXJu620sknmhtGfuOM1TLsgj0K4FIMsOBVKVIASqjhngXcBj7XDP4sg-fAN5hNjwYmlEt7Sj1IBwFVIQmM7pv1dcj055b-KhuRWocTq9s1EJxsapwcT0w/s1600/001.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbrpstIWpluHiFyNiNie4k2JQXJu620sknmhtGfuOM1TLsgj0K4FIMsOBVKVIASqjhngXcBj7XDP4sg-fAN5hNjwYmlEt7Sj1IBwFVIQmM7pv1dcj055b-KhuRWocTq9s1EJxsapwcT0w/s320/001.JPG" width="320" /></a>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com2tag:blogger.com,1999:blog-1902813106161123184.post-43267539848410091502012-01-25T11:12:00.000-08:002012-01-27T16:04:00.791-08:00Hot Pad Class at Coastal Haven<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOgJkWgfsOx0f1T1OvYq59jp9CBfhYHy1ptt3N6YtBi3D1GXS5JxsGrP1wFL7RFkaPGR-T2b4fkycTe8I8pRUkB9euZgS8HYX8vp_nXvQ6O0WEXd7gsmRTsJf_xesp-nOusI54H0-KY8/s1600/023.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ItJQBZQ5H89LLKEtHqX5ch86kMGx45RFI6RTQNg9cJefpZNi-cpwwziezcq59IvWO835UvH9DxrHdXMlzi-DbBi_9eStA_LhVDHxRWawKCy-6o5nqoQxR5fyduxJ7M4mmcmWsX_ayoE/s1600/004.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOgJkWgfsOx0f1T1OvYq59jp9CBfhYHy1ptt3N6YtBi3D1GXS5JxsGrP1wFL7RFkaPGR-T2b4fkycTe8I8pRUkB9euZgS8HYX8vp_nXvQ6O0WEXd7gsmRTsJf_xesp-nOusI54H0-KY8/s1600/023.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ItJQBZQ5H89LLKEtHqX5ch86kMGx45RFI6RTQNg9cJefpZNi-cpwwziezcq59IvWO835UvH9DxrHdXMlzi-DbBi_9eStA_LhVDHxRWawKCy-6o5nqoQxR5fyduxJ7M4mmcmWsX_ayoE/s1600/004.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ItJQBZQ5H89LLKEtHqX5ch86kMGx45RFI6RTQNg9cJefpZNi-cpwwziezcq59IvWO835UvH9DxrHdXMlzi-DbBi_9eStA_LhVDHxRWawKCy-6o5nqoQxR5fyduxJ7M4mmcmWsX_ayoE/s320/004.JPG" width="320" /></a></div>Our sewing guild, the Coastal Haven Sew 'N Sews, met on Tuesday for a class. Mary Lawrence from Magnolia Springs came and taught us to make beautiful hot pads. There were 13 ladies who took part in the class, and, of course, Linda Saunders cooked us a fabulous lunch.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9wtg4tvHGO4KGgmV_1OTOZOfg0QH0dUQPneiQ3zL3KaOfDq6g-e9YCpQoomIPf4g7BMFPzNbbzNtywBDajwkG5Sefa1fCn7GnJCJTJIxFYpI-7dXfVO90lvLOBFC_zw2MkSe5xhKAfS4/s1600/005.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9wtg4tvHGO4KGgmV_1OTOZOfg0QH0dUQPneiQ3zL3KaOfDq6g-e9YCpQoomIPf4g7BMFPzNbbzNtywBDajwkG5Sefa1fCn7GnJCJTJIxFYpI-7dXfVO90lvLOBFC_zw2MkSe5xhKAfS4/s320/005.JPG" width="320" /></a></div> Mary has the patience of Job. She worked slowly through the instructions to get everyone started, and then she wandered throughout the room and gave each of the ladies some personal attention and encouragement.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcLeeP4p9IR4aG4QFmC2kcm_D45FpRa9zgJkaQXjjsz3Dp3uecOtoakhEjZC6v0zP9okvzBLV5QLORwiFWiYIPObphcHo9DZImWhGtCoi7tuzOAAtEmtsoym9waCjVIHihDznc34agoSI/s1600/006.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcLeeP4p9IR4aG4QFmC2kcm_D45FpRa9zgJkaQXjjsz3Dp3uecOtoakhEjZC6v0zP9okvzBLV5QLORwiFWiYIPObphcHo9DZImWhGtCoi7tuzOAAtEmtsoym9waCjVIHihDznc34agoSI/s320/006.JPG" width="320" /></a></div> It's easy to see from the expressions on our faces that we were taking this project very seriously. We worked very hard to make sure that our final product would be one that we could show with pride.<br />
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Here is Bonnie...<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaVomRPLqMiDea0jqo_IlZvcYU2n27n1eEknh6TDPZ8nCezC5yYrDEdX4co7_yajEAPCtEKEr0P8xwuEI0URLnn88i9zca-4szlC4STJ2Ujm6mr_cdD7eDujF0AylvM1AQu0ojEhMNDPY/s1600/007.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaVomRPLqMiDea0jqo_IlZvcYU2n27n1eEknh6TDPZ8nCezC5yYrDEdX4co7_yajEAPCtEKEr0P8xwuEI0URLnn88i9zca-4szlC4STJ2Ujm6mr_cdD7eDujF0AylvM1AQu0ojEhMNDPY/s320/007.JPG" width="320" /></a></div><br />
and Alece.... <br />
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and me carefully working.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7asXxBi4LxF9ZQ9jdUK-BOGcB2gNuDLUOa8v75PaNAQSX5lwtzdfeGmRPtJXHWVrFreVQl9T5d7CVgaGiRq2A_v0e-xAdlVS62HUsJbyZkYCW6N-cj7YSOuHu4TvYWRzcrmbBEArFn2g/s1600/012.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7asXxBi4LxF9ZQ9jdUK-BOGcB2gNuDLUOa8v75PaNAQSX5lwtzdfeGmRPtJXHWVrFreVQl9T5d7CVgaGiRq2A_v0e-xAdlVS62HUsJbyZkYCW6N-cj7YSOuHu4TvYWRzcrmbBEArFn2g/s320/012.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPYnwJcy-lKckzb0OfH1BjmUyNY-KTUrMvMzibv3ezOIil7JBcGRIWxaXvAULzzbtNOaUSCj_XBXgyc4xtGgZr-UMtlPK0x4UhbeXNvEsZ0CgeNWRPc__IOx0U_vUv_SrUQxrGHN8Qq_w/s1600/021.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPYnwJcy-lKckzb0OfH1BjmUyNY-KTUrMvMzibv3ezOIil7JBcGRIWxaXvAULzzbtNOaUSCj_XBXgyc4xtGgZr-UMtlPK0x4UhbeXNvEsZ0CgeNWRPc__IOx0U_vUv_SrUQxrGHN8Qq_w/s320/021.JPG" width="320" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4VmYDwaeyfnf7TIPSFDEpYiFQ9FxOrbaROtZsIcpWzXfGGBlR1_VRn45h0vbmc-K8Xg-m4nLvY82F6L02q1QRw9r80D6vdCqyjsobQDPc8GwIX1JRkuYBuiqsEIrKbZxzNMusUFhaRMs/s1600/008.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4VmYDwaeyfnf7TIPSFDEpYiFQ9FxOrbaROtZsIcpWzXfGGBlR1_VRn45h0vbmc-K8Xg-m4nLvY82F6L02q1QRw9r80D6vdCqyjsobQDPc8GwIX1JRkuYBuiqsEIrKbZxzNMusUFhaRMs/s320/008.JPG" width="320" /></a><br />
By lunch time our projects were beginning to take shape.<br />
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We never have a Sew 'N Sews workshop without having a fabulous lunch. Actually, the Sew 'N Sews never do anything together without having a fabulous lunch. Linda outdid herself this time. She fixed Italian beef, 2 kinds of soup, and 2 kinds of brownies for our lunch. I threw together some Chinese slaw to go along with her Italian beef. Needless to say, we did not go away hungry. Here is our cook after she finished the clean up of the kitchen.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcJKLKxwHg6sKb5zEpiPO0fhy7zC3I2NmGjbGw6by10JphvBqVh2HQNYxnVoKswGR4aoKSjB9JwOg49pEm6rYiSwQty-2KY1ePjSZgK9H5Ue6J2Xj2oIBeqxQcx9_oQImzJzEerDNDRUQ/s1600/011.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcJKLKxwHg6sKb5zEpiPO0fhy7zC3I2NmGjbGw6by10JphvBqVh2HQNYxnVoKswGR4aoKSjB9JwOg49pEm6rYiSwQty-2KY1ePjSZgK9H5Ue6J2Xj2oIBeqxQcx9_oQImzJzEerDNDRUQ/s320/011.JPG" width="320" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcJKLKxwHg6sKb5zEpiPO0fhy7zC3I2NmGjbGw6by10JphvBqVh2HQNYxnVoKswGR4aoKSjB9JwOg49pEm6rYiSwQty-2KY1ePjSZgK9H5Ue6J2Xj2oIBeqxQcx9_oQImzJzEerDNDRUQ/s1600/011.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">.</a><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJM6Qs6K1NiJcYpNNHDa2xMGWLyZbA5mOfmWnec-nVKuT6aQxCqiI8hIfAXAt_oNpWpbXD0ln0Jhi8Y1yN64yRrbYehbUJ57U-GOPPh3HgPXZmGO6VQo1QhSxoXufn3JtRVOaAUw0bs9E/s1600/009.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJM6Qs6K1NiJcYpNNHDa2xMGWLyZbA5mOfmWnec-nVKuT6aQxCqiI8hIfAXAt_oNpWpbXD0ln0Jhi8Y1yN64yRrbYehbUJ57U-GOPPh3HgPXZmGO6VQo1QhSxoXufn3JtRVOaAUw0bs9E/s320/009.JPG" width="320" /></a></div> Here are some of the finished hot pads. Aren't they all beautiful. There is such a variety of beautiful fabrics that make the hot pads unique.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihccR-8zSyJCBFxIg3JG2rb2PjG1Ynz8OYbw2EPJLPHrqx9oCVqBK7k5pPMF_CR3iOpsn6SfZqi8CVj574bQFEerlakhO77y-GeeOMTYoNWX4r13j96dApQ1y-Cr-jl8Od4jQ1b_k3IZs/s1600/010.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihccR-8zSyJCBFxIg3JG2rb2PjG1Ynz8OYbw2EPJLPHrqx9oCVqBK7k5pPMF_CR3iOpsn6SfZqi8CVj574bQFEerlakhO77y-GeeOMTYoNWX4r13j96dApQ1y-Cr-jl8Od4jQ1b_k3IZs/s320/010.JPG" width="320" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG2tVrHKrdlrf_UzCdhCIpljAE8wyxo24G5_-e8S-Hrs4n-7PpZBgiphpEpp2Xde21W5YHXmr7TFh10HV3ISlPGkGo3TOf-yZdicqnoAazRolRs-Z_W9I5DLukYjdOB4PcMIPJyDCJjig/s1600/013.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG2tVrHKrdlrf_UzCdhCIpljAE8wyxo24G5_-e8S-Hrs4n-7PpZBgiphpEpp2Xde21W5YHXmr7TFh10HV3ISlPGkGo3TOf-yZdicqnoAazRolRs-Z_W9I5DLukYjdOB4PcMIPJyDCJjig/s320/013.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrsZ5CO7WdJttlIpVmKcpQGuD33HKE5HtlUamfb-sYzFB04SYWO9GOYeFMN0H-RhyQvWWuURd9aJp9NNmyR0XTWRHfNopx80pa5lBhYUxeF5ajlk_alV7lPmWddFsWuUshtyjaByQWXt4/s1600/014.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrsZ5CO7WdJttlIpVmKcpQGuD33HKE5HtlUamfb-sYzFB04SYWO9GOYeFMN0H-RhyQvWWuURd9aJp9NNmyR0XTWRHfNopx80pa5lBhYUxeF5ajlk_alV7lPmWddFsWuUshtyjaByQWXt4/s320/014.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv36iR1HGKs_GOVIG0OI8F-cphAWRsJFQojiP91h3qhFfg4XFjibxciM59i3hi7wisdfZmInDMJKRitL8-86zm2Yk9im1jrrPg2_HtDTVPHPCLRfKFLR8z21CtVUlnTEYUV-T56eVdwoQ/s1600/015.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv36iR1HGKs_GOVIG0OI8F-cphAWRsJFQojiP91h3qhFfg4XFjibxciM59i3hi7wisdfZmInDMJKRitL8-86zm2Yk9im1jrrPg2_HtDTVPHPCLRfKFLR8z21CtVUlnTEYUV-T56eVdwoQ/s320/015.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSH0umPZeeNnCOUhmO5WDxDPm6xSDyqg2PMLtkLvvo5dOGJCP0RdvH1Z_9m2wy2heb22u4m8o4jIH0gYjZXAdbMazDFrxWyXL9AADKVDOrcVQ5xHLenh1NhT6pPJ5aBEyia11E1ug-TR8/s1600/016.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSH0umPZeeNnCOUhmO5WDxDPm6xSDyqg2PMLtkLvvo5dOGJCP0RdvH1Z_9m2wy2heb22u4m8o4jIH0gYjZXAdbMazDFrxWyXL9AADKVDOrcVQ5xHLenh1NhT6pPJ5aBEyia11E1ug-TR8/s320/016.JPG" width="320" /></a></div> These three hot pads are made from the same fabrics, but look how different they all look because they all use a different order to the fabrics.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrnlRuq9rB5-L0l6kpaXAm-DXkT1vqxf7H5-LaS75sXctyBd-MCOevq6CCqKTG_Y1ZW8rUF6k-Nh3Z31DQW3hv9WvIrzoliMvapmR1hw3bz0oaisy2Vm-tdICf0hgI7k_dBeWBAVcRGJk/s1600/017.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrnlRuq9rB5-L0l6kpaXAm-DXkT1vqxf7H5-LaS75sXctyBd-MCOevq6CCqKTG_Y1ZW8rUF6k-Nh3Z31DQW3hv9WvIrzoliMvapmR1hw3bz0oaisy2Vm-tdICf0hgI7k_dBeWBAVcRGJk/s320/017.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUgpU_fvvn1k9O3EOC2QgzH9_zY0f7sTTmsKce_Pl5dONeJ4qKrT-4IAlP-GwyEeourMp-5K-duPxkHF4evCAJGm4YPNhbPplt8vruaph9Zqmr5lGHtG7DiyTtQ0-7M8ABj_EDzJfkdZY/s1600/018.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUgpU_fvvn1k9O3EOC2QgzH9_zY0f7sTTmsKce_Pl5dONeJ4qKrT-4IAlP-GwyEeourMp-5K-duPxkHF4evCAJGm4YPNhbPplt8vruaph9Zqmr5lGHtG7DiyTtQ0-7M8ABj_EDzJfkdZY/s320/018.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7o2JYA1M1JittZ_d1AaIuuK59cFrf_gxuBfwuXzpGAP05XTc7zS3JSqqLi3mTXiFtpGLr4EBAE7onX4rbRdvFFvt6dDC5hel3BGnZQVzxzNy3DHn4_LCROdAAJp0pr1Kw2F72fs1VLoE/s1600/019.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7o2JYA1M1JittZ_d1AaIuuK59cFrf_gxuBfwuXzpGAP05XTc7zS3JSqqLi3mTXiFtpGLr4EBAE7onX4rbRdvFFvt6dDC5hel3BGnZQVzxzNy3DHn4_LCROdAAJp0pr1Kw2F72fs1VLoE/s320/019.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAi3dyfCQO4M1et4tY0OaxGnJTFtTczGod8vRmqs5gYq46V_R-O2qSODRH0RW3eNEL5oGTDHycbIbMOwLmLKlYUWgA_SZiaLhr6nC6Gs1tMrDdkU_4nuc0E6L8haDdFdkU4GOF3ZZrEhs/s1600/020.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAi3dyfCQO4M1et4tY0OaxGnJTFtTczGod8vRmqs5gYq46V_R-O2qSODRH0RW3eNEL5oGTDHycbIbMOwLmLKlYUWgA_SZiaLhr6nC6Gs1tMrDdkU_4nuc0E6L8haDdFdkU4GOF3ZZrEhs/s320/020.JPG" width="320" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKg9DjL-YV3vS4kUiZhOmm343p6s9rtJWHTr-QTdN9GEq8BQvzS60XYaL0cJcAMI7tjuzt5tHpwEkMpJVJGpmRrYRjn3m3q4nkIltdkwTBN-Bt_o0V6Awwg4P8-cqzCAZzpD1xUZCn9U8/s1600/022.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKg9DjL-YV3vS4kUiZhOmm343p6s9rtJWHTr-QTdN9GEq8BQvzS60XYaL0cJcAMI7tjuzt5tHpwEkMpJVJGpmRrYRjn3m3q4nkIltdkwTBN-Bt_o0V6Awwg4P8-cqzCAZzpD1xUZCn9U8/s320/022.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOgJkWgfsOx0f1T1OvYq59jp9CBfhYHy1ptt3N6YtBi3D1GXS5JxsGrP1wFL7RFkaPGR-T2b4fkycTe8I8pRUkB9euZgS8HYX8vp_nXvQ6O0WEXd7gsmRTsJf_xesp-nOusI54H0-KY8/s1600/023.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOgJkWgfsOx0f1T1OvYq59jp9CBfhYHy1ptt3N6YtBi3D1GXS5JxsGrP1wFL7RFkaPGR-T2b4fkycTe8I8pRUkB9euZgS8HYX8vp_nXvQ6O0WEXd7gsmRTsJf_xesp-nOusI54H0-KY8/s320/023.JPG" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ItJQBZQ5H89LLKEtHqX5ch86kMGx45RFI6RTQNg9cJefpZNi-cpwwziezcq59IvWO835UvH9DxrHdXMlzi-DbBi_9eStA_LhVDHxRWawKCy-6o5nqoQxR5fyduxJ7M4mmcmWsX_ayoE/s1600/004.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div>Joan, Linda, Sandy, and Marilyn are proudly showing their finished projects. Wait a minute! Linda, that is not a finished hot pad; that's a corner square that you <strike>stole</strike> borrowed from Joan. Now give it back so she can finish.<br />
Somehow Rosanne eluded my camera. I know she was there, but I don't have a single picture of her. Hmmmm ..... How did she manage that???Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com2tag:blogger.com,1999:blog-1902813106161123184.post-15508284805804163282012-01-16T17:28:00.000-08:002012-01-16T17:34:47.163-08:00Biscuit Baskets<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNbrY7ALKs2D9NjiKahNA_9QO-JhBEMQqwxOspDDxNjcu8zJJa4ejA2F-1oreA19egPX8132vmleU6GsoRtyr8DJPm2eWkStuDsTe1aHZpjUj1X2OG5gr4yGpRhbt1sntEOo6pJIOfc7Q/s1600/serging.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNbrY7ALKs2D9NjiKahNA_9QO-JhBEMQqwxOspDDxNjcu8zJJa4ejA2F-1oreA19egPX8132vmleU6GsoRtyr8DJPm2eWkStuDsTe1aHZpjUj1X2OG5gr4yGpRhbt1sntEOo6pJIOfc7Q/s320/serging.JPG" width="320" /></a></div>The ladies at Coastal Haven have begun their winter sewing again. Today, Marjie came and taught them to make fabric <a href="http://www.wingspancrafts.com/advanced_search_result.php?keywords=biscuit+basket&x=0&y=0">Biscuit Baskets</a>. Four of the ladies were able to complete the baskets today. Marjie brought her serger and serged beautiful waves on the edges of all of the strips for the baskets. That took her about 6 hours. Thank you Marjie for all of your hard work.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKfqfATnv7uyXvOutbodwuvEBxFWLx16RT25vL_sN2TGhEi24SvOh5dQ5cAELzeJERHgkjEeN8OtDzTW0EU2AkwqcXo89_jHvrd7G-f01Zu7A6h05cn39Y9BLNGvtMc9nxX2OCzzCQ8jA/s1600/Hard+at+work.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKfqfATnv7uyXvOutbodwuvEBxFWLx16RT25vL_sN2TGhEi24SvOh5dQ5cAELzeJERHgkjEeN8OtDzTW0EU2AkwqcXo89_jHvrd7G-f01Zu7A6h05cn39Y9BLNGvtMc9nxX2OCzzCQ8jA/s320/Hard+at+work.JPG" width="320" /></a></div><br />
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Joan, Roseanne, Sandy, and Felicia working hard at weaving the strips. Roseanne and Sandy helped the other ladies with the basket weaving portion of the project, since they had already made their baskets several weeks ago.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQEMczRnvqpF28D1uH7PoyLLnSGjjEpK1JNc67BviYZEmX_0mggCr3nHixC9-W_0JgQ2gGZtrS0UHgYw_754Zi_1-We5DeVx1bJ0NOevSAmMIMbZb_ruw0Zr00pGmaxb7zYdnBvnfT3nI/s1600/Linda+Marjie+Deb.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQEMczRnvqpF28D1uH7PoyLLnSGjjEpK1JNc67BviYZEmX_0mggCr3nHixC9-W_0JgQ2gGZtrS0UHgYw_754Zi_1-We5DeVx1bJ0NOevSAmMIMbZb_ruw0Zr00pGmaxb7zYdnBvnfT3nI/s320/Linda+Marjie+Deb.JPG" width="320" /></a></div><br />
Linda and Deb keeping Marjie company while she worked on the serging of the strips.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6Y5fgrHyIaflA9TK5twbFfJI2uQNK3k-iQhyI1rAl_jiZAKLNy1BFTOn2xPSJTk5EOoUkX2Uk4PXxOj5RlMy-mcMM016MotPFUpX18anhsLHFqeLcrX3j3YUTAIYicxK_Z7CwIXY7tJw/s1600/Roseanne+Marilyn+Felecia.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6Y5fgrHyIaflA9TK5twbFfJI2uQNK3k-iQhyI1rAl_jiZAKLNy1BFTOn2xPSJTk5EOoUkX2Uk4PXxOj5RlMy-mcMM016MotPFUpX18anhsLHFqeLcrX3j3YUTAIYicxK_Z7CwIXY7tJw/s320/Roseanne+Marilyn+Felecia.JPG" width="320" /></a></div><br />
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Roseanne, Marilyn, and Felicia weaving the strips into their baskets.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI62xVzf-kpRMv_FZUzz6rZr93aOov0u2C_DtpDzhmvhGKBuJ9RW3qmh3dfK_zG6IUSu9GQ_eWoDr8TNcS_4attHHjHA7X0tEx21nclXk6Oy19FivMXSlbTeKUTuvYGjTznyjOdo5Ifdo/s1600/Roseanne%2527s+basket.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI62xVzf-kpRMv_FZUzz6rZr93aOov0u2C_DtpDzhmvhGKBuJ9RW3qmh3dfK_zG6IUSu9GQ_eWoDr8TNcS_4attHHjHA7X0tEx21nclXk6Oy19FivMXSlbTeKUTuvYGjTznyjOdo5Ifdo/s320/Roseanne%2527s+basket.JPG" width="320" /></a> Here is one of the finished baskets. Isn't it cute?<br />
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</div><div class="separator" style="clear: both; text-align: left;">While all of the basket making was going on Dodie was working on some other projects. Here is the bear that she made using an old Superman costume. </div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMunCAF8eSXx2HCyjJvBag8nGJlQUd2UPYgpRt2-ZP8SG_9SXMeGHd4YdIrorONqNQJZB4ZyuaqpcM3DMrqXrjcEXsqC5vI6cmdv7NVMhlgHlobPcs5C_wq8KaiCMl0Gvn0GG7NdNzlZU/s1600/Superman+Bear.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMunCAF8eSXx2HCyjJvBag8nGJlQUd2UPYgpRt2-ZP8SG_9SXMeGHd4YdIrorONqNQJZB4ZyuaqpcM3DMrqXrjcEXsqC5vI6cmdv7NVMhlgHlobPcs5C_wq8KaiCMl0Gvn0GG7NdNzlZU/s320/Superman+Bear.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Superman</td></tr>
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</a></div>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-11414805142826041422011-11-16T16:17:00.000-08:002011-11-16T16:17:02.933-08:00Mittens and Tissue CoversLately, I've been working on some Christmas gifts for family and friends. First I made several sets of wool mittens. The mittens are made from felted wool. I bought some 100% wool sweaters and jackets at thrift shops, and then felted them by washing in hot water and drying on high heat. The mittens are lined with fleece which makes them very cozy as well as quite warm. The pattern is found<a href="http://media.bonnint.net/slc/907/90740/9074084.pdf"> here</a>.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCCOcQVK5-vhgmo5hnjJjCraloVKj1Ssw_W59sgqcQNlj8Bk3KNuj5QiPbrxmw5yzEfxRyLPWh6XPoQkHw2hxU8OrRU2VMzTWrjd0kkzqazwFW3cW3Cwi7Tm4J6zwYRMGKE5Plrqhx4Bk/s1600/Mittens2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCCOcQVK5-vhgmo5hnjJjCraloVKj1Ssw_W59sgqcQNlj8Bk3KNuj5QiPbrxmw5yzEfxRyLPWh6XPoQkHw2hxU8OrRU2VMzTWrjd0kkzqazwFW3cW3Cwi7Tm4J6zwYRMGKE5Plrqhx4Bk/s320/Mittens2.JPG" width="320" /></a></div>I also wanted to make some easy stocking stuffers. I was reading <a href="http://vesuviusmama.blogspot.com/search/label/tissue%20covers">Erin's blog</a> a week or two ago and she was making travel size tissue covers. These little covers are so handy to use and so easy to make that I really got into the swing of things. Before I knew it, I had made a couple of dozen. So, those of you who actually know me will probably be getting one. If you'd like the pattern, it can be found <a href="http://melinful.blogspot.com/2010/01/travel-tissue-cover-tutorial.html">here</a>.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxUAxOcZq-tNuIQJOFbE4Z_ZJVC0-VtL0HR-BcX1Rvc0U39nb2-lug631LR7Ceq8kNYKcwAxv-MMbc4ZF0IhIq80d1_9HbiPI-JGlv4vGq3UZbE_bKcU4r-li13Cosji6Y3AmLcDju4Og/s1600/Tissue+pack1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxUAxOcZq-tNuIQJOFbE4Z_ZJVC0-VtL0HR-BcX1Rvc0U39nb2-lug631LR7Ceq8kNYKcwAxv-MMbc4ZF0IhIq80d1_9HbiPI-JGlv4vGq3UZbE_bKcU4r-li13Cosji6Y3AmLcDju4Og/s320/Tissue+pack1.JPG" width="320" /></a></div> The covers can be made very quickly with a pillow shape, or you can spend just a bit more time and box the corners. I personally like them better with boxed corners. This is really a fun project that uses up lots of scraps in very little time.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDXv7WkEN6SWzZEallpQMAln7Koi0Q12_pKempJYba1ndug0PWvQO4oNshIHkkZJkqmJRt1mr4uiaNsMJF4tagqITqxotZoQvYltz7iKaIGWt58cgGTZ0sUVFZ-DYa7LkN4YdVvwq0pVw/s1600/Tissue+packs.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDXv7WkEN6SWzZEallpQMAln7Koi0Q12_pKempJYba1ndug0PWvQO4oNshIHkkZJkqmJRt1mr4uiaNsMJF4tagqITqxotZoQvYltz7iKaIGWt58cgGTZ0sUVFZ-DYa7LkN4YdVvwq0pVw/s320/Tissue+packs.JPG" width="320" /></a></div>If you find these patterns useful, leave a comment so I know if anyone actually likes what I put on my blog.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-23697269354834092242011-10-07T15:07:00.000-07:002011-10-07T15:07:31.999-07:00Roll Roll Cotton Boll is FinishedI finally finished my Bonnie Hunter mystery quilt from last winter - Roll Roll Cotton Boll. This is a very large quilt with many, many small pieces. I particularly like the pieced border. At first, I was somewhat leery of using such an intricately pieced border, but it went together very well and really sets off the rest of the quilt. I am so glad that I stepped out of my comfort zone to make it. Those of you who follow my blog have seen pictures of it in progress. Most of the fabric in this quilt is recycled from men's shirts. <br />
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Now I am looking forward to Bonnie Hunter's newest mystery quilt which will begin sometime in November.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com5tag:blogger.com,1999:blog-1902813106161123184.post-82855065751416424492011-09-27T10:03:00.000-07:002011-09-27T10:03:23.407-07:00Placemats from ScrapsIt has been a VERY long time since I've written anything new here on my blog. It's not that I haven't been working on a variety of quilting projects, so I don't know what my excuse is.<br />
One of my projects last spring was making placemats. Linda Saunders returned from Coastal Haven in April with a bag of scraps from Roseanne. There were so many nice sized triangles that I thought would make some great placemats. With just a little extra fabric from my stash, I used up most of her scraps.<br />
I made a total of 6 placemats. Since I still had some of her fabric left, I also made about 2 dozen coasters. I'll bring them down to Coastal Haven this winter.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTJll9XF6oJ7-kIWIcoIt95SnQQZW-zPd9OEQAvwDgFPPLHnRL-GLGKH0pwRQtEcpUJVjaicQKEKiA7aVrmAwS-ed4oE86flXRFohEylIGN2J7XVIsZWrB2-QFl2nyYuj2SPaOSq09uvA/s1600/Placemats1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTJll9XF6oJ7-kIWIcoIt95SnQQZW-zPd9OEQAvwDgFPPLHnRL-GLGKH0pwRQtEcpUJVjaicQKEKiA7aVrmAwS-ed4oE86flXRFohEylIGN2J7XVIsZWrB2-QFl2nyYuj2SPaOSq09uvA/s320/Placemats1.JPG" width="320" /></a></div>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-6295981764384965752011-04-06T12:41:00.000-07:002011-04-06T12:41:42.656-07:00Grandmother's Flower Garden Quilt as you go<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrXlMF-YG3n45NZ-gwUKDXn7k-5UqfQrqDJxfJAa9t3paHzbXhyphenhyphen2Jyz52hghyx24cF4Yos26Gw8acQhyphenhyphenRMONMHzJrEUr43ljO-BTFbEPWqfkBEOIpcmXhpyLPl-SIAtI2W_lfC29_8C6s/s1600/GFG9%25281%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>While I was in Alabama over the winter, one of the ladies in the RV park showed us her Grandmother's Flower Garden quilt. It was wonderful! She explained that the pattern had been published back in the 70's in Better Homes and Gardens magazine. She showed us how it was made which is really relatively easy. So I've started making a GFG quilt for myself, and as I've gone through the basic steps I've taken pictures. I'm going to attempt to write this as a tutorial for anyone else who would like to make one.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_8dZJB5FUfo7noCH_nbHV0X_vMe8QvWlue-42DBKrY3d79LFKSaFkK6Fqi-875fGWiwukDbYC6695nfNckSu1RlCf2Q3ZX86XIzP1Q7ii1czSu7u1GHcE9dPtNdqHLF3A6zX5NnnelPk/s1600/GFG10%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_8dZJB5FUfo7noCH_nbHV0X_vMe8QvWlue-42DBKrY3d79LFKSaFkK6Fqi-875fGWiwukDbYC6695nfNckSu1RlCf2Q3ZX86XIzP1Q7ii1czSu7u1GHcE9dPtNdqHLF3A6zX5NnnelPk/s320/GFG10%25281%2529.JPG" width="320" /></a><br />
The original instructions directed us to make cardboard templates for hexagons with 2" sides, but I purchased a set of hexagon rulers developed by Marti Mitchell. They are the Quilt Sense Cut Shapes Hexagons.<br />
The package came with 3 sizes of hexagons - 1", 2", and 3". I'm using the 2" for my GFG quilt.<br />
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I cut 4" strips from my fabrics and 3.75" strips from my batting. I cut the batting a slight bit smaller than the fabric, so that there would be a bit less bulk in the seams.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn6U9HDAwiS0nd3MFRGQsDl1fi-b9GYvFDuox37bUb0RSqLaQDTupXfiPy4aEE_9txFCVs67D7lYFxMbwPcM_CCejNJAsjbJU6FuSQwocmnHASNJxpXHa15xyc-LGNZZcHRAannd0UL6g/s1600/GFG1%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn6U9HDAwiS0nd3MFRGQsDl1fi-b9GYvFDuox37bUb0RSqLaQDTupXfiPy4aEE_9txFCVs67D7lYFxMbwPcM_CCejNJAsjbJU6FuSQwocmnHASNJxpXHa15xyc-LGNZZcHRAannd0UL6g/s200/GFG1%25281%2529.JPG" width="200" /></a></div>Next I put the fabric strips right sides together so that I could cut out both the front and the back hexagon pieces at the same time. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji5nq5bHjpljif7NeSUCFmM1WM2SLhYLt8vNFuMy3GwL_YtmXettXGqoK-1ukYGcX1bH-brS5jbR2OppsVsARVQOmwRpuR87FSyD3mRIMMKfrTZE_38R2K2N8c7SDDlBEMZyTzMr_-IIw/s1600/GFG2%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji5nq5bHjpljif7NeSUCFmM1WM2SLhYLt8vNFuMy3GwL_YtmXettXGqoK-1ukYGcX1bH-brS5jbR2OppsVsARVQOmwRpuR87FSyD3mRIMMKfrTZE_38R2K2N8c7SDDlBEMZyTzMr_-IIw/s200/GFG2%25281%2529.JPG" width="200" /></a><br />
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Then I placed the hexagon ruler on the strip, making sure the flat side edges of the ruler lined up with the edges of the fabric. Then using a rotary cutter I cut out the hexagons. I followed the same procedure to cut out the batting hexagons. Using this ruler and strip method creates a bit more waste of fabric than some other methods, but I found it to be more accurate and quicker this way. <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp4cZY4bhs0AZW8RNK1rdWlnrpm4tSdSge_8iH3mSF7u989dnaU1YL_JhZ5q4ispkoso7jWfAfXKPQv_mF13K1svlqp5jDFyWj-md1ClIS5pf7wSeN1UvQc3USxmaGtpxcFcZiwiqhRUs/s1600/GFG3%25281%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp4cZY4bhs0AZW8RNK1rdWlnrpm4tSdSge_8iH3mSF7u989dnaU1YL_JhZ5q4ispkoso7jWfAfXKPQv_mF13K1svlqp5jDFyWj-md1ClIS5pf7wSeN1UvQc3USxmaGtpxcFcZiwiqhRUs/s200/GFG3%25281%2529.JPG" width="200" /></a></div>When the above step is finished, you will have 2 fabric hexagons and 1 batting hexagon. As shown to the right.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp9-1V2ii_mIcoGbl8WOrE5IMkK2AY9ZfSTYTnGiuZEzIs-_vNDZanmN3zuhirFEJymNBfYm8arvJ8QBVuTiQWmy_HFWOu84F4P53SJyfThKK6LRB31xDl5YNM6viLih-iGfMeV_NUaLg/s1600/GFG4%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp9-1V2ii_mIcoGbl8WOrE5IMkK2AY9ZfSTYTnGiuZEzIs-_vNDZanmN3zuhirFEJymNBfYm8arvJ8QBVuTiQWmy_HFWOu84F4P53SJyfThKK6LRB31xDl5YNM6viLih-iGfMeV_NUaLg/s200/GFG4%25281%2529.JPG" width="200" /></a></div>Now layer the 3 pieces. Put the 2 fabric pieces with right sides together and place the batting piece on top.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7IoGFkv-CUy-OWtYn1keQwg8VBAhgCo8wc9gSqmcfSfF3tjdoWP8unujIpnO3eHKS49wvkd1zdNNaMi7GSODXOnrA8YLW8UgUSJKp-MkqmZ_PKuAGrgrfDuojNwXbJJcguiwRwiWIqN0/s1600/GFG5%25281%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7IoGFkv-CUy-OWtYn1keQwg8VBAhgCo8wc9gSqmcfSfF3tjdoWP8unujIpnO3eHKS49wvkd1zdNNaMi7GSODXOnrA8YLW8UgUSJKp-MkqmZ_PKuAGrgrfDuojNwXbJJcguiwRwiWIqN0/s200/GFG5%25281%2529.JPG" width="200" /></a></div>Using the quarter inch foot on your sewing machine sew around 5 sides of the hexagon. You want to leave the sixth side open so that the hexagon can be turned right side out. Before turning, trim off the corners to about 1/8" from the stitching of the sandwiched piece. This helps to alleviate some of the bulk in the corners. Now turn the piece right side out.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHjY1m4v2xTGZsp_iNKzmi8nJ8rwYUBfz_pJDN6S48Ngf9iSPSMTfXVEFaTPcemhK_WpwLYKozA0j5THnnedPhk17Gh8COqO8imFd32pKl6sd2zwpRrEd8-mcvX8qp25oop7PeO66M09E/s1600/GFG7%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHjY1m4v2xTGZsp_iNKzmi8nJ8rwYUBfz_pJDN6S48Ngf9iSPSMTfXVEFaTPcemhK_WpwLYKozA0j5THnnedPhk17Gh8COqO8imFd32pKl6sd2zwpRrEd8-mcvX8qp25oop7PeO66M09E/s200/GFG7%25281%2529.JPG" width="200" /></a></div>After turning the hexagon right side out, you need to use a pointed object to push the corners out from the inside. I used a chopstick that I sanded to a point on one end. This works really well to get the corners nice and sharp.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrXlMF-YG3n45NZ-gwUKDXn7k-5UqfQrqDJxfJAa9t3paHzbXhyphenhyphen2Jyz52hghyx24cF4Yos26Gw8acQhyphenhyphenRMONMHzJrEUr43ljO-BTFbEPWqfkBEOIpcmXhpyLPl-SIAtI2W_lfC29_8C6s/s1600/GFG9%25281%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrXlMF-YG3n45NZ-gwUKDXn7k-5UqfQrqDJxfJAa9t3paHzbXhyphenhyphen2Jyz52hghyx24cF4Yos26Gw8acQhyphenhyphenRMONMHzJrEUr43ljO-BTFbEPWqfkBEOIpcmXhpyLPl-SIAtI2W_lfC29_8C6s/s320/GFG9%25281%2529.JPG" width="320" /></a></div>Now you begin the hand sewing. Fold in a quarter inch of the front and the back of the open side and using small stitches, whip stitch the side together. Next work 2 lines of small running quilt stitches about a quarter inch from the outside edge and then another quarter inch inside that line of stitches, so that you have 2 rows of hexagons quilted in the individual petal. The picture on the right is my first hexagon, you can see that it is not perfectly hexagonal, but I have gotten better as I've made more petals. (Actually, I think the picture is slightly distorted. Look at the "straight" line below the petal.)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihRZb-pDyX0ibnsRyOrlo-XiQ0UNBi3BOq0-bJnAf7iTw-SBwRa3gdgFVBv_TAhKsJFNrA-r5WFh2iYKVK-tVDqdtyRRyuVARjjfi70msUqnQ1-Czje4PY5DOU0NkWz_8c7oh1zTfgnQU/s1600/GFG13%25281%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihRZb-pDyX0ibnsRyOrlo-XiQ0UNBi3BOq0-bJnAf7iTw-SBwRa3gdgFVBv_TAhKsJFNrA-r5WFh2iYKVK-tVDqdtyRRyuVARjjfi70msUqnQ1-Czje4PY5DOU0NkWz_8c7oh1zTfgnQU/s320/GFG13%25281%2529.JPG" width="320" /></a>To assemble one complete flower block, sew a round of 6 individual hexagon petals to the center hexagon. Use small overcast stitches at the hexagons' edges. Turn the piece over and sew overcast stitches along the edges of the other side, too. Since this will be a 2 sided quilt, you want the stitching on both sides to be nice.<br />
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Attach the third round of 12 individual hexagon petals to this sewn piece, adding the hexagons one at a time. This completes 1 of the quilt's flower blocks.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjEUMd6emcfxXXCh31EBtzE93Ebp2H32Ffblem-2hFcpXsa8ObpcJ5vd_hToeart3UTOIvrZJn7gQq3DfRqBDUne-Rv3Fx6umUlbOKhZcU_mFySTOjnH6oILc1e-l3eCA4ioHcvxrK-Y/s1600/GFG14%25281%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNjEUMd6emcfxXXCh31EBtzE93Ebp2H32Ffblem-2hFcpXsa8ObpcJ5vd_hToeart3UTOIvrZJn7gQq3DfRqBDUne-Rv3Fx6umUlbOKhZcU_mFySTOjnH6oILc1e-l3eCA4ioHcvxrK-Y/s320/GFG14%25281%2529.JPG" width="320" /></a></div><br />
I'm using unbleached muslin hexagons to join the completed flower blocks together by stitching 1 row of muslin hexagons between each flower block. My finished queen sized quilt will have about 39 flowers.<br />
<img alt="" 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" />Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com9tag:blogger.com,1999:blog-1902813106161123184.post-58652418799819780202011-02-11T07:10:00.000-08:002011-02-11T07:10:34.631-08:00Coastal Haven Sew 'n Sews<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN-HgphG3PmAPNZacFcDpZ92lXSBnnOoztVnncNL0gmicWqAHHuslug3hthUYiciMGCi5xM6jY6D7suaSPluepZFIncGZuooktzli1OMG08dww3r764mW-b7AUy8wWJ05si4xzYb14IeE/s1600/Sew+%2527n+Sews1b.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN-HgphG3PmAPNZacFcDpZ92lXSBnnOoztVnncNL0gmicWqAHHuslug3hthUYiciMGCi5xM6jY6D7suaSPluepZFIncGZuooktzli1OMG08dww3r764mW-b7AUy8wWJ05si4xzYb14IeE/s320/Sew+%2527n+Sews1b.JPG" width="320" /></a></div>The ladies at the Coastal Haven RV park have formed a guild! <br />
We have had such fun sewing together for the past month that we thought it was time to become an official guild. We are truly a national guild since we have members from throughout the U.S. Some of us have real brick and mortar homes that we go back to after the winter ice and snows are gone and the weather warms. Others live full time in their RV's and live wherever the weather blows them. Most of us have come back to Coastal Haven for several winters and plan to return next year. Therefore, our guild will remain viable, and the membership will increase as other RVer's join in our fun.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjdypQdTdsswu-Dqx8Sqr8k1OZHTLguhIwNK7Jie-7Lv9NtEENbG9tCe5de7IBJX4P9B5S-ADSHsVKZw7uYS2dB541FXuoJlHpvFzLMhE3mumqYi6El7KiKOD5NhsjiuknX4abPzJGNlM/s1600/Pursemakers.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjdypQdTdsswu-Dqx8Sqr8k1OZHTLguhIwNK7Jie-7Lv9NtEENbG9tCe5de7IBJX4P9B5S-ADSHsVKZw7uYS2dB541FXuoJlHpvFzLMhE3mumqYi6El7KiKOD5NhsjiuknX4abPzJGNlM/s320/Pursemakers.JPG" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDqtCtDRjgfoQXv1B53XTjVTBUD-9x3bTkvYJVHAPkoKzCHgERqKnLHRSOcCyJbqT6vvEQuElHHtBvKK0ZyUuWXINCQUIF43jeDOOsSFYG86B1zYv8rZvH9Pt-08wiyP_dZS4BnETnKik/s1600/purses.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDqtCtDRjgfoQXv1B53XTjVTBUD-9x3bTkvYJVHAPkoKzCHgERqKnLHRSOcCyJbqT6vvEQuElHHtBvKK0ZyUuWXINCQUIF43jeDOOsSFYG86B1zYv8rZvH9Pt-08wiyP_dZS4BnETnKik/s320/purses.JPG" width="320" /></a></div>We've been sewing regularly on Tuesdays and Thursdays. Most of us made purses under the direction of Joan and Rosanne who are our resident "purse-making" experts. This project, of course, required a couple of road trips to quilt shops in Gulf Shores (or was it Orange Beach?) and Magnolia Springs, Alabama. Fabric shopping expeditions always include lunch. We have to keep up our strength, you know.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj62mVd1Jk3duyBF5GBsIOMNaGygwcHHY63R-pt_qywIOZtaEb2f40EMo6aUmYytEwXjzzBwj-eRRqjCQvWvPsHDKnBosEeeRLeEeH7se7M0d2cM3rqsA-y4vcxd3PAXRzQSldUXPzjQcI/s1600/binding+class1b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj62mVd1Jk3duyBF5GBsIOMNaGygwcHHY63R-pt_qywIOZtaEb2f40EMo6aUmYytEwXjzzBwj-eRRqjCQvWvPsHDKnBosEeeRLeEeH7se7M0d2cM3rqsA-y4vcxd3PAXRzQSldUXPzjQcI/s320/binding+class1b.jpg" width="320" /></a></div>Our second shopping trip resulted in talking with Mary the owner of the Magnolia Springs Fabric store. Mary offered to come to Coastal Haven to teach a class. She listed several techniques that she could teach, and we chose to have her present a class on foolproof binding. On February 10th twelve of our members assembled with our sewing machines in the clubhouse for Mary's binding class. Her class was very clear and concise with easy to follow directions. Everyone was able to master her smooth binding technique as we attached binding to place mats. <br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG1JwuFur-HPlRh_y0IuoK0YogM2L5bjCMqHPa0AHFLKA9RWV_SnXIpdsDm0PaaID6972kvco-LWNWw87gN8Bj3kSGraR5RMGOpMTmQAiq73CBsflGS_GWtApd5ni2eCKv_x3lGQACkdE/s1600/Our+cooks.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG1JwuFur-HPlRh_y0IuoK0YogM2L5bjCMqHPa0AHFLKA9RWV_SnXIpdsDm0PaaID6972kvco-LWNWw87gN8Bj3kSGraR5RMGOpMTmQAiq73CBsflGS_GWtApd5ni2eCKv_x3lGQACkdE/s320/Our+cooks.JPG" width="320" /></a></div> Naturally, those of us who were working on our binding didn't have time to prepare our own lunch. Linda and Chris did that for us! They prepared 2 delicious homemade soups, garlic bread, and brownies. A few ladies brought salads and desserts to add to the menu. Needless to say, we were well-fed!<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfLRyW49K0N6w63ML29VB0mbqqHV7WpCDTm5GuahBcuwYO7ME1YpUXE5Nq9suKDUi3InnTd8S5Jo-SeblvcQXZ4lJwlVNoIErFtXfwITk6CA_GLfm4_dWzOjR6OBYkMBqdgKsgf73OnqI/s1600/quilt+show.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfLRyW49K0N6w63ML29VB0mbqqHV7WpCDTm5GuahBcuwYO7ME1YpUXE5Nq9suKDUi3InnTd8S5Jo-SeblvcQXZ4lJwlVNoIErFtXfwITk6CA_GLfm4_dWzOjR6OBYkMBqdgKsgf73OnqI/s320/quilt+show.JPG" width="320" /></a></div>In addition to our sewing sessions, we attended the Quilt Show in Robertsdale, AL at the Methodist church on Feb.3. This was a fabulous show that featured about 300 quilts. All types of quilts were on display - antique, patchwork, applique, stack and whack, etc. We worked up quite an appetite while looking at the quilts, so naturally, we went to lunch together and had a lot of fun.<br />
As I begin to reflect on the activities of our guild, I see that we eat almost as much as we sew. Maybe we should change our name to the Sew 'n Eats!<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc_0W3RTDPcPS8oe7onEpm4vpBBMOnMgq4wDUKTavfOGL3pybZdwLYf-UlMRSupisOYLRx-ddxYR9R4BJt_dsgtGHh0ozbSSQZrXFPCQIuC3RALp7chRxcIIQweob96ygnbDeEs92cZgE/s1600/Linda+sewing.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc_0W3RTDPcPS8oe7onEpm4vpBBMOnMgq4wDUKTavfOGL3pybZdwLYf-UlMRSupisOYLRx-ddxYR9R4BJt_dsgtGHh0ozbSSQZrXFPCQIuC3RALp7chRxcIIQweob96ygnbDeEs92cZgE/s320/Linda+sewing.JPG" width="320" /></a></div><span style="font-size: large;">Well, it's time for me to get back to my sewing.</span>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0tag:blogger.com,1999:blog-1902813106161123184.post-58375834406607046362011-02-03T12:16:00.000-08:002011-02-03T12:16:28.620-08:00Log Cabin quilt<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX4xKVjcPJ7uF-DUgWQZVLbChNO44sJJLTtOZNoRMc1TrA_nPyrNzuELmhFXXs4PJUq7nkVd6M9mm-jjc4wgUWP09VM5LneE12GsQPKIgHRIl0e_UxU8B9m_k_I9qOSUAFAoKasHt_1a4/s1600/log+cabin+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX4xKVjcPJ7uF-DUgWQZVLbChNO44sJJLTtOZNoRMc1TrA_nPyrNzuELmhFXXs4PJUq7nkVd6M9mm-jjc4wgUWP09VM5LneE12GsQPKIgHRIl0e_UxU8B9m_k_I9qOSUAFAoKasHt_1a4/s320/log+cabin+1.JPG" width="320" /></a></div>I have been working on a log cabin quilt with 3" squares. I save the smallest of scraps to use in this quilt. When I buy shirts to use for my quilting, I use the button plackets and the collar bands in my log cabins. I only work on this quilt when we are spending extended time in our 5th wheel RV. I bring my 1935 Singer Featherweight sewing machine with me and a container of light scraps and a container of dark scraps. Then I am ready to sew!<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNh4SODCVNihJFJFjx580QabhvfcRScZq0-OrkVwwc1_pBzVksUKYoJKzA7CLAU_XAzdB0GCfs_jQgCOnG-SDd05VY271u1R1EPgG43KqnVHwCmr5MPmNfpUSEGiAmjxNFuaXf1hQthXk/s1600/log+cabin+3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNh4SODCVNihJFJFjx580QabhvfcRScZq0-OrkVwwc1_pBzVksUKYoJKzA7CLAU_XAzdB0GCfs_jQgCOnG-SDd05VY271u1R1EPgG43KqnVHwCmr5MPmNfpUSEGiAmjxNFuaXf1hQthXk/s320/log+cabin+3.JPG" width="320" /></a></div>So far I have 256 blocks sewn together. I love looking at all the different fabrics. Many of them are pieces from many years ago when I sewed clothing for myself and shirts for my husband and boys. It's like walking down memory lane when I recognized pieces from various projects from the past.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8TmCynHzt4cpHyXJsDdVJhqgGtRnxu46ByVrKu0fCwIjhKZbUgEFZd-I_hRb5YQKSpzk-y4v4wnjJ1YbdddRjBwi1ukD8hhXo1Jw1Q3ZMaxXc2j8aqJ6FlQMpaqijXkE0Aj0vO6VHHY/s1600/log+cabin+4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8TmCynHzt4cpHyXJsDdVJhqgGtRnxu46ByVrKu0fCwIjhKZbUgEFZd-I_hRb5YQKSpzk-y4v4wnjJ1YbdddRjBwi1ukD8hhXo1Jw1Q3ZMaxXc2j8aqJ6FlQMpaqijXkE0Aj0vO6VHHY/s320/log+cabin+4.JPG" width="320" /></a></div>Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com1tag:blogger.com,1999:blog-1902813106161123184.post-32765327547323577322011-01-05T09:27:00.000-08:002011-01-05T09:30:16.059-08:00Bonnie Hunter Mystery Blocks<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioAeIUaWZqDOx54fm4dW0X8JcSC-IWWlvZ3JI5AxIhMmQugBXZwtk69k7Xcg7yR4Y4YyUSXoTR6lgf3Y6zt5KieMuZxHvR3ZfAShSiATeAPEhj37Nfs1vs8Qrkn1YIriTLYOQVTLAqtXU/s1600/Mystery+quilt+2010.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioAeIUaWZqDOx54fm4dW0X8JcSC-IWWlvZ3JI5AxIhMmQugBXZwtk69k7Xcg7yR4Y4YyUSXoTR6lgf3Y6zt5KieMuZxHvR3ZfAShSiATeAPEhj37Nfs1vs8Qrkn1YIriTLYOQVTLAqtXU/s320/Mystery+quilt+2010.JPG" width="320" /></a></div>I've been working for the last month on Bonnie Hunter's new Mystery Quilt. Last Friday she gave the clue that put the many pieces together into 2 blocks. One is a variation of the Prickley Pear block, and the other is a string block. I only had time to assemble 3 of each block - just enough to give me a good idea of how my quilt will look. I love it! The contrast between blocks is very good. When the quilt is finished, these blocks will be set on point with 1/2 string blocks being used for the side setting triangles. Bonnie still has another clue to release on Friday which will show the borders for the finished quilt. We have pieces cut and sewn that will be used in this border. The picture below is <a href="http://quiltville.blogspot.com/2010/12/roll-roll-cotton-bollpart-7.html">Bonnie's quilt top</a>.<br />
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We left home on Sunday for our winter destination - Fairhope, Alabama. We will live here for the next couple of months in our RV, so I won't be able to finish this quilt until I return home in mid-March. That's OK though, since I know how the quilt will look when it's finished.Lindahttp://www.blogger.com/profile/10950377697850447057noreply@blogger.com0