<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-6782885657077487596</atom:id><lastBuildDate>Sat, 04 Apr 2026 01:53:19 +0000</lastBuildDate><category>the knitted raven</category><category>free knitting pattern</category><category>personal post</category><category>The Purple Raven Boutique</category><category>Viking wire knitting</category><category>wire knitting</category><category>wire jewelry</category><category>living with chronic illness</category><category>artisan jewelry</category><category>SCAD</category><category>shop update</category><category>Living with LAM</category><category>handmade 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(TheKnittedRaven)</managingEditor><generator>Blogger</generator><openSearch:totalResults>125</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-7092203877343544548</guid><pubDate>Thu, 02 Apr 2026 14:39:00 +0000</pubDate><atom:updated>2026-04-02T12:20:13.756-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free dog coat pattern</category><category domain="http://www.blogger.com/atom/ns#">free dog sweater pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Another attempt at a coat for an odd shaped wee dog</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiDJ21PG0kxtfkFuL13dx13c4-K_HKOQAL9i701Gjw36hhnqQilqDJECODL3wjnYpyB7P87S-4xCsPMB0Nsa72bfPT8c-an_06As679jK0ZerEnjiw9VK890wEL2oJP_cWUlHYDWshCfqJEMGfl1dtvSIOblEV3nkf6vJW0uoQhBiawxb0_eAzuiB4mlc/s640/20260214_151813_medium2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;640&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiDJ21PG0kxtfkFuL13dx13c4-K_HKOQAL9i701Gjw36hhnqQilqDJECODL3wjnYpyB7P87S-4xCsPMB0Nsa72bfPT8c-an_06As679jK0ZerEnjiw9VK890wEL2oJP_cWUlHYDWshCfqJEMGfl1dtvSIOblEV3nkf6vJW0uoQhBiawxb0_eAzuiB4mlc/s320/20260214_151813_medium2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Our wee dog is quite elderly, but still enjoys a good walk.&amp;nbsp; This means she needs outwear.&amp;nbsp; The search for something that is actually warm and fits has been a challenge.&amp;nbsp; We purchased different items only to be very disappointed at the quality and fit.&amp;nbsp; I tried making several as well, using existing patterns as a guide.&lt;/p&gt;&lt;p&gt;The first couple were made of wool, so they were warmer, but the design didn&#39;t suit her anatomy. Even the best version I came up with stretched.&amp;nbsp; The longer section never stayed in place, eventually got walked on, and somedays it ended up as a kilt around her waist.&amp;nbsp; (But can I say she really rocked the look?)&lt;/p&gt;&lt;p&gt;After Christmas I was determined to make something better.&amp;nbsp; I was inspired by the shape of a dog coat by DROPS Design &lt;a href=&quot;https://www.garnstudio.com/pattern.php?id=3486&amp;amp;cid=19&quot; target=&quot;_blank&quot;&gt;102-40&lt;/a&gt;.&amp;nbsp; Since I had worsted weight yarn in my stash and an odd shaped wee girl to fit, I opted to make mine an improv project. If you fancy a sized pattern, sized for common breeds, I recommend you check it out.&lt;/p&gt;&lt;p&gt;Initially, I had a front that fastened but that seemed unnecessary so I eventually sewed it together but kept the button closure as a faux-feature.&amp;nbsp; I added a strap knit at a tighter gauge and sewed it to the back section.&amp;nbsp; I secure this with a safety pin so it will be forever adjustable for her.&lt;/p&gt;&lt;p&gt;So far, it is working out better than anything else I&#39;ve tried.&amp;nbsp; And little Bella couldn&#39;t be more pleased with it.&lt;/p&gt;&lt;p&gt;Here are my pattern notes in case you are interested.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4wNSbfHE9cABvuw4HBniAuuEZtj63Ll4rn1_HdeqIpyqThg801QJP4A9w9sORKhn_vHmwNtFfEffDS4cUDUnnH51Q8d8CILJYOh1aLKPH0R5SDX-wLj-z878Keii3BCAH0ukc_t1zO89-WZ4DNmxPx7iCnuqFwdCTGReqS5JMIiSGUdlge0ly10UKvu0/s500/20260402_115908_medium.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;500&quot; data-original-width=&quot;375&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4wNSbfHE9cABvuw4HBniAuuEZtj63Ll4rn1_HdeqIpyqThg801QJP4A9w9sORKhn_vHmwNtFfEffDS4cUDUnnH51Q8d8CILJYOh1aLKPH0R5SDX-wLj-z878Keii3BCAH0ukc_t1zO89-WZ4DNmxPx7iCnuqFwdCTGReqS5JMIiSGUdlge0ly10UKvu0/s320/20260402_115908_medium.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;b&gt;Pattern Notes&lt;/b&gt;&lt;/p&gt;&lt;p&gt;I used Patons Classic Worsted for the body (ivory - MC) and some scrap DROPS Nepal for the accents and straps (pink - AC).&amp;nbsp; Note, the coat is made in a double strand of yarn while the strap in made from a single strand.&amp;nbsp; The amount of yarn you will need is dependent on the size of your dog.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I arrived at the number of stitches for my cast on based on my swatch and the width that seemed to work for Bella.&amp;nbsp; I used the same swatch to help decide how big the back piece needed to be at the neck in order to have sufficient stiches to make the right and left sides.&amp;nbsp; Once I knew how many stitches I needed to increase, I looked at the rows per inch needed to get my desired length, and figured out my increase rate from there.&lt;/p&gt;&lt;p&gt;This is not an exact process.&amp;nbsp; You can increase rapidly like I did and then just stop when you get the desired width and work those stitches until you reach the length you want.&amp;nbsp; Make a swatch, measure your dog and try it on them frequently and you should be fine.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Needles:&lt;/u&gt;&amp;nbsp; 6.5 mm for the coat and 5 mm for the strap.&lt;/p&gt;&lt;p&gt;With two strands of the MC, cast on 15 stitches and knit 2 rows of garter stitch. Starting on row 3, begin increasing two stitches every other row as follows:&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Odd rows:&amp;nbsp; k1, yo, k to last stitch,&amp;nbsp; yo, k1.&lt;/p&gt;&lt;p&gt;Even rows: knit (twisting the yo from the previous row before knitting).&lt;/p&gt;&lt;p&gt;Repeat the last two rows until you have 33 sts on the needle, ending with the RS of your work facing.&lt;/p&gt;&lt;p&gt;Continue working in garter stitch until piece measures 25 cm.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Neck Shaping:&lt;/u&gt;&lt;/p&gt;&lt;p&gt;Next row:&amp;nbsp; k13, cast off 9 sts, k to EOR. The remaining stitches will be worked separately to form the left and right sides of the coat.&amp;nbsp; The 9 stst you just cast off are the back of the neck hole.&amp;nbsp; You will take your measurements from this row.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Left side:&amp;nbsp;&amp;nbsp;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;Next row: knit&lt;/p&gt;&lt;p&gt;Next row: k1, ssk, k to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Repeat until 9 stitches remain on the needles with RS facing. Work in garter stitch about 12 cm (or until your have a piece that crosses over slightly at the front of your dog&#39;s chest) from neck edge and cast off knit-wise.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Right side:&lt;/u&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-kuVN1Yp5QPa0txkj2H1nf8guV1gPlm4VCMBXeIRqHAdyZIVsWf0qHm1J6xpUrGrLcrFVFAS8Eb3oSSpcZTKcptdi3e5c5CqS59_KuUZ8BqSATzkCluh-lYyrv0__KWNX9ZUOehGonU15T_PnaY0xh9hvlOdOWpoXXsTcXJ6YIM1Th8Cb3apLoRcDAGk/s640/20260402_115914_medium2.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-kuVN1Yp5QPa0txkj2H1nf8guV1gPlm4VCMBXeIRqHAdyZIVsWf0qHm1J6xpUrGrLcrFVFAS8Eb3oSSpcZTKcptdi3e5c5CqS59_KuUZ8BqSATzkCluh-lYyrv0__KWNX9ZUOehGonU15T_PnaY0xh9hvlOdOWpoXXsTcXJ6YIM1Th8Cb3apLoRcDAGk/s320/20260402_115914_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;With the WS facing, join yarn and starting at the neck edge with WS facing, knit to EOR.&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Next row: k to 3 sts remaining,&amp;nbsp; k2tog, k1.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Repeat these two rounds until 9 sts remain with RS facing. Work in garter stitch until 12 cm (or until your have a piece that crosses over slightly at the front of your dog&#39;s chest)&amp;nbsp;&amp;nbsp;from neck edge cast off.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Embellishment: (optional) &lt;/u&gt;After several past coats stretching more than expected, I opted to add a crocheted edge around the whole garment, using a single strand of worsted weight yarn and a 4 mm crochet hook.&amp;nbsp; This is not absolutely necessary of course.&amp;nbsp; I used the edging to make a loop for hooking around a button as I thought this would be more stable than a button hole.&amp;nbsp; In the end, I sewed the left and right pieces together and so the loop isn&#39;t really necessary.&lt;/p&gt;&lt;p&gt;Using a single strand of a contrasting worsted weight yarn, do single crochet around the edge of the garment starting at the right side top edge. Once you&#39;ve worked your way around, work a series of slip stitches across the top right edge and place a chain-6 loop in the middle of that edge. Continue slipped stitches to the left corner of that piece.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Strap:&lt;/u&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Using 5mm needles and a single strand of worsted weight yarn,&amp;nbsp; cast on 7 stitches. Work in moss stitch until about 52 cm long (or until you have enough to wrap comfortably around your dog&#39;s middle with length to spare for securing). Cast off.&amp;nbsp; Sew the strap to the back at about waist level for your dog.&amp;nbsp; Leave the remainder dangling free to wrap under the dog when wearing the coat.&lt;/p&gt;&lt;p&gt;I decided on using a safety pin to secure the belt for now as I expect it will stretch.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBo-0gKFwUL_KHV1xQgiDOSYm1Z3Q2L9PVnpGy25Jt9x0x614zqExK8_3XU2NL-4_TypWc_OjBTM-J8449pNkJyvWN6Xk4oL3kTiC-PncxRncYZNUpE1bplK58-BWwdcujlJHb37GTE53HSCsK0I5xVrsGP4jHqxLnWOQvoICyeaekRSNgry8rayMYu14/s640/20260402_115922_medium2.jpg&quot; style=&quot;clear: left; display: inline; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBo-0gKFwUL_KHV1xQgiDOSYm1Z3Q2L9PVnpGy25Jt9x0x614zqExK8_3XU2NL-4_TypWc_OjBTM-J8449pNkJyvWN6Xk4oL3kTiC-PncxRncYZNUpE1bplK58-BWwdcujlJHb37GTE53HSCsK0I5xVrsGP4jHqxLnWOQvoICyeaekRSNgry8rayMYu14/s320/20260402_115922_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Let me know if you decide to give this a try.&amp;nbsp; Happy knitting!&lt;/p&gt;</description><link>https://www.theknittedraven.com/2026/04/another-attempt-at-coat-for-odd-shaped.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiDJ21PG0kxtfkFuL13dx13c4-K_HKOQAL9i701Gjw36hhnqQilqDJECODL3wjnYpyB7P87S-4xCsPMB0Nsa72bfPT8c-an_06As679jK0ZerEnjiw9VK890wEL2oJP_cWUlHYDWshCfqJEMGfl1dtvSIOblEV3nkf6vJW0uoQhBiawxb0_eAzuiB4mlc/s72-c/20260214_151813_medium2.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-5137626313904610809</guid><pubDate>Mon, 02 Feb 2026 18:19:00 +0000</pubDate><atom:updated>2026-02-02T15:01:55.075-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">knitting as protest</category><category domain="http://www.blogger.com/atom/ns#">Nisser Hat</category><category domain="http://www.blogger.com/atom/ns#">protest hat</category><category domain="http://www.blogger.com/atom/ns#">red hat</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Knitting as a form of protest and solidarity</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOwevvxZnWbjDaNYbimW_v60jcHoqEBy8g-MMu6TXTOZz6ha__DcBDDs4TvFlLC_1uxq1tJu91DE_u0pyAycD3YHnSa_18fBj3oIakcGmwZVLkjyPlfMihbh3D8_DjOpkMYGEShEIUoi83drzpGTizxHGL333TgiTUquL3XyfsWXDRx84k3AnV6vqOC5I/s4032/20260201_141302.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOwevvxZnWbjDaNYbimW_v60jcHoqEBy8g-MMu6TXTOZz6ha__DcBDDs4TvFlLC_1uxq1tJu91DE_u0pyAycD3YHnSa_18fBj3oIakcGmwZVLkjyPlfMihbh3D8_DjOpkMYGEShEIUoi83drzpGTizxHGL333TgiTUquL3XyfsWXDRx84k3AnV6vqOC5I/w318-h424/20260201_141302.jpg&quot; width=&quot;318&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Last week, a post showed up in one of the knitting groups I participate in on Facebook describing where to find a pattern for a &quot;Melt the ICE&quot; hat pattern.&amp;nbsp; Like many people, the pattern maker has been moved by the violence unfolding in Minneapolis and wanted to offer a paid pattern for a protest hat geared to raising funds for charities that serve immigrant groups there.&lt;p&gt;&lt;/p&gt;&lt;p&gt;This is not the first time patterns have been offered up in recent times as a form of protest and solidarity.&amp;nbsp; Several years ago &quot;pussy hats&quot; emerged in solidarity with protests against Donald Trump&#39;s abysmal treatment of women.&amp;nbsp; These were simple hats, knitted in pink yarn, in all different yarn weights, all identified by color and shape.&lt;/p&gt;&lt;p&gt;Similarly, during WWII in occupied Norway, citizens wore red pointy hats in protest against this occupation and in solidarity with Norwegian identity and folklore.&amp;nbsp; The red hat was adopted as it was associated with the Nisser or house spirits of Norwegian folklore that could be courted to bring good luck and good fortune to a home, or aggravated and risk misfortune and mayhem.&amp;nbsp; Red hats became so visible in Norwegian society that the Nazis outlawed them.&lt;/p&gt;&lt;p&gt;The &quot;Melt the ICE&quot; hat was a simple pointed hat shape.&amp;nbsp; I had several skeins of fingering weight yarn in my stash so I happily bought a copy and promptly knit one.&lt;/p&gt;&lt;p&gt;As knitters often are, this exercise inspired me to come up with my own pointy hat pattern.&amp;nbsp; I decided to broaden mine by naming it the Protest Hat.&amp;nbsp; If you are against racism, white supremacy, fascism, unbridled capitalism, climate degradation and exploitation, militarism, colonialism; if you support social justice, climate justice, equality, fair taxation and distribution of wealth, etc. - and wish to stand in solidarity with ordinary people EVERYWHERE, then this is the hat for you!&lt;/p&gt;&lt;p&gt;Still maintaining the pointed shape and color associated with the Norwegian Nisser, I wanted to offer a free pattern to encourage people to donate to their local organizations that help vulnerable people in need as these are often the first casualties in the rise of right-wing extremism.&lt;/p&gt;&lt;p&gt;As worsted weight appeals to newer knitters as well as those short on time, the first version of this pattern uses this weight.&amp;nbsp; Feel free to use this pattern and to share it, &lt;u&gt;but please ensure you ask people who use it to make a donation of money, time or in kind to a local charity that serves vulnerable people in their community.&lt;/u&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qRn8smlc-FsVZM1EYJtKCnBLIgAYV-0bIy44AuC5NYbZVEJO2SXBwd6ANgVKgLOSwO4oUYOkHLRb9IpquIUw9311o3_bs1-tflV60h1mpJ6jfwpSi28vexcoTRyWMHV6vjL17Ppt1MjleQLC8S30-uK0KRPKnJjuMF_hF3IdyyjGutExpDzxPAF_4NQ/s4032/20260201_141223.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;367&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qRn8smlc-FsVZM1EYJtKCnBLIgAYV-0bIy44AuC5NYbZVEJO2SXBwd6ANgVKgLOSwO4oUYOkHLRb9IpquIUw9311o3_bs1-tflV60h1mpJ6jfwpSi28vexcoTRyWMHV6vjL17Ppt1MjleQLC8S30-uK0KRPKnJjuMF_hF3IdyyjGutExpDzxPAF_4NQ/w275-h367/20260201_141223.jpg&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Protest Hat&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Materials: &lt;/b&gt;1 ball of Patons Classic Worsted Yarn, 4.5 mm needles (I started on a short circular and ended with double pointed needles), tapestry needle, scissors.&amp;nbsp; You will use between 120 and 125 yards at the given gauge and size.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Gauge:&lt;/b&gt;&amp;nbsp; 16 sts and 28 rows equals 4 inches or 10 cm on 4.5 mm needles, in stocking stitch.&lt;/p&gt;&lt;p&gt;The instructions below will yield a women&#39;s L-XL hat or a men&#39;s L hat.&amp;nbsp; To make a larger hat, I&#39;d size up to 5 mm needles and adjust the plain knitting in the body as needed.&amp;nbsp; To make a smaller hat, I&#39;d go down to&amp;nbsp; size 4mm needles and adjust the plain knitting accordingly.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Instructions:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Cast on 96 stitches.&amp;nbsp; Join in the round being careful not to twist the stitches.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Rounds 1 - 4: (k2, p2) , repeat to end of round (EOR).&lt;/p&gt;&lt;p&gt;Then begin the decorative ribbing.&amp;nbsp; (If you wish to omit this, continue ribbing until 3 inches in length has been worked - about 24 rounds from cast on.)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Round 1: (k2, p2), rep. to EOR.&lt;/p&gt;&lt;p&gt;Round 2: (k1, yo, k1, p2), rep. to EOR&lt;/p&gt;&lt;p&gt;Round 3: (k3, p2), rep. to EOR.&lt;/p&gt;&lt;p&gt;Round 4: (sl1, k2, psso the two knitted stitch, p2) rep. to EOR.&lt;/p&gt;&lt;p&gt;Complete these rounds a total of 5 time.&amp;nbsp; On the last round, place a removable stitch marker every 16 stitches (six including the BOR marker).&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Next round: (ktbl, k to 1 st before the marker {M}, ktbl, slip marker {SM} ), rep. to EOR.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;This round will be repeated and is considered the &quot;plain knitting&quot; section of the hat.&amp;nbsp; You may wish to adjust how many rows you complete like this to personalize your fit.&amp;nbsp; The ktbl creates a twisted knit stitch.&amp;nbsp; By twisting one stitch on either side of the stitch marker, you are creating &quot;ribs&quot; for the six panels of the crown of your hat.&lt;/p&gt;&lt;p&gt;Continue working for 15 rounds.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Decrease Round 1:&lt;/p&gt;&lt;p&gt;Round 1 (ktbl, ssk, k to 3 sts before M, k2tog, ktbl, SM), rep. to EOR. (12 sts decreased)&lt;/p&gt;&lt;p&gt;Rounds 2-5: (ktbl, k to 1 sts before M, ktbl, SM), rep. to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Repeat the last 5 rounds two more times (total of 36 sts decreased - 60 sts remaining)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Decrease Round 2:&amp;nbsp;&lt;/p&gt;&lt;p&gt;Round 1:&amp;nbsp; (ktbl, ssk, k to 3 sts before M, k2tog, ktbl, SM), rep. to EOR&lt;/p&gt;&lt;p&gt;Round 2-4: (ktbl, k to 1 sts before M, ktbl, SM), rep. to EOR.&lt;/p&gt;&lt;p&gt;Repeat the last 4 rounds two more times. (36 sts decreased - 24 sts remaining)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Decrease round 3:&lt;/p&gt;&lt;p&gt;Next round:&amp;nbsp; (ktbl, k2tog,ktbl, SM), rep. to EOR. (6 sts decreased - 18 sts remaining)&lt;/p&gt;&lt;p&gt;Round 2-4: (ktbl. k1, ktbl, SM), rep. to EOR.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Next round: (k2tog), rep. to EOR.&lt;/p&gt;&lt;p&gt;Break yarn and draw through remaining 9 stitches, secure end.&amp;nbsp; Weave in end from cast on.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Abbreviations&lt;/b&gt;&lt;/p&gt;&lt;p&gt;BOR - beginning of round&lt;/p&gt;&lt;p&gt;EOR - end of round&lt;/p&gt;&lt;p&gt;k - knit&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;k2tog - knit 2 stitches together&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;ktbl - knit next stitch through the back of loop&lt;span&gt;&amp;nbsp; &amp;nbsp; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;M - marker&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;p - purl&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;rep - repeat&amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;SM - slip marker&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;ssk - slip next two stitches as if to knit, k into the back of both sts&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;st - stitch&amp;nbsp;&lt;/p&gt;&lt;p&gt;sts - stitches&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhqxkIGqjtIO4jR7tIi650r20wum_KXJbQKJgT9lu9kScS1ebN988vJelJzaTqm-EUvFSMzPnowM-qImzheEOnvDmGIJvoz76o-BDycsQTE262LS9C3u2-HJB8Cpo4lZ4gFuOXmXBQ_nd5XXmTzZ2OpWEUEi6A_7swJyLL6yd6PTKIttJ8yUEbKp96Rw/s4032/20260131_214735.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhqxkIGqjtIO4jR7tIi650r20wum_KXJbQKJgT9lu9kScS1ebN988vJelJzaTqm-EUvFSMzPnowM-qImzheEOnvDmGIJvoz76o-BDycsQTE262LS9C3u2-HJB8Cpo4lZ4gFuOXmXBQ_nd5XXmTzZ2OpWEUEi6A_7swJyLL6yd6PTKIttJ8yUEbKp96Rw/s320/20260131_214735.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2026/02/knitting-as-form-of-protest-and.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOwevvxZnWbjDaNYbimW_v60jcHoqEBy8g-MMu6TXTOZz6ha__DcBDDs4TvFlLC_1uxq1tJu91DE_u0pyAycD3YHnSa_18fBj3oIakcGmwZVLkjyPlfMihbh3D8_DjOpkMYGEShEIUoi83drzpGTizxHGL333TgiTUquL3XyfsWXDRx84k3AnV6vqOC5I/s72-w318-h424-c/20260201_141302.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2696235500888281994</guid><pubDate>Tue, 13 Jan 2026 00:06:00 +0000</pubDate><atom:updated>2026-01-12T20:36:36.082-03:30</atom:updated><title>Comfort Knits: Bed Mittens</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtmyVWB36Qcg5dVgqAk_Qo4eul3OO_l84HA4YcTkm1ciCf23BDSqQAinV-t_CMBBUTekgOoOvhoarpT_jxqCIDiy_kLeckuRKAoSbMwnHBN4_aUi9LBPrJV1xO_8o6MYpB_fzyWjTGDJ735lQhzJVBRKp8Esd48nFjovr17Lj8sTUnJFHIKad0DhpIZJQ/s4032/20260112_201930.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtmyVWB36Qcg5dVgqAk_Qo4eul3OO_l84HA4YcTkm1ciCf23BDSqQAinV-t_CMBBUTekgOoOvhoarpT_jxqCIDiy_kLeckuRKAoSbMwnHBN4_aUi9LBPrJV1xO_8o6MYpB_fzyWjTGDJ735lQhzJVBRKp8Esd48nFjovr17Lj8sTUnJFHIKad0DhpIZJQ/s320/20260112_201930.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;I have always preferred sleeping in a cooler room.&amp;nbsp; In winter that sometimes means I wake up with very cold hands as I tend to sleep with my arms above the covers.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;After Christmas I decided to address the problem by knitting what I am calling &quot;bed mittens&quot; - fingerless mittens specifically for wearing at night. I had some DROPS Baby Merino in my stash and decided to have a go at making a pair.&amp;nbsp; I also tried making a pair from a ball of DROPS Fabel on 3 mm needles and it worked out well too.&amp;nbsp; These will be worn during daytime hours.&amp;nbsp; This yarn was chosen because of its durability and ease of washing.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Fingerless mittens are basically a tube with a thumb gusset.&amp;nbsp; I decided to make the wrist portion of my first pair a little longer as I have long arms and my nightgown sleeves often leave a gap of forearm showing.&amp;nbsp; The pattern will be for bed mittens with a shorter wrist&amp;nbsp; (see picture of the off-white pair for size) to ensure you can get a pair from a single ball of Baby Merino.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The stitch pattern used is a four row repeat of a mock cable that reminds me of barnacles (hence why I call it the Barnacle Stitch).&amp;nbsp; It is a lovely ribbing pattern and looks far more complicated than it actually is, is easy to memorize and the four row patterns repeat makes keeping track simple as well.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Note: If you prefer to make a set using straight (k2, p2) ribbing, that would also work. You would rib to the desired wrist length, then follow the instructions for creating the thumb gusset and thumb, omitting any references to the stitch pattern.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3W6BmL58s4MJhpp-SMFFxxwnHJ09sUVc31UcAozN8tlrXaeYK7V6cUPaaIAR55k-HGiFowPv4goNbkm5BDtsqru2E2pE3R5QjdDwQ0hzjQ9XhzaYXhZqYBz3UpQ4Ycp6seleZgbWmPiApCW2QgOcldODrg_gpq5cXVkPEnJyyY7thuy5PiwBzppp8nY/s4032/20260112_201944.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3W6BmL58s4MJhpp-SMFFxxwnHJ09sUVc31UcAozN8tlrXaeYK7V6cUPaaIAR55k-HGiFowPv4goNbkm5BDtsqru2E2pE3R5QjdDwQ0hzjQ9XhzaYXhZqYBz3UpQ4Ycp6seleZgbWmPiApCW2QgOcldODrg_gpq5cXVkPEnJyyY7thuy5PiwBzppp8nY/s320/20260112_201944.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;Gauge&lt;/b&gt; is 24 stitches and 32 rows to 10 cm (4 inches) on 3 mm needles for DROPS Baby Merino.&amp;nbsp; I used 3 mm needles for the second pair I made using the Fabel and this worked out well.&amp;nbsp; The fabric was a little lighter, but is perfectly serviceable.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Tools: 3 mm double pointed needles (DPNs) or a small circular needle ( I used DPNs).&amp;nbsp; Tapestry needle, small scissors, measuring tape.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The pattern is much the same regardless of size (Women&#39;s S-M) and (Women&#39;s M-L).&amp;nbsp; All that changes is the number of stitches.&amp;nbsp; The length of the wrist and hand portions are easily customizable, though this will impact the amount of yarn needed.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Abbreviations/skills required:&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;k - knit&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; p - purl&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; yo - yarn over&lt;span&gt;&amp;nbsp; &amp;nbsp; sl - slip the next stitch&lt;span&gt;&amp;nbsp; &amp;nbsp; psso - pass slipped stitch over&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;CO - cast on&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;BO - bind off&amp;nbsp;&amp;nbsp;&lt;span&gt;&amp;nbsp; &amp;nbsp; PM - place marker&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp; SM - slip marker&lt;span&gt;&amp;nbsp; &amp;nbsp; M - marker&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;TWk - twist the yo made the previous round before knitting it; this will eliminate the hole.&amp;nbsp; Alternatively you can increase one stitch by doing a kfb - knit into the front and back of the next stitch&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Pattern&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;CO&lt;/b&gt;&amp;nbsp;a multiple of 44 or 48 stitches on 3 mm needles. distribute across three needles and join in the round taking care not to twist your work.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;u&gt;Set up rounds&lt;/u&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Round 1: p1, (k2, p2) to last stitch, p1.&lt;/div&gt;&lt;div&gt;Rounds 2 - 4: as round 1.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl7hdRMSKfxtcsKYDOUp7dtAwu3fpcbi6u-iGSmz8-4W9VI6yumFE-MDufi8vk01dD3JmiiXSKqH0QysrgypO7QiTfHEJ3wisg7LifHuAWegpKacJAauygIPvPnPPUPGxrnJhr5AVh1_K3cC_I3A2Jktt7qI26OHzJ2lzHR5qdb439DWbR_6GPUHblpcE/s747/20260112_202011.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;747&quot; data-original-width=&quot;747&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl7hdRMSKfxtcsKYDOUp7dtAwu3fpcbi6u-iGSmz8-4W9VI6yumFE-MDufi8vk01dD3JmiiXSKqH0QysrgypO7QiTfHEJ3wisg7LifHuAWegpKacJAauygIPvPnPPUPGxrnJhr5AVh1_K3cC_I3A2Jktt7qI26OHzJ2lzHR5qdb439DWbR_6GPUHblpcE/s320/20260112_202011.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Commence &lt;u&gt;Barnacle Stitch Pattern&lt;/u&gt; as follows:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Round 1: p1, (k2, p2), repeat to last stitch, p1.&lt;/div&gt;&lt;div&gt;Round 2: p1, (k1, yo, k1, p2), repeat to last stitch, p1.&lt;/div&gt;&lt;div&gt;Round 3: p1, (k3, p2) repeat to last stitch, p1.&lt;/div&gt;&lt;div&gt;Round 4: p1, (sl1, k2, psso, p2) repeat to last stitch, p1.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;These four rounds make up a pattern repeat.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;(The picture to the left shows a close up of the Barnacle Stitch Pattern - 4 pattern repeats)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Complete seven pattern repeats (or to desired length) ending with a round 4.&amp;nbsp; You will now set up and increase two stitches every second round until you have 14 stitches for the gusset, while maintaining your stitch pattern.&amp;nbsp; You start with the first and last stitches in the round, and increase (six) or (seven) stitches on either side of these two stitches.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;1. Next round: k1, yo, PM, continue in pattern, completing round 1 of your stitch pattern, until you get to the last p1 stich.&amp;nbsp; PM, yo, then k1.&amp;nbsp; (Note: if you increase by doing a kfb, there will be no need to twist stitches in rounds 2 and 4.&lt;/div&gt;&lt;div&gt;2. On pattern round 2, you will k to the yo made in the previous round on needle 1, and TWk, SM, and continue as for pattern round 2, until you come to the M.&amp;nbsp; Then SM, TWk, and knit to the end of the round.&lt;/div&gt;&lt;div&gt;3. On the third pattern round, you will knit to the M, yo, SM, then proceed in pattern round 3 to the second M. SM, yo, k to the end of the round.&lt;/div&gt;&lt;div&gt;4. On pattern round 4, you will k to the yo made in the previous round on needle 1, and TWk, SM, and continue as for pattern round 2, until you come to the M.&amp;nbsp; Then SM, TWk, and knit to the end of the round.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Every pattern repeat you will increase 4 stitches. Continue increasing until you have (12) or (14) stitches between the markers. This will require 3 pattern repeats for the (S-M) size.&amp;nbsp; For the smaller size, you will stop increasing after round 1 on your third pattern repeat, but will continue until the remaining three rounds are almost completed. (M-L) will do the last increase on the third round of the third pattern repeat.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;NOTE: &lt;/b&gt;On the third pattern repeat, on round four, work to the marker but do not work across the final seven stitches.&amp;nbsp; Slip the last seven stitches from needle 3 and the first seven stitches from needle 1 onto small stich holders, two safety pins or on waste yarn. CO two stitches onto the end of needle three, and begin working across needle 1, closing the gap as you go.&amp;nbsp; Continue on in the stitch pattern beginning with a round 1.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Complete seven pattern repeats (or to the desired length less 1 cm) ending with a round 4. Complete with ribbing as follows:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Round 1: p1, (k2, p2) to last stitch, p1.&lt;/div&gt;&lt;div&gt;Rounds 2 - 4: as round 1.&lt;/div&gt;&lt;div&gt;BO .&amp;nbsp; Be sure not to make the bind off tight.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Thumb&lt;/b&gt;&amp;nbsp;: slip the 14 stitches reserved for the thumb onto 2 DPNs.&amp;nbsp; Join the yarn and knit across these stitches, then pick up 4 stitches across the gap at the top of the thumb gusset.&amp;nbsp;&lt;b&gt; (TIP - I often pick up two more stitches than I need, then decrease on the second round.&amp;nbsp; As well, if there is excess slack between the stitches, I will pick up the yarn between two stitches, twist it (to avoid making a hole) and then knit it together with the next stitch.)&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Work to the desired thumb length (less 1 cm).&amp;nbsp; Then complete four rounds of (k1, p1) ribbing and BO.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Both mittens are identical in shape - there is no left or right. Weave in ends.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhut3rgDIio4e9EzefrXIH85Jj-7hS4J-Z9M_IWUfhU5Ba3hbHzfk0q5IfRalvNzPaxFZx7Os7qA165Nrxpj6F8PieT0u9qAYMfknuO2wxy8jeHZ1r4etM0Cz2XH8ptcRkZGKqFur7WsXq7yrFT1tDrUztIRneuZJpIEsgIDj-fqHoivlY92PxHK1gswUI/s4032/20260108_122043.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhut3rgDIio4e9EzefrXIH85Jj-7hS4J-Z9M_IWUfhU5Ba3hbHzfk0q5IfRalvNzPaxFZx7Os7qA165Nrxpj6F8PieT0u9qAYMfknuO2wxy8jeHZ1r4etM0Cz2XH8ptcRkZGKqFur7WsXq7yrFT1tDrUztIRneuZJpIEsgIDj-fqHoivlY92PxHK1gswUI/s320/20260108_122043.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;The picture to the left shows a bed mitten made of DROPS Fabel.&amp;nbsp;&amp;nbsp;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2026/01/comfort-knits-bed-mittens.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtmyVWB36Qcg5dVgqAk_Qo4eul3OO_l84HA4YcTkm1ciCf23BDSqQAinV-t_CMBBUTekgOoOvhoarpT_jxqCIDiy_kLeckuRKAoSbMwnHBN4_aUi9LBPrJV1xO_8o6MYpB_fzyWjTGDJ735lQhzJVBRKp8Esd48nFjovr17Lj8sTUnJFHIKad0DhpIZJQ/s72-c/20260112_201930.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-7230258299244387810</guid><pubDate>Mon, 01 Sep 2025 14:36:00 +0000</pubDate><atom:updated>2025-09-01T12:06:18.942-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">free patterns</category><category domain="http://www.blogger.com/atom/ns#">garter stitch project</category><category domain="http://www.blogger.com/atom/ns#">knitting basics</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Getting Back to the Basics</title><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;I was recently invited to participate in a gathering of aspiring knitters and crocheters.&amp;nbsp; The idea was that experienced knitters and crocheters would share their skills and knowledge with people wanting to learn.&amp;nbsp; I was immediately hooked (pun intended) and started cooking up a couple of basic projects for first time knitters.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Given that Christmas is closer than we think, I considered a couple of simple projects using garter stitch rectangles that could become holiday gifts.&amp;nbsp; I pulled out some worsted weight cotton yarn from my stash and got working on the possibilities.&amp;nbsp; The two simple patterns below are the results.&amp;nbsp; They are an evening&#39;s knitting for more experienced knitters and will provide quick results to those giving knitting a try for the first time.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Garter Stitch Bath Mitten&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8Rs6cpJ-vy0M1LY9L1faRxk0xTJ4T_e-lM2jRYCTz0JGUaPu2rDenMtuVHUe-D6WWcrfafZR6KJX35t3LqMibLX18Sj1VM3LhlSg6F6e__V5qakEZqsgv1NHBUFMqXwlB0gaUbkPEBwAgKm3UNrIkWaiR1M_5nAC_A25QMVss1MWgyC9mWKtAUvN2bo/s4032/20250901_111616.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8Rs6cpJ-vy0M1LY9L1faRxk0xTJ4T_e-lM2jRYCTz0JGUaPu2rDenMtuVHUe-D6WWcrfafZR6KJX35t3LqMibLX18Sj1VM3LhlSg6F6e__V5qakEZqsgv1NHBUFMqXwlB0gaUbkPEBwAgKm3UNrIkWaiR1M_5nAC_A25QMVss1MWgyC9mWKtAUvN2bo/s320/20250901_111616.jpg&quot; width=&quot;240&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;For years, I used one of those awful plastic poufs in the shower.&amp;nbsp; As it started to look ratty after many years of use, I decided to make myself a bath mitten.&amp;nbsp; It was fairly plain and humble, but it was a serious upgrade from what I was using before.&amp;nbsp; I did my own using circular knitting so I decided to rethink it using a basic rectangle shape and this is what emerged.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;I used a series of yarn overs and k2tog along one edge to give the plain garter stitch a small upgrade, but this is a flat knitted project.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Materials:&lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; worsted weight cotton yarn (at least 60 m)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Tools:&lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; scissors,&amp;nbsp; blunt end large-eye needle, 4 mm knitting needles. (3.5mm crochet hook if making the optional decorative hanging cord.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Gauge:&lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;17 sts and 36 rows equals 4 inches (4.25 sts and 9 rows equal 1 inch).  I encourage everyone to make a gauge swatch.  If you have too many stitches, increase your needle size and try again.  If you have too few stitches, decrease your needle size and try again.  Once you know how many stitches per inch you are making, you can take your hand measurement and ensure you are casting on the right number of stitches.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;b&gt;Size:&lt;/b&gt; To fit a palm of approximately 8 inches in circumference, I will need: 8 inches x 4.25 stitches per inch = about 34 stitches.&amp;nbsp; The mitten will stretch when wet, so we want it to be a little smaller to ensure a good fit. To do this we will reduce the stitch count by 2-3 stitches.&amp;nbsp; Since we will lose a little width sewing the mitten together, we will go with a reduction of two stitches.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-weight: 700; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Pattern&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Cast on 32 stitches.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Knit 6 rows (3 garter stitch ridges).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Next row: (RS) k2, *(yo, k2tog, k1 ), rep from * to EOR.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Next row: knit&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Continue in garter stitch for 6 more rows.&amp;nbsp; Place markers at the beginning and end of the row. The knitting below these will be the wrist section. Everything you knit from this point will be the body of the bath mitt.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Continue knitting every row until the body of the mitt just reaches the tip of your longest finger.&amp;nbsp; Cast off, leaving about 24 inches of yarn for sewing.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;Finishing:  &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;Fold the rectangle lengthwise. Sew across the top catching the cast off edge stitches, then sew back across the top again ending where the stitching began. Next you will sew down the long side to just above your thumb joint. You can use a decorative stitch or a plain whip stitch. Do not break the yarn. Make several whip stitches to reinforce the top of the thumb hole. Weave the yarn through the edge of the gap needed for the thumb hole. Where the thumb hole ends, make several whip stitches to reinforce,&amp;nbsp; then continue your stitching to the bottom.&amp;nbsp; Secure all remaining yarn ends.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-weight: 700; white-space-collapse: preserve;&quot;&gt;Optional:  &lt;/span&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;Using a 3.5 mm crochet hook, chain 80. Thread the resulting cord through the eyelets near the bottom edge of the bath mitt. Knot the ends together to create a loop to hang the mitt. Alternatively,&amp;nbsp; you could thread cotton cording, braided yarn strands, or other decorative rope through the eyelets.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Garter Stitch Washcloth&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgroSymjNuDVOjFWygj519q1Ktmj63vkUOwHS_Eg6PEMjfjPVdRPN1BoAAOhGrVZQXK6SrOtredFze3zhiZzjmvQhOXHuII52UNAVH1QgPZTVP3QMAdKo_0EOVoz5TPRd1h_zEpbd1eu-N3Bo-IOPBXbVE5sGa7FbcZnN_Vqj2xOzXYEHk40-ufBGuWvns/s4032/20250901_111721.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;356&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgroSymjNuDVOjFWygj519q1Ktmj63vkUOwHS_Eg6PEMjfjPVdRPN1BoAAOhGrVZQXK6SrOtredFze3zhiZzjmvQhOXHuII52UNAVH1QgPZTVP3QMAdKo_0EOVoz5TPRd1h_zEpbd1eu-N3Bo-IOPBXbVE5sGa7FbcZnN_Vqj2xOzXYEHk40-ufBGuWvns/w267-h356/20250901_111721.jpg&quot; width=&quot;267&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: times; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;As basic a project as a washcloth is, it is a one-size-fits-all gift.  Wrap it up with a lovely bar of soap and you have the perfect gift for a teacher, work colleague or stocking stuffer for a family member.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Materials:&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; worsted weight cotton yarn (around&amp;nbsp; 60 m)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Tools:&lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;scissors,&amp;nbsp; blunt end large-eye needle, 4 mm knitting needles, (3.5 mm crochet hook if making the optional loop for hanging.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Gauge:&lt;/span&gt;&lt;span style=&quot;font-family: times; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; 17 sts and 36 rows equals 4 inches (4.25 sts and 9 rows equal 1 inch) using 4mm needles.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Pattern&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Cast on 35 stitches for a washcloth about 8 inches wide. (4.25 sts x 8 inches = 34 and I added one more for pattern symmetry.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;2&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Knit six rows of garter stitch (3 ridges) - that is, knit six rows.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;3&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Next row: k3, * (yo, k2tog)* repeat from * to * until 2 sts remain,&amp;nbsp; k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;4&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Knit 58 more rows ( or 7 rows less than your desired length).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;5&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Next row: k2, * (yo, k2tog), repeat until 2 sts remain,&amp;nbsp; k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;6&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Knit 7 more rows. (72 rows completed from cast on.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;ol start=&quot;7&quot; style=&quot;margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;&quot;&gt;&lt;li aria-level=&quot;1&quot; dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;Cast off.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Optional - make a hanging loop: &lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cast off all stitches until only one remains.&amp;nbsp; Slip this stitch onto a 3.5 mm crochet hook.&amp;nbsp; Chain 24 stitches.&amp;nbsp; Loop the chain back to the beginning and slip stitch into the corner of the cloth.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;b&gt;Abbreviations:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;CO  - cast on/cast off&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;k - knit  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;k3 - knit the next three stitches&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;k2tog - knit the next two stitches on your left hand needles together&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;yo - bring your working yarn in front of the right hand needle, and pull it back over.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;sts - stitches&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2025/09/getting-back-to-basics.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh8Rs6cpJ-vy0M1LY9L1faRxk0xTJ4T_e-lM2jRYCTz0JGUaPu2rDenMtuVHUe-D6WWcrfafZR6KJX35t3LqMibLX18Sj1VM3LhlSg6F6e__V5qakEZqsgv1NHBUFMqXwlB0gaUbkPEBwAgKm3UNrIkWaiR1M_5nAC_A25QMVss1MWgyC9mWKtAUvN2bo/s72-c/20250901_111616.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-490139491740217625</guid><pubDate>Mon, 09 Jun 2025 18:08:00 +0000</pubDate><atom:updated>2025-06-09T15:38:26.263-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">Closer to You Shawl</category><category domain="http://www.blogger.com/atom/ns#">handmade shawlette</category><category domain="http://www.blogger.com/atom/ns#">Ravelry free pattern</category><category domain="http://www.blogger.com/atom/ns#">Smash Knits yarns</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>I finished that shawl and knit more!</title><description>&lt;p&gt;&amp;nbsp;I am in love with the Closer to You Shawl by Justyna Lorkowska!&amp;nbsp; It is a fantastic free pattern available on Ravelry and I can&#39;t recommend it enough.&amp;nbsp; Not only is it a very satisfying knit, it is also very easy to style and wear.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqG7jpb5v66xyt1jJNmT-ZORTfdQ1cLjXP55Jbk1snAJ3uAsZbXlZGHlA_NurFh1iH_fuUlRzjxvflzqf95nJu-Tv3TOHy79Dvez3Hq9Oa_BcatPVPxMsFg3o6oWV70cNMzpF_-XSc18cAEzsFDOm6dBIhwMRNXEIjThw1Xy_ueMaRD1Fj2CukObPctTc/s4032/20250426_161452.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;332&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqG7jpb5v66xyt1jJNmT-ZORTfdQ1cLjXP55Jbk1snAJ3uAsZbXlZGHlA_NurFh1iH_fuUlRzjxvflzqf95nJu-Tv3TOHy79Dvez3Hq9Oa_BcatPVPxMsFg3o6oWV70cNMzpF_-XSc18cAEzsFDOm6dBIhwMRNXEIjThw1Xy_ueMaRD1Fj2CukObPctTc/w249-h332/20250426_161452.jpg&quot; width=&quot;249&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;This one was knit with DK weight yarn on size 5mm needles instead of the fingering weight yarn and 4mm needles called for in her pattern, but it turned out wonderfully.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I then knit two more in fingering weight yarn purchased from the ultra talented Ashley at Smash Knits.&amp;nbsp; Here&#39;s the one I knit for myself in colorway &quot;Spring Fling&quot;/&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkUsUZf89ON_FfxE2EBSi1eWjwf62mkBP-ON4Igj2JUykNZB51c0hiibwLj5-B4b62_rMlNKSa_kL4pexAA4CBZeqXqWgw7TZNCDlewlZJkP0-yRVPvLCzk8uVGdAox9Z0Cg0svbWanLwE377jiq8P-SBkglN3SD9T94DiYfeZgAr3QF1pljG34eo0tk8/s1350/PostPlus1747429988312.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1350&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkUsUZf89ON_FfxE2EBSi1eWjwf62mkBP-ON4Igj2JUykNZB51c0hiibwLj5-B4b62_rMlNKSa_kL4pexAA4CBZeqXqWgw7TZNCDlewlZJkP0-yRVPvLCzk8uVGdAox9Z0Cg0svbWanLwE377jiq8P-SBkglN3SD9T94DiYfeZgAr3QF1pljG34eo0tk8/s320/PostPlus1747429988312.png&quot; width=&quot;256&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;After I finished this one, I started another using two strands of laceweight yarn from my stash.&amp;nbsp; I&#39;ll post pictures of that one as soon as I get it blocked!&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;It is a given that I will knit more in this pattern.&amp;nbsp; The shawlette is the perfect weight to wear alone in warmer seasons and makes an excellent scarf as well. The two I already have are fast becoming my favorite accessories.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;If you haven&#39;t checked it out, I highly recommend the pattern!&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2025/06/i-finished-that-shawl-and-knit-more.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqG7jpb5v66xyt1jJNmT-ZORTfdQ1cLjXP55Jbk1snAJ3uAsZbXlZGHlA_NurFh1iH_fuUlRzjxvflzqf95nJu-Tv3TOHy79Dvez3Hq9Oa_BcatPVPxMsFg3o6oWV70cNMzpF_-XSc18cAEzsFDOm6dBIhwMRNXEIjThw1Xy_ueMaRD1Fj2CukObPctTc/s72-w249-h332-c/20250426_161452.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-6687160832543520752</guid><pubDate>Mon, 09 Jun 2025 17:58:00 +0000</pubDate><atom:updated>2025-06-09T15:28:39.571-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">drop earrings</category><category domain="http://www.blogger.com/atom/ns#">freshwater pearl earrings</category><category domain="http://www.blogger.com/atom/ns#">handmade earrings</category><category domain="http://www.blogger.com/atom/ns#">Swarovski crystal beads</category><title>Charity auction season again</title><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqnhp96xXlwAkbzCJ-2jpXFiJjQnpmgaOShQwXAB8H__0lMONMq33lBwl0VzTc19diT9ZUhcGGDIpDwknEXt_bFElf_vNzXp5T_9M2cN-Lcj_05SyYt7FcuZ3o1lSd54QoKiHxE3gUw8qDA9578ZO1NtFUiXoG5J9OF3SSXtd1jpUt6mURrAF-WO7J9w/s1564/IMG_20250601_160328.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1564&quot; data-original-width=&quot;1564&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqnhp96xXlwAkbzCJ-2jpXFiJjQnpmgaOShQwXAB8H__0lMONMq33lBwl0VzTc19diT9ZUhcGGDIpDwknEXt_bFElf_vNzXp5T_9M2cN-Lcj_05SyYt7FcuZ3o1lSd54QoKiHxE3gUw8qDA9578ZO1NtFUiXoG5J9OF3SSXtd1jpUt6mURrAF-WO7J9w/s320/IMG_20250601_160328.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;Since my brother joined his local Masonic Lodge a few years ago, I&#39;ve been pitching in with a few donations each year for their annual auction. &amp;nbsp;This year I kept up the tradition with four pairs of simple drop earrings.&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;I still have a small stash of Swarovski crystal bicones and rondelles and since these can no longer be purchased to make into jewelry, I thought they might have some appeal.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;From the top left: (1) Freshwater pearls and Swarovski crystal bicones, on sterling silver headpins, suspended from handmade sterling silver ear wires. &amp;nbsp;(2) Amber Swarovski rondelles and opaque bicones on sterling silver headpins suspended from handmade sterling silver ear wires. &amp;nbsp;(3) Freshwater pearls and Swarovski rondelles, on sterling silver headpins, suspended from safety ear wires. (4) Two sizes and colors of Swarovski rondelles on sterling silver headpins suspended from handmade sterling silver ear wires.&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 18px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px; word-break: break-word;&quot;&gt;Together they raised $180 in auction donations. &amp;nbsp;Knowing the worthy causes the Masons support throughout the year, I couldn&#39;t be more pleased.&lt;/p&gt;</description><link>https://www.theknittedraven.com/2025/06/charity-auction-season-again.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqnhp96xXlwAkbzCJ-2jpXFiJjQnpmgaOShQwXAB8H__0lMONMq33lBwl0VzTc19diT9ZUhcGGDIpDwknEXt_bFElf_vNzXp5T_9M2cN-Lcj_05SyYt7FcuZ3o1lSd54QoKiHxE3gUw8qDA9578ZO1NtFUiXoG5J9OF3SSXtd1jpUt6mURrAF-WO7J9w/s72-c/IMG_20250601_160328.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-21408276078194602</guid><pubDate>Fri, 04 Apr 2025 18:08:00 +0000</pubDate><atom:updated>2025-06-09T15:29:57.793-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">easy knitted shawl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free shawl pattern</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Another Close to You Shawl</title><description>&lt;p&gt;&amp;nbsp;&lt;span face=&quot;&amp;quot;DM Sans&amp;quot;, Nunito, sans-serif&quot; style=&quot;background-color: white; color: #192025; font-size: 20px; font-variant-ligatures: no-common-ligatures;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9QpMCoZ-oPpO_fZchYCCuylhgCEYwbgKxcLfIj2ygw6evK2ww8VboPaCTLw311rN83UOPBBleJUX_0hZ_e1UBX7K-iC7s3OMag3UEBDq21sWUmcAdSlYh9GkIPA6RLWc1K-FRORCvYmQDOdTDo9liL81Q8WyrI0AXHCnF0s4i6LzPGCcIkIeVMKKsLTw/s4032/20250404_152646.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9QpMCoZ-oPpO_fZchYCCuylhgCEYwbgKxcLfIj2ygw6evK2ww8VboPaCTLw311rN83UOPBBleJUX_0hZ_e1UBX7K-iC7s3OMag3UEBDq21sWUmcAdSlYh9GkIPA6RLWc1K-FRORCvYmQDOdTDo9liL81Q8WyrI0AXHCnF0s4i6LzPGCcIkIeVMKKsLTw/s320/20250404_152646.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;​&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;A while back I shared that I was making another &lt;a href=&quot;https://www.ravelry.com/patterns/library/close-to-you&quot; target=&quot;_blank&quot;&gt;Close to You Shawl using the pattern by Justyna Lorkowska&lt;/a&gt;, but this time trying it with DK yarn on 5mm needles. &amp;nbsp;It is still a WIP, but I thought I&#39;d show you how it&#39;s going.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;I found this yarn on Facebook Marketplace a while back. &amp;nbsp;I have no label information, except that it is a DK weight wool yarn. &amp;nbsp;I&#39;m liking how it&#39;s looking after about a dozen pattern repeats. &amp;nbsp;I&#39;ll let you know the difference in size with my original once it&#39;s done.&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;Hope you and yours are safe in your corner of the world.&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif4367JmiJzsCONjm_RKxExOWgH-59d9hyoxctyJlu_dNQ3hASxHk33toPxe-MYlA-twyBZtM7PCxRZw4FR957qogLif_ee6FC_HXe0QMzl8sH5iRIKtF4ugwhpG6qnY3iubBUxjSNbGKQb7jztjdOupJyxSgt_MfL6XzTZaFqNyfY8NtIvltkqT4UTi4/s4032/20250404_152801.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;433&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif4367JmiJzsCONjm_RKxExOWgH-59d9hyoxctyJlu_dNQ3hASxHk33toPxe-MYlA-twyBZtM7PCxRZw4FR957qogLif_ee6FC_HXe0QMzl8sH5iRIKtF4ugwhpG6qnY3iubBUxjSNbGKQb7jztjdOupJyxSgt_MfL6XzTZaFqNyfY8NtIvltkqT4UTi4/w325-h433/20250404_152801.jpg&quot; width=&quot;325&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style=&quot;background-color: white; box-sizing: border-box; color: #192025; font-family: &amp;quot;DM Sans&amp;quot;, Nunito, sans-serif; font-size: 20px; font-variant-ligatures: no-common-ligatures; margin: 0px 0px 10px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2025/04/another-close-to-you-shawl.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9QpMCoZ-oPpO_fZchYCCuylhgCEYwbgKxcLfIj2ygw6evK2ww8VboPaCTLw311rN83UOPBBleJUX_0hZ_e1UBX7K-iC7s3OMag3UEBDq21sWUmcAdSlYh9GkIPA6RLWc1K-FRORCvYmQDOdTDo9liL81Q8WyrI0AXHCnF0s4i6LzPGCcIkIeVMKKsLTw/s72-c/20250404_152646.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-5632786998492369981</guid><pubDate>Mon, 31 Mar 2025 14:37:00 +0000</pubDate><atom:updated>2025-03-31T12:07:17.523-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">cowl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">shawl pattern</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><category domain="http://www.blogger.com/atom/ns#">wrist warmer pattern</category><title>Knitting Update - March 31, 2025</title><description>Late winter is a good time to stay close to home. The weather is unpredictable, which means our ferry is unpredictable and I tend to leave the island only when necessary. It&#39;s too early to garden, but I have started my planning for the year.&amp;nbsp; This past weekend I also started the first seeds indoors as our last frost date isn&#39;t until mid June.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuV-TrValJqWZgv6w2P9jcl_AFpEvDPOSqqA3Mn3GQMMj388iAyaiPpP2G0YMVLT0rTQVGfuQRWYTon7m39kP13u16jVgjeBy71gcGoIDDXHbcmoaXZOzrXmJzMR-5NSZdzpXBDFNd8PisSPCYuj0Hb3wlbhTj8suD0RFtWd81sseSL1SYcLSX5mPVrHg/s640/20250208_142139_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuV-TrValJqWZgv6w2P9jcl_AFpEvDPOSqqA3Mn3GQMMj388iAyaiPpP2G0YMVLT0rTQVGfuQRWYTon7m39kP13u16jVgjeBy71gcGoIDDXHbcmoaXZOzrXmJzMR-5NSZdzpXBDFNd8PisSPCYuj0Hb3wlbhTj8suD0RFtWd81sseSL1SYcLSX5mPVrHg/s320/20250208_142139_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;It&#39;s also a time for knitting for myself.&amp;nbsp; I realized this morning that there are projects I&#39;ve not yet shared so this post is intended to catch up on all that.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Last fall I bought a skein of hand-dyed fingering weight yarn from Seaspun Yarn and Coffee House in Carbonear. I decided around Christmas that I wanted to increase the cowls I could wear outside of winter and thought this gorgeous yarn (colorway - Take a Trot on a Mauzy Day) would look great with a jean jacket.&amp;nbsp; Because the yarn is heavily variegated, I knew stitch patterns would be lost in the colors so I opted for a simple 2x2 rib bands and a broken rib body.&amp;nbsp; I casted on 148 stitches on a 4 mm circular needle and continued until it was deep enough to double over comfortably.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I made a similar cowl in a worsted weight a while back.&amp;nbsp; &lt;a href=&quot;https://www.theknittedraven.com/2023/10/unisex-cowl-pattern.html&quot; target=&quot;_blank&quot;&gt;That free pattern is here.&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The little yarn I have leftover has been added to the fingering weight stash as I have a colorful project in mind for later this year.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Another fingering weight find last fall was a skein of merino-cashmere-nylon from Indigodragonfly. I found it on Facebook Marketplace. The colorway is &quot;Little Bloodsucking Dancer&quot;, a series of shifting hues of red. I wanted to try knitting a triangular shawl using Holly Chayes Shawl Geometry Book II as my guide.&amp;nbsp; I opted for simple stitches and alternated bands of bamboo stitch and stocking stitch.&amp;nbsp; Loved how it turned out.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUqiw_KLvbwbsT2ZlsLVXuxz1Uri6vppmSLRz6kBMLgJfI2_76jo4Wr6o-OWj_W0GMSKamMDzwKxDOsTAkR9IY-GDWeXOYAXb7zBPnkzJz0J0spRp49jpLyg0t_5FoHLjw9jgadlOV76Nk_McuvCxLH2Kkkj8Um2U8IKwKi_RZadgb0hXjDz5gCC80B8Q/s640/20250224_130414_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;480&quot; data-original-width=&quot;640&quot; height=&quot;327&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUqiw_KLvbwbsT2ZlsLVXuxz1Uri6vppmSLRz6kBMLgJfI2_76jo4Wr6o-OWj_W0GMSKamMDzwKxDOsTAkR9IY-GDWeXOYAXb7zBPnkzJz0J0spRp49jpLyg0t_5FoHLjw9jgadlOV76Nk_McuvCxLH2Kkkj8Um2U8IKwKi_RZadgb0hXjDz5gCC80B8Q/w436-h327/20250224_130414_medium2.jpg&quot; width=&quot;436&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The picture below shows the lovely color changes in the yarn within the stitch pattern.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhCb3DGI6l5k2fuWgqHK7uIhyphenhyphen45ozosNuVAmBtmqs8IxbNEMJwtCBcqeetIXdF2Ocr-YXNo9MY7BB9zr52ewoXQTDHnUyLw8rbA_2PmHCDiTT6i0jZonpHp4rW2TDrjAL53x0DGEVUtF6ZmiDK-4DLKjW3cdSGNMRNip9TTTFB5t5VBbuBRv5svDi8F44/s640/20250224_130636_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhCb3DGI6l5k2fuWgqHK7uIhyphenhyphen45ozosNuVAmBtmqs8IxbNEMJwtCBcqeetIXdF2Ocr-YXNo9MY7BB9zr52ewoXQTDHnUyLw8rbA_2PmHCDiTT6i0jZonpHp4rW2TDrjAL53x0DGEVUtF6ZmiDK-4DLKjW3cdSGNMRNip9TTTFB5t5VBbuBRv5svDi8F44/s320/20250224_130636_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Keeping with the shawl theme, I also wanted to try an asymmetrical shawl shape.&amp;nbsp; Usually, I&#39;m a crescent-shaped shawl fan, but had set a goal to try out a few different shawl shapes in 2025.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTXEHiNrfaBx7IjgSsEUGkpfmotrgtwNScUq7aqzlKml5Nrti4zi0jtxHEn7SQphQba3OCYs5YG2Il9bTxIg9g_9GACEbQoVCn3dQcP-qjJ4Y0D_lXiumlluX_UwOVoq4dRU0TKgALMZWUY-cak6rKyLKR2kBwZiXzIUws9rwPYOy7rQjfzmdW7eOGSNg/s640/20250314_104714_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;477&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTXEHiNrfaBx7IjgSsEUGkpfmotrgtwNScUq7aqzlKml5Nrti4zi0jtxHEn7SQphQba3OCYs5YG2Il9bTxIg9g_9GACEbQoVCn3dQcP-qjJ4Y0D_lXiumlluX_UwOVoq4dRU0TKgALMZWUY-cak6rKyLKR2kBwZiXzIUws9rwPYOy7rQjfzmdW7eOGSNg/s320/20250314_104714_medium2.jpg&quot; width=&quot;239&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Enter the &lt;a href=&quot;https://www.ravelry.com/patterns/library/close-to-you&quot; target=&quot;_blank&quot;&gt;&quot;Close to You Shawl&quot; by by Justyna Lorkowska&lt;/a&gt;, available for free on Ravelry.&amp;nbsp; This wonderful pattern uses a single ball of sock weight yarn (around 400m) and is the perfect project for a variegated skein as the stitch pattern is mostly garter stitch.&amp;nbsp; The clever shaping makes it look far more difficult than it is. For 12 of the 15 rows, you maintain a simple two row repeat.&amp;nbsp; Only rows 13 and 14 fall outside the pattern.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;I made mine in a skein of&amp;nbsp; Meilenweit Lana Grossa that I bought from a local knitter doing some destashing. I&#39;ve sine started a second version of this pattern, this time using a DK weight yarn on 5mm needles.&amp;nbsp; I&#39;ll let you know how it goes.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Over a year ago, I bought a quantity of Cascade Fingering Yarn from Artisanthropy during an online sale event.&amp;nbsp; At the time, I didn&#39;t have a plan, but I loved the color and wanted a lighter weight cardigan for spring and summer.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;A few weeks back I found a lovely free pattern on the DROPS Design website called &lt;a href=&quot;https://www.garnstudio.com/pattern.php?id=10986&amp;amp;cid=19&quot; target=&quot;_blank&quot;&gt;Morning Hush&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;I knit a swatch and the Cascade Yarn matched perfectly!&amp;nbsp; It is a top-down cardigan featuring a simple circular yoke.&amp;nbsp; The collar was a new technique for me.&amp;nbsp; It involved double-knitting.&amp;nbsp; I cast on 290 stitches for that collar.&amp;nbsp; I thought they were mad, but it creates a lovely, cushy but stable collar that will give some structure to the lightweight garment.&amp;nbsp; It is slow going on 3mm needles, but I&#39;m enjoying the process.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;The picture below shows the yoke in progress.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZNxtrR956XQv9fzhlhcWZrEo5BpueGIYTMJ8pJ0-nFlHZ9w71MKLZ-jtzx63Bwgv6dp_5CLFUIlLgRqHJk7db0_qUZKpBfPd2NLqGvc7xYCRpXqvl-JfY_mNlg8b407sM5YHuyLtpMxUpFefRf7CSYv7C8M7JfIPOW-w4Kv5OSkUmBAymHpafeeGypVI/s640/20250328_115848_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;404&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZNxtrR956XQv9fzhlhcWZrEo5BpueGIYTMJ8pJ0-nFlHZ9w71MKLZ-jtzx63Bwgv6dp_5CLFUIlLgRqHJk7db0_qUZKpBfPd2NLqGvc7xYCRpXqvl-JfY_mNlg8b407sM5YHuyLtpMxUpFefRf7CSYv7C8M7JfIPOW-w4Kv5OSkUmBAymHpafeeGypVI/w303-h404/20250328_115848_medium2.jpg&quot; width=&quot;303&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;The last project has been on my to-do list for a while. I had been wanting a pair of wrist warmers in earth tones to better suit on of my favorite cardigans.&amp;nbsp; I found some leftover Malabrigo Merino Lace from another project that had been wound into a double skein.&amp;nbsp; Holding the two strands together, I used my own &lt;a href=&quot;https://www.theknittedraven.com/2023/03/barnacle-fingerless-mittens.html&quot; target=&quot;_blank&quot;&gt;Barnacle Fingerless Gloves&lt;/a&gt; pattern and 2.75 mm double pointed needles, omitting the thumb hole and making them shorter.&amp;nbsp; They turned out beautifully!&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj02TBXa6jTqwvzzGFgEG1YeZ-N5x0MbUcdWvAhlxplUajF8sIEIgL1nyH3xjnk0AKCkwzMiw4cVKexKX0Z0IxNeZ6s-ElJFH9WxcryoXl5qTTQd0q1lSkiradUMq6dLMT7UiSqHD4_WX25Lnq-ic9_l3jhaH2hMD0F-g9UKZRyehSi4F35cg9ojXlGyxk/s640/20250318_152008_medium2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;379&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj02TBXa6jTqwvzzGFgEG1YeZ-N5x0MbUcdWvAhlxplUajF8sIEIgL1nyH3xjnk0AKCkwzMiw4cVKexKX0Z0IxNeZ6s-ElJFH9WxcryoXl5qTTQd0q1lSkiradUMq6dLMT7UiSqHD4_WX25Lnq-ic9_l3jhaH2hMD0F-g9UKZRyehSi4F35cg9ojXlGyxk/w284-h379/20250318_152008_medium2.jpg&quot; width=&quot;284&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Well that brings us pretty much up to date.&amp;nbsp; Hope you enjoyed this little knitting update.&amp;nbsp; Take care and see you again soon.&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2025/03/knitting-update-march-31-2025.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuV-TrValJqWZgv6w2P9jcl_AFpEvDPOSqqA3Mn3GQMMj388iAyaiPpP2G0YMVLT0rTQVGfuQRWYTon7m39kP13u16jVgjeBy71gcGoIDDXHbcmoaXZOzrXmJzMR-5NSZdzpXBDFNd8PisSPCYuj0Hb3wlbhTj8suD0RFtWd81sseSL1SYcLSX5mPVrHg/s72-c/20250208_142139_medium2.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2657437033386535815</guid><pubDate>Thu, 20 Mar 2025 19:08:00 +0000</pubDate><atom:updated>2025-03-20T16:38:14.671-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Combat heating costs with wool accessories!</title><description>&lt;p&gt;In February, a collective shriek was uttered as my fellow Newfoundlanders and Labradorians got the January heating bill in the mail. We live in a small house, that was recently reinsulated and ours was over $400! I&#39;ve seen numerous Facebook posts where people are shocked by what&#39;s on their bills.&lt;/p&gt;&lt;p&gt;Now the Public Utility Board is currently looking for answers for consumers and I&#39;m glad they are.&amp;nbsp; Given all the recent strains on incomes, bills like these can push individuals and families into dangerous waters.&lt;/p&gt;&lt;p&gt;I realized that many of the things I like to knit and wear, actually help us through the winter and keep our thermostats down, and they may not be what people think. There are ways to provide yourself and your families with versatile, handknit items that can have a positive impact on their comfort and the family budget.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRbzb8wDyrqqsD3hSQuw3gBk_9T__SG6E3sfnwj08lM_YjEZ6WGCHLOOBU4_RU_bBRaWNm21bF_eBIBryqUjmYiqkFfny4YZOfL-SoNj3UOt61lzENze8bOkRzpQ0JNFQD5QLO6QMQ77dZkEIFd78EXD8P3AvliEZDTVr0Gl5GKt9GZCD1pk_Z-GxNqDQ/s3024/20230804_131109.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3024&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRbzb8wDyrqqsD3hSQuw3gBk_9T__SG6E3sfnwj08lM_YjEZ6WGCHLOOBU4_RU_bBRaWNm21bF_eBIBryqUjmYiqkFfny4YZOfL-SoNj3UOt61lzENze8bOkRzpQ0JNFQD5QLO6QMQ77dZkEIFd78EXD8P3AvliEZDTVr0Gl5GKt9GZCD1pk_Z-GxNqDQ/s320/20230804_131109.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Fiber choice matters&lt;/b&gt;&lt;/p&gt;&lt;p&gt;I would be remiss if I didn&#39;t start off by talking about fiber - that is, what yarn is made of. Big box stores and even yarn shops will have their share of 100% acrylic and polyester yarns, as well as blends that feature large quantities of these in their mixes.&amp;nbsp; There is no nice way to say this, so here goes:&lt;/p&gt;&lt;p&gt;&lt;b&gt;Natural fibers or blends that feature mostly natural fibers are the best choice.&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Acrylic and polyester yarns may be easy to care for, but they do not provide the warmth that wool does, especially when they get wet. They also don&#39;t breathe well. Yes, 100% acrylic and polyester yarns are budget friendly and can come in a beautiful array of color combinations, but they do not have the warmth, breathability and durability of natural fibers.&lt;/p&gt;&lt;p&gt;Not all natural fibers are created equal, of course, and budget is a necessary consideration for most people ( including me). So here are a few tips to consider.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Choose your yarn based on what you intend to make with it.&lt;/b&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;For example, rustic yarns are excellent choices for outerwear as they a resistant to pilling, help shed rain and snow, can absorb moisture without losing their insulating qualities and can be very budget friendly.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;On the downside, rustic yarns can be &quot;scratchy&quot; for some folks and don&#39;t lend themselves well to direct skin-to-skin contact. Yarns featuring Peruvian Highland Wool, and blends of wool and cotton, are often more tolerable and still fall into budget categories.&amp;nbsp; There are lots of YouTubers who go into depth about fiber choices.&amp;nbsp; If you are in doubt, check them out.&amp;nbsp; Here&#39;s one of my favorites:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Shop sales.&lt;/b&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;If you plan out your knitting projects for the year, you can then use this plan to help you take advantage of sales that your favorite yarn shop or big box store may have. Every January I sit down and consider what might be in my knitting plan for the year.&amp;nbsp; I take note of what is already in my stash, then make a list of yarn weight, fiber and quantity so I have a ready shopping list.&amp;nbsp; This also helps me not to impulse buy. The picture of a yarn haul from several years ago is an example of this principle. That order featured mostly lace weight pure wool, with a little DK thrown in for good measure.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Blends are a good budget choice.&lt;/b&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Blended yarns are often a good budget choice. I personally won&#39;t buy yarn for making garments or accessories with less than a 50% natural fiber content. But for some uses, I have made exceptions going as low as a 20% wool content. The higher the percentage of natural fibers, the better.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Shop budget brands.&lt;/b&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2HGYh6nX2qcKw292adVZdrw7_ADAUlBhpJ81OV6wQkcTvrvOQj6FkQGfDOIbTXaGvZFFrCbB5maRzEkhL8xdV9wmO903jPl3gI7maOafis_7AyCBukuimaSSs728CCjXFKrErwbIkUTzwOOp0_fDhFxtsB_IYuHje_iecFw8tPlmkuJskqOjk2z3gG8/s4032/20241201_132308.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2HGYh6nX2qcKw292adVZdrw7_ADAUlBhpJ81OV6wQkcTvrvOQj6FkQGfDOIbTXaGvZFFrCbB5maRzEkhL8xdV9wmO903jPl3gI7maOafis_7AyCBukuimaSSs728CCjXFKrErwbIkUTzwOOp0_fDhFxtsB_IYuHje_iecFw8tPlmkuJskqOjk2z3gG8/s320/20241201_132308.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;There are yarn manufacturers that produce good quality natural fiber yarn at reasonable prices. My personal favorite is DROPS Design. They offer an array of natural fiber and natural fiber blends that are very reasonable in price.&amp;nbsp; I always check these first for any project I might be planning.&amp;nbsp;&lt;/p&gt;&lt;p&gt;It pays to do your homework and see what brands will work best for you.&amp;nbsp; I had been a Patons Kroy Yarn fan for decades but over the years became increasingly dissatisfied with the brand.&amp;nbsp; I decided to give DROPS Fabel yarn a try. It has more yardage per ball and a similar yarn weight.&amp;nbsp; And it cost me less per ball to boot! Two balls of Fabel make the same pair of socks that would require me to buy three balls of Kroy.&amp;nbsp;&lt;/p&gt;&lt;p&gt;(The socks pictured here are made from DROPS Fabel yarn.)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Look for retailers that offer good prices.&amp;nbsp;&lt;/b&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;This is a no-brainer, but I didn&#39;t realize how much until I started checking around myself.&amp;nbsp; Some of my favorite online shops did not offer the best prices on my favored brands.&amp;nbsp; I recently discovered the Yarn Warehouse.&amp;nbsp; Even with the conversion from Canadian dollars to British pounds, and shipping, I am able to buy some of my favorite yarns at a better price.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Consider shopping color groups and yarn weights.&lt;/b&gt;&lt;/p&gt;&lt;p&gt;If you find yourself drawn to a wide variety of colors, you might want to consider shopping color groups to ensure that bits left over are more likely to coordinate. Maybe you love neutrals, or earth tones, or jewel tones. If you don&#39;t want to limit your color palate choices, then consider sorting your yarn leftovers in a similar manner. This way, you will be more familiar with what you have in your scrap stash and it will make it easier for you to use up the bits that are invariably left over.&lt;/p&gt;&lt;p&gt;Similarly, if you decide on a particular yarn weight that you like to work with, you will find it easier to use up your scraps and to accumulate enough to create additional projects. I tend to work with laceweight, fingering and DK weight. I can combine laceweight strands to work fingering weight patterns. Two strands of fingering approximates a DK weight, and so on. But my favorite yarn weight is fingering weight. I just separate the scraps into super-wash and non-super-wash bags. You get the picture.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Not every project has to be a sweater.&lt;/b&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVLJpQZKt920YgAEaEf_cK9Jin3aXc6IthpiBMaTW1iRWc0gwzwrhIEiwMAC5IpcJ9ewJhrDxmyk9u3JPf9cGOe_oD1SoNcL-fMIXORJ3tOT9Y4FiyfYBKdBdRHxey85s59pLCmjOiXW96rl84mrtta4W-eDp7Ru8ulKpejxh0DcmuLniNQReMewh27mY/s4032/20250320_160647.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVLJpQZKt920YgAEaEf_cK9Jin3aXc6IthpiBMaTW1iRWc0gwzwrhIEiwMAC5IpcJ9ewJhrDxmyk9u3JPf9cGOe_oD1SoNcL-fMIXORJ3tOT9Y4FiyfYBKdBdRHxey85s59pLCmjOiXW96rl84mrtta4W-eDp7Ru8ulKpejxh0DcmuLniNQReMewh27mY/s320/20250320_160647.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;There are a number of smaller projects that when worn regularly, can make a huge difference to your comfort level during the colder months of the year.&amp;nbsp;&lt;/div&gt;&lt;p&gt;A good good hat is a must for winter weather.&amp;nbsp; I made a cabled toque 17 years ago out of Istex Alafoss Lopi yarn and it still looks as good as new (see picture taken today). Over time, the fabric has gradually felted a bit, increasing the protection it offers.&lt;/p&gt;&lt;p&gt;Mittens, scarves and cowls are also smaller projects that can greatly improve winter comfort when made from natural fibers. It took less than two full balls of a DK yarn to create my favorite pair of mittens.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Cowls, shawls and wrist warmers/fingerless mittens are my go-to indoor woolen wear items. I have a growing collection too as I recently decided these are the best way to ensure the versatility of my wardrobe during our unpredictable climate.&amp;nbsp;&lt;/p&gt;&lt;p&gt;The best part is all of these can be knitted relatively quickly. You can change up the fibers to create garments that can go well beyond winter. And they are small enough that they won&#39;t break the bank even if you want to upgrade your fiber choice.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Consider wearing more wool indoors.&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQXKcyLjOFBnds4dcDV1Y_1KyEReXnMUrWvD242GdWkU8SVsBdHzHyTV_HWLOcB-M0RVTUxFPMR5gcrX9_cfqFMJEq53Uj7YsfyWyMJQWL9fM0-ynJwwF9nQLSJao3WQwNI3oOzwIpnvn-dTn7HdchEh_uNsnfAaYsBUcmkd5QZzexcwdvgOkcEUemaBQ/s4032/20250318_152005.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQXKcyLjOFBnds4dcDV1Y_1KyEReXnMUrWvD242GdWkU8SVsBdHzHyTV_HWLOcB-M0RVTUxFPMR5gcrX9_cfqFMJEq53Uj7YsfyWyMJQWL9fM0-ynJwwF9nQLSJao3WQwNI3oOzwIpnvn-dTn7HdchEh_uNsnfAaYsBUcmkd5QZzexcwdvgOkcEUemaBQ/s320/20250318_152005.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Throughout most days, the temperature outside can vary a lot (the blessing of a maritime climate). Winter here drags on for months into what qualifies as spring in many other places. My best tip for maintaining your comfort as stylishly as possible is to wear more wool indoors.&lt;p&gt;&lt;/p&gt;&lt;p&gt;I always have a shawl and wrist warmers handy in the coldest month.&amp;nbsp; I have a bed shawl (one of my older merino shawls) that I take to bed nightly except for the very warmest months.&amp;nbsp; Because I like to sleep with my arms outside the covers, I regularly wear fingerless mittens or wrist warmers to bed as well.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I wear wool socks almost year around, except for the few weeks I forgo socks entirely. I have knee-high woolen socks that I pull up over leggings. Wool socks in different weights of yarn combined with a wool slipper helps me keep my feet warm like nothing else.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Make use of both free and paid patterns&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Knitting doesn&#39;t have to be an expensive hobby.&amp;nbsp; There are lots of online resources to help you keep costs down while you are knitting for your family.&lt;/p&gt;&lt;p&gt;Ravelry is one of my go-to websites for knitting patterns. While paid patterns have their place, there are lots of free patterns available for staple garments like scarves, cowls, shawls, wrist warmers, socks, hats and mittens that don&#39;t have to break the bank. And once you&#39;ve found one you like, you can play with it do add some variety to your finished projects.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;That being said, paid patterns are usually tech edited, and have been test knit by other knitters.&amp;nbsp; For larger projects that involve larger, more fitted garments, you may want to invest in paid patterns for these. Some paid pattern designers still offer free patterns to get new knitters started. For example, &lt;a href=&quot;https://www.tincanknits.com/patterns/free?o=p&quot; target=&quot;_blank&quot;&gt;Tin Can Knits &lt;/a&gt;has its own mobile phone app and a selection of free patterns so you can try them out with little risk. Of course, if you like their patterns you are more likely to use purchased patterns from them as well.&lt;/p&gt;&lt;p&gt;Some yarn manufacturers also make free patterns available that feature their brand.&amp;nbsp; &lt;a href=&quot;https://www.garnstudio.com/home.php?cid=19&quot; target=&quot;_blank&quot;&gt;DROPS Design &lt;/a&gt;is one of my favorites.&amp;nbsp; They have an extensive library of patterns that can be searched by item, by yarn name or weight.&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.theknittedraven.com/p/free-knitting-patterns.html&quot; target=&quot;_blank&quot;&gt;Check out the free patterns here on this blog as well&lt;/a&gt;.&amp;nbsp; There are lots to get you started.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Z27nzaVNlV5eZV1DWBO0bfFOSuW2AUFDfrotqx6FqVv-dLdvxaBkgZOvbu9ddpaBInu71waJWmyLolV-w9F4XV35dBpHJkq0IgC7Ko-YA2tKzsSmpvQBVYE1-gXmAPg9kteZuVbMPKrfZARSo3egYFH2zEyDpJ7SdDzY3AYa5kcLdB8c2iBHC8otuh0/s2970/20231007_134833.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1670&quot; data-original-width=&quot;2970&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Z27nzaVNlV5eZV1DWBO0bfFOSuW2AUFDfrotqx6FqVv-dLdvxaBkgZOvbu9ddpaBInu71waJWmyLolV-w9F4XV35dBpHJkq0IgC7Ko-YA2tKzsSmpvQBVYE1-gXmAPg9kteZuVbMPKrfZARSo3egYFH2zEyDpJ7SdDzY3AYa5kcLdB8c2iBHC8otuh0/s320/20231007_134833.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;In closing, you don&#39;t have to break the budget to keep your family comfortable during the colder months of the year. A little planning and smart shopping can also help us all get through to spring with a little more money on our pockets.&lt;/p&gt;&lt;br /&gt;</description><link>https://www.theknittedraven.com/2025/03/combat-heating-costs-with-wool.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRbzb8wDyrqqsD3hSQuw3gBk_9T__SG6E3sfnwj08lM_YjEZ6WGCHLOOBU4_RU_bBRaWNm21bF_eBIBryqUjmYiqkFfny4YZOfL-SoNj3UOt61lzENze8bOkRzpQ0JNFQD5QLO6QMQ77dZkEIFd78EXD8P3AvliEZDTVr0Gl5GKt9GZCD1pk_Z-GxNqDQ/s72-c/20230804_131109.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-8859532058053162901</guid><pubDate>Tue, 18 Feb 2025 17:45:00 +0000</pubDate><atom:updated>2025-03-23T20:23:06.342-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">cowl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">hood pattern</category><category domain="http://www.blogger.com/atom/ns#">snood pattern</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Tussah Cowl</title><description>&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ndVEhSWWAhiM-gP8OUBFkeO1LS_LpIPzsTHlVkLcbXGBBVOz8su-O9C3YibB6SE4-2Q3WmzQHZkMujdHgT-fPUJeLNtqPDIn-4yz8LjFnonDzpBroWTQ_3iQD5SJkUf2k82kCVM7ZN3-AXbVnXkDfMG7GITJibHIqeiDVraKTKd_F-w5qekCvoRjz7U/s2640/20250218_112352.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ndVEhSWWAhiM-gP8OUBFkeO1LS_LpIPzsTHlVkLcbXGBBVOz8su-O9C3YibB6SE4-2Q3WmzQHZkMujdHgT-fPUJeLNtqPDIn-4yz8LjFnonDzpBroWTQ_3iQD5SJkUf2k82kCVM7ZN3-AXbVnXkDfMG7GITJibHIqeiDVraKTKd_F-w5qekCvoRjz7U/s320/20250218_112352.jpg&quot; width=&quot;240&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p&gt;If you&#39;ve been here before, you&#39;ve heard me mention that several years ago I was gifted a large quantity of lace weight and fingering yarn from someone who was seriously downsizing their stash.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;I recently rediscovered I had three cakes of Tussah Silk by BC Garns that came to me as part of that wonderful gift. I decided to play and made a swatch. I adored the drape that this fabric has on 4 mm needles and decided to make a loose cowl/snood to wear with my denim jacket this spring.&amp;nbsp;&lt;/p&gt;&lt;p&gt;This is pricey yarn, but it is a dream to work with. I used 360 yarns (72 g) to create my sizable cowl (about 1.5 balls). If you wanted to make a regular sized cowl, one skein would likely suffice.&amp;nbsp; I have enough left over that I plan to make fingerless gloves to go with my snood/hood.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Pattern&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfswbhyphenhypheniR39aj2hyvQehZYhks8WvCbjiN8MFvgBlog4nXxyubfmbahyyLJlhvD06i6NNWPJXepfv9yLw6PztI7NkRmo9e_CW58AFmGEnfVO2RuOQm72qO0cYLMjSm0thvuQEgcRK38lwrzg8ynC15ski7CqU370e4ApDV0trGfzYAcCrSf_Wh9y-_zZNw/s4032/20250210_141254.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfswbhyphenhypheniR39aj2hyvQehZYhks8WvCbjiN8MFvgBlog4nXxyubfmbahyyLJlhvD06i6NNWPJXepfv9yLw6PztI7NkRmo9e_CW58AFmGEnfVO2RuOQm72qO0cYLMjSm0thvuQEgcRK38lwrzg8ynC15ski7CqU370e4ApDV0trGfzYAcCrSf_Wh9y-_zZNw/s320/20250210_141254.jpg&quot; width=&quot;240&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;The gauge on my swatch was 5.5 stitches and 7 rows to the inch.&amp;nbsp; I wanted my finished cowl to be in the vicinity of 30 inches in circumference.&amp;nbsp; My stitch pattern required multiples of 6 stitches, so I decided to cast on 162 stitches.&amp;nbsp; You can use the gauge from your swatch to determine the size of your cowl.&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;For example, if you want a cowl that is large like mine, and your gauge works out to 5 stitches per inch, you would want 30 x 5 stitches or 150 stitches.&amp;nbsp; Since 150 divides evenly by 6, it will work with the stitch pattern.&amp;nbsp;&lt;/p&gt;&lt;p&gt;For materials you will need about 360 meters of a light fingering yarn with some drape to it.&amp;nbsp; Any yarn with rayon, silk or other drapey fibre should work well.&amp;nbsp; Be sure to make a decent sized swatch and block it to be sure you are getting the drape you want.&amp;nbsp; If it doesn&#39;t seem quite right, go up a needle size and try again.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Cast on 162 sts &lt;/b&gt;(or whatever number you require that is a multiple of 6 stitches). Join in the round taking care not to twist your stitches.&lt;/p&gt;&lt;p&gt;Knit the first round. Then begin pattern on round 2.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Stitch Pattern - Lacey Double Ribbing&lt;/u&gt;&lt;/p&gt;&lt;p&gt;R1: (p1, yo, k2togtbl, p1, k2), rep to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;R2: (p1, k2) to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;R3: (p1, k2tog, yo, p1, k2), to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;R4: (p1, k2), to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Continue to your desired length ending with round 4.&amp;nbsp; Knit one round. Then cast off using a 3 stitch I-cord cast off.&amp;nbsp; I chose an i-cord cast off to help prevent the top edge from stretching too much.&lt;/p&gt;&lt;p&gt;Wash and block.&lt;/p&gt;&lt;p&gt;Blocked dimensions are: 15.5 w x 18.25 l (inches) measured flat.&lt;/p&gt;&lt;p&gt;If you enjoy this pattern, &lt;a href=&quot;https://ko-fi.com/theknittedraven&quot; target=&quot;_blank&quot;&gt;please consider buying me a coffee.&lt;/a&gt;&amp;nbsp; Feel free to share this pattern.&amp;nbsp; You are free to make items for sale using this pattern provided they are not mass produced and you give credit to me as the designer.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Abbreviations&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;k - knit&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;p - purl&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;k2togtbl - knit the next two stitches together, inserting your needle into the back loops&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;k2tog- knit two stitches together&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;yo - yarn over&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;EOR - end of round&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp3Bkh2ysOHMUPLwsJCEtjmzkC-VcdvfntfmOAYRBJhx52JznwULRJH_fybQ0g7t69tWnaTGQMgWfYkb61ivdONUpYEV_dJStiSale8b6rsGzvpfeNwMGNZcwZxO52YYoyNFgdwxYDoUmjdP6BqQJipy84LV9wwbu2EvNkrNnjAbQ0_GLptyH9G0ZgvaQ/s1564/IMG_20250218_113326.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp3Bkh2ysOHMUPLwsJCEtjmzkC-VcdvfntfmOAYRBJhx52JznwULRJH_fybQ0g7t69tWnaTGQMgWfYkb61ivdONUpYEV_dJStiSale8b6rsGzvpfeNwMGNZcwZxO52YYoyNFgdwxYDoUmjdP6BqQJipy84LV9wwbu2EvNkrNnjAbQ0_GLptyH9G0ZgvaQ/s320/IMG_20250218_113326.jpg&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2025/02/tussah-cowl.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ndVEhSWWAhiM-gP8OUBFkeO1LS_LpIPzsTHlVkLcbXGBBVOz8su-O9C3YibB6SE4-2Q3WmzQHZkMujdHgT-fPUJeLNtqPDIn-4yz8LjFnonDzpBroWTQ_3iQD5SJkUf2k82kCVM7ZN3-AXbVnXkDfMG7GITJibHIqeiDVraKTKd_F-w5qekCvoRjz7U/s72-c/20250218_112352.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-4939851781883884299</guid><pubDate>Tue, 18 Feb 2025 16:47:00 +0000</pubDate><atom:updated>2025-02-18T17:04:36.022-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">beginner friendly pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">lace weight pattern</category><category domain="http://www.blogger.com/atom/ns#">stash buster</category><category domain="http://www.blogger.com/atom/ns#">theknittedraven</category><title>Plum Pudding Scarf</title><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKa1CJuGK4mDwn_SC3Ed94ePNF_bG6cXA9d4mYwW1XO-WdPF00ONjyJozvESAjABqMz1R-yjJcnd8wttwt4nhSjhm45wTLsk3k7khyIl3lruEZSPxIu7nvp7he517x_NRF0sBZjVVgBF4RiVHBd7rZiXsFlLjzdmWB7zVammClA2XO-6ZCSSulYF7YR5U/s2167/20250210_143726.jpg&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKa1CJuGK4mDwn_SC3Ed94ePNF_bG6cXA9d4mYwW1XO-WdPF00ONjyJozvESAjABqMz1R-yjJcnd8wttwt4nhSjhm45wTLsk3k7khyIl3lruEZSPxIu7nvp7he517x_NRF0sBZjVVgBF4RiVHBd7rZiXsFlLjzdmWB7zVammClA2XO-6ZCSSulYF7YR5U/s320/20250210_143726.jpg&quot; width=&quot;244&quot;&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Some knitters are intimidated by lace weight yarn.&amp;nbsp; I know I was for a very long time. That changed a few years ago when I was recovering from a double SCAD event in 2018. I found that knitting with worsted weight, bulky and super bulky yarns was very tiring. It didn’t take long before fingering and lace weight yarns became my preference. It was eye opening. Yes, it takes a little practice to adjust your tension, but the results are so very worth it!&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;You create garments that are lightweight and feel luxurious.&amp;nbsp; The generous yardages in lace and fingering yarns means you can splurge for a single skein and still get a lovely garment. Shawls, cowls, fingerless mittens, scarves - there is so much you can make with a 100 gram skein.&lt;/span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;In an era of capsule wardrobes and a growing focus on slow fashion, lighter weight yarns fit in beautifully.&amp;nbsp; They take up little space in your wardrobe, are hard to grow out of, and hold up beautifully over time.&amp;nbsp; They can provide punches of color and personality in a color or pattern limited capsule wardrobe.&amp;nbsp; They also won’t break the bank and still enable you to buy quality materials.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;The Plum Pudding Scarf is a one-skein project, using 4 mm needles, and a simple repetitive stitch pattern.&amp;nbsp; The lace sections alternate with garter stitch to give you a break. Gauge is not critical as this is a scarf. Focus on making your tension consistent to get the best results.&amp;nbsp; The bias construction only requires regular increases and decreases at the beginning and end of each right-side row and results in a dramatic look for little effort.&amp;nbsp; You can customize your scarf length to suit you and how you wish to wear it.  &lt;/span&gt;&lt;span&gt;My scarf ended up being about 5.5 inches wide and 74 inches long from point to point.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;The lace sections are achieved by staggering rows of bamboo stitch. Bamboo stitch is a simple two row pattern featuring (yo, k2, psso) on the right side, followed by a plain purl row on the wrong side. By staggering each pair of rows, you get a lacey effect that is beautiful yet simple to make. Because of the bias increases and decreases, your right side rows of (yo, k2, psso) will be automatically staggered, creating the lacey effect.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;Materials:&lt;/span&gt;&lt;span&gt; One skein of a drapey lace weight yarn. The Plum Pudding Scarf uses less than a single skein of Noro Kirameki yarn.&amp;nbsp; This is a rayon, nylon, wool, cashmere blend so if you wish to substitute another lace weight yarn, choose one with rayon, silk or other drapey fibre.&lt;/span&gt;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;Tools: &lt;/span&gt;&lt;span&gt;&amp;nbsp;4 mm circular needle or straight needle.&amp;nbsp; Choose a needle/pair of needles with sharper points to make stitch manipulation easier.&amp;nbsp; If you are new to using this weight of yarn, I recommend wooden needles to make it harder to accidentally slide stitches off the needle. (Ask me how I know!)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;Pattern&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;The scarf pattern combines bias increases and decreases, and alternating bands of broken bamboo and garter stitch.  Gauge is not critical as this is a scarf.  Be careful not to knit tightly otherwise you will have issues moving your yarn overs over other stitches. Consistent tension is key.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Cast on 55 stitches.&amp;nbsp; Complete 4 rows garter stitch. This will serve as the bottom edge of your scarf.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;img height=&quot;275&quot; src=&quot;https://lh7-rt.googleusercontent.com/docsz/AD_4nXd0eBNv_FUJEVdP7A8ZfRIOClueK_114S2GOyDj1i4mM3Glgv0OnNUA7rYmzJdu20cPbp9rWMOjzT0nwT11PAaO0VQsLcfuseoh2ktkObWwI6wxfC0nlA-YBJHjp84C2riFR0fG?key=QF4YusedIkW_S-cuvvckb1wx&quot; width=&quot;206&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, pm, kfb, ( yo, k2, psso), repeat to last 4 stitches,&amp;nbsp; k2tog, pm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, sm, purl to last marker, sm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Broken Bamboo Band&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, sm, kfb, ( yo, k2, psso), repeat to last 4 stitches,&amp;nbsp; k2tog, sm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, sm, purl to last marker, sm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Repeat the last two rows twice more. (6 rows of pattern in total.)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Garter stitch band&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, sm, kfb knit to the last 4 sts, k2tog, sm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Next row: k2, sm, knit to next marker, sm, k2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Repeat the last two rows once more.(6 rows of garter stocking.)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Continue alternating Pattern and Garter Stitch Bands until work reaches your desired length, ending with a pattern band.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Then knit 4 rows of garter stitch (without increases and decreases), and cast off loosely.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Wash and block to open up the stitch pattern.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;If you enjoy this pattern, please consider&lt;/span&gt;&lt;a href=&quot;https://ko-fi.com/theknittedraven&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt; buying me a coffee!&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt; Feel free to share this patten.&amp;nbsp; You are free to make scarves for sale using this pattern provided they are not mass produced and you give credit to me as the designer.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Abbreviations&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;k - knit&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;p - purl&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;pm - place marker&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;sm - slip marker&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;Kfb - knit into the front and back of the same stitch&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;k2tog- knit two stitches together&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;yo - yarn over&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span face=&quot;Arial, sans-serif&quot;&gt;psso - pass the stitch you made with the yarn over over the 2 stitches you just knitted&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span face=&quot;Arial,sans-serif&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2025/02/plum-pudding-scarf.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKa1CJuGK4mDwn_SC3Ed94ePNF_bG6cXA9d4mYwW1XO-WdPF00ONjyJozvESAjABqMz1R-yjJcnd8wttwt4nhSjhm45wTLsk3k7khyIl3lruEZSPxIu7nvp7he517x_NRF0sBZjVVgBF4RiVHBd7rZiXsFlLjzdmWB7zVammClA2XO-6ZCSSulYF7YR5U/s72-c/20250210_143726.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-799476669024379875</guid><pubDate>Sun, 02 Feb 2025 19:02:00 +0000</pubDate><atom:updated>2025-02-03T09:02:36.012-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free pattern</category><category domain="http://www.blogger.com/atom/ns#">free shawl pattern</category><category domain="http://www.blogger.com/atom/ns#">one-ball pattern</category><category domain="http://www.blogger.com/atom/ns#">stash buster pattern.</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Nan&#39;s No Fuss Shawl</title><description>&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KgdJ2Ba5X_ieDqsHJ_PE3RkDoZBUOLxSa19ZkMcEsYih_1TyrY0geW8rLtVbKyNd6hDu-zQoVNSWWtDm6xmKqW1FIgeAOO9_dxcn_JY5WJeATkCugRKbAZCUqoaeGw9SOgb20tfq4qS7wXn9nwYE8hRzr3eX2fuCQr2qqgwSaMygRBGG1jvrEryOdSo/s4032/20250126_111702.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;440&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KgdJ2Ba5X_ieDqsHJ_PE3RkDoZBUOLxSa19ZkMcEsYih_1TyrY0geW8rLtVbKyNd6hDu-zQoVNSWWtDm6xmKqW1FIgeAOO9_dxcn_JY5WJeATkCugRKbAZCUqoaeGw9SOgb20tfq4qS7wXn9nwYE8hRzr3eX2fuCQr2qqgwSaMygRBGG1jvrEryOdSo/w330-h440/20250126_111702.jpg&quot; width=&quot;330&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-family: arial;&quot;&gt;Everyone can use a small shawl.&amp;nbsp; Small shawls like this one keep the chill away, are easy to wear and are not so much wool or so precious that you can&#39;t wear it every day.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; font-family: arial;&quot;&gt;Nan&#39;s No Fuss Shawl fits the bill perfectly.&amp;nbsp; The crescent shape helps it stay on the shoulders.&amp;nbsp; The overall size makes it possible to turn it around and wrap it closer to your neck as a kerchief scarf as well. Made with less than one ball of sock yarn and simple stitches, it is an economical and beginner friendly shawl project.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;The project uses knit, purl, yarn overs and a 3-stitch I-cord bind off.&amp;nbsp;&amp;nbsp;&lt;span style=&quot;background-color: white;&quot;&gt;Super wash sock yarn is recommended for this project.&amp;nbsp; I used a merino/nylon blend from Leo and Roxy Yarn Co. Basics Fingering. Depending on how large you want to make your shawl, you will use most of the ball.&amp;nbsp; Just be sure to reserve enough yarn for the I-cord cast off!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Sorry for the issues with the pdf - first time trying to make a pdf available and I clearly didn&#39;t do it correctly! The full instructions are below.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Nan&#39;s No Fuss Shawl&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Everyone needs a no fuss shawl, one that’s not so precious you won’t wear it when you’re sick, working around the home or garden. I have a number of shawls in my wardrobe and I have to confess it is the no fuss shawls that see the most use. I was recently asked to make a shawl as a gift and since I don’t know the person, so I decided to opt for a no fuss version.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;This is a great beginner project as it uses simple stitches, one ball of yarn, but will teach a few knitting techniques along the way. You can check the glossary at the end to see the techniques and abbreviations used.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Materials:&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; I used less than one skein of Leo and Roxy Yarn Co. Basic Fingering Yarn 465 yards/425.2 meters (actually used 83g or 386m).&amp;nbsp; This is a superwash merino/nylon blend. I recommend a superwash yarn as this will ensure a nice drape and easy care with minimal fussing. Because the stitch work is minimal you might choose a variegated yarn or a solid color.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Tools:&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&amp;nbsp; 4 mm circular needle 32 inches long, tapestry needle, scissors, tape measure.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Gauge:&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&amp;nbsp; Not critical here but to ensure you have enough yarn to recreate what I made, aim for a gauge of 5.5 stitches and 8 rows equals one inch in stockinette stitch on 4mm needles.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pattern&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;This cast-on uses general instructions from Holly Chayes’s book “Shawl Geometry - Part II”.&amp;nbsp; If you like knitting shawls, this is a great resource to have on hand. It and the others in her series are available in an e-book format &lt;/span&gt;&lt;a href=&quot;https://www.hollychayes.com/shawl-geometry/&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span style=&quot;color: #1155cc; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;here&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;.&amp;nbsp; The basic cast on goes like this:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Cast on 13 stitches using your preferred method.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 1:&amp;nbsp; k2, (pm, yo.k1) 4 times; pm, k1, (pm, k1, yo) 4 times, pm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 2: k2, purl to the last two stitches, slipping markers as you go, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Stocking stitch sections&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 1:&amp;nbsp; k2, (sm, yo, k to next marker) 4 times; sm, k1, (sm, k to nextmarker, yo) 4 times, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 2:&amp;nbsp; k2, purl to the last two stitches, slipping markers as you go, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Repeat these two rows 8 times more (total of 18 rows of stocking stitch).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;border: none; display: inline-block; height: 185px; overflow: hidden; width: 245px;&quot;&gt;&lt;img height=&quot;185&quot; src=&quot;https://lh7-rt.googleusercontent.com/docsz/AD_4nXe7wTllu4qSpmvoWlvGwnBe_1lGcSPaVgtxtpRdD258qMiymeW8o9_Wgr26DwgbOdHYA9WMLA9mHdj89Y0yV4miWiFHSWb6sNAAigsEtp1bul2isX3ZCuE-o-z2gdNudApRc48n?key=aqfiBksyNvcXA-8XoEI-R_pX&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;245&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Hurdle Stitch Band&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 1: k2, (sm, yo, k to next marker) 4 times, sm, k1, (sm, k to next marker, yo) 4 times, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 2: k2, sm, k to centre stitch marker, sm, p1, sm, k to last mark, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 3:&amp;nbsp; k2, (sm, yo, [k1,p1] to next marker) 4 times, sm, k1, (sm, [k1,p1] to the last stitch before next marker, k1, yo) 4 times, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 4: k2, (sm, yo, [k1,p1] to next marker) 4 times, sm, p1, (sm, [k1,p1] to the last stitch before next marker, k1, yo) 4 times, sm, k2.&amp;nbsp; (Basically you’re knitting the knit stitches and purling the purl stitches while maintaining your increases.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 5: k2, (sm, yo, k to next marker) 4 times, sm, k1, (sm, k to next marker, yo) 4 times, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Row 6: k2, sm, k to centre stitch marker, sm, p1, sm, k to last mark, sm, k2.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;These six rows make up one hurdle stitch band.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 11pt; font-weight: 700; white-space-collapse: preserve;&quot;&gt;Continue working&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Continue working alternating these bands of stitches (stocking stitch and hurdle stitch bands), while maintaining your increases and the centre stitch as a stocking stitch.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Work until you have a total of 397 stitches - 49 stitches in each of the eight sections separated by stitch markers, plus the selvedge and centre stitches (392 = 5 sts = 397)&amp;nbsp; Or, if you want to use more yarn or make a larger shawl, work to desired length ending with a hurdle stitch band. Be sure to reserve enough yarn for the I-cord cast off.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Tip:&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; I count back on the WS rows to ensure I have the same number of stitches each section. As the shawl gets bigger, it helps to keep track. If you make a mistake, you have far fewer stitches to pull back!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;I-Cord Bind Off&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;With the right side of your work facing, cast on three stitches on the end of your left hand needle.&amp;nbsp; Knit the first two stitches, then knit through the back loop (k2togbl) of the next two stitches &lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;together.&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt; Slide the three stitches now on your right needle, back to the left needle and give the yarn a gentle tug. Then repeat the process.&amp;nbsp; Each time you do, you cast off one stitch in an I-cord bind off. So, what you are doing is:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 11pt; text-decoration-line: underline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;K2, k2togtbl, slide these three stitches back to the left needle and repeat.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Once you’ve cast off, secure the ends, wash and block.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;border: none; display: inline-block; height: 271px; overflow: hidden; width: 362px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;img height=&quot;271&quot; src=&quot;https://lh7-rt.googleusercontent.com/docsz/AD_4nXeKHCEZKNvIQqJtWnY3Fl07kEWOHuPOm50frnBVih31nI6S-5CboyLUtH3FTxhNVUgxsBwa5l-DOLbID68oM7k7mDR4EJ8BuGzldrGCm-W44clHkGj4FH5O54oLXINqOUvfqnVf9A?key=aqfiBksyNvcXA-8XoEI-R_pX&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;362&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Abbreviations&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;k - knit&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;p - purl&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;pm - place marker&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;sm - slip marker&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;yo - yarn over&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;k2togtbl - knit two stitches together through the back of the loops&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;I hope you enjoy this free pattern. Feel free to use it and share as you like.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2025/02/nans-no-fuss-shawl.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KgdJ2Ba5X_ieDqsHJ_PE3RkDoZBUOLxSa19ZkMcEsYih_1TyrY0geW8rLtVbKyNd6hDu-zQoVNSWWtDm6xmKqW1FIgeAOO9_dxcn_JY5WJeATkCugRKbAZCUqoaeGw9SOgb20tfq4qS7wXn9nwYE8hRzr3eX2fuCQr2qqgwSaMygRBGG1jvrEryOdSo/s72-w330-h440-c/20250126_111702.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-9072566453343607575</guid><pubDate>Mon, 27 Jan 2025 18:58:00 +0000</pubDate><atom:updated>2025-01-27T15:28:07.872-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">binge knitting</category><category domain="http://www.blogger.com/atom/ns#">colorwork knitting</category><category domain="http://www.blogger.com/atom/ns#">felting</category><category domain="http://www.blogger.com/atom/ns#">January knitting</category><category domain="http://www.blogger.com/atom/ns#">knitted bias scarf</category><category domain="http://www.blogger.com/atom/ns#">knitting projects</category><category domain="http://www.blogger.com/atom/ns#">pet knitting</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>January binge knitting</title><description>&lt;p&gt;Like many areas in the northern hemisphere, January is regarded as a long, cold, wintery month up here. The winter season was late settling in this year as our local weather remained warmer than usual right through December. Regardless, January has always been a cocoon month for me. The Christmas rush is over, and the cold weather and sparse daylight means I spend more time at home, indoors.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;The past few years, I find I binge knit through this part of winter. I cast on multiple projects, usually targeting a specific ball(s) of yarn, or a technique I&#39;ve wanted to try. January is often when I start knitting for myself again as well.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpGS9frN1GWCgQiJWktVDRLDLusmlIOredjdGR1So4RWeHGEhyGyJBl59WlQmyzghScQgE2bFRUsLWbVSPsBxKQ3ifR2yNbj8WokyvI6m0MfddAs4qn_H6ulYYpKPWHoGg1y7MF4Pha5ewfr_jX4TFuGn-JlCinxqZh1iZJCsOjx9Ksrtz67h_TaFqac/s4032/20250109_135343.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpGS9frN1GWCgQiJWktVDRLDLusmlIOredjdGR1So4RWeHGEhyGyJBl59WlQmyzghScQgE2bFRUsLWbVSPsBxKQ3ifR2yNbj8WokyvI6m0MfddAs4qn_H6ulYYpKPWHoGg1y7MF4Pha5ewfr_jX4TFuGn-JlCinxqZh1iZJCsOjx9Ksrtz67h_TaFqac/s320/20250109_135343.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;This year&#39;s binge-fest started with casting on my Plum Pudding Scarf.&amp;nbsp; I had almost a full ball of NORO Kameki yarn in my stash full of rich purples and blues, that I&#39;d set aside for myself. So I decided on a bias scarf design featuring what I call a broken bamboo stitch and plain garter stitch. It&#39;s a simple pattern and creates fabric that lies pretty flat hanging from the needles.&amp;nbsp; It&#39;s still a work in progress,&amp;nbsp; so more on that later.&amp;nbsp; I will be posting this as a free pattern before the end of the month.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiixiGaXNi7d27rfodsa1qeL_6WhmHLczinZ_MYRfgND32-0YCvIR_G9y-rPUOencSPYSWlT2icC2NyagpN8hVG7dcqQNbrzBwUWOxH9Dz4g6G9t1QiPhfrG8lP_bU5nVkfcyt7dEgRJLQ20E5-S3nGLcydWeNHMGeqBQECj38ECN1rUMW2OyHw8SQz5FU/s2696/20250120_144831.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2696&quot; data-original-width=&quot;2023&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiixiGaXNi7d27rfodsa1qeL_6WhmHLczinZ_MYRfgND32-0YCvIR_G9y-rPUOencSPYSWlT2icC2NyagpN8hVG7dcqQNbrzBwUWOxH9Dz4g6G9t1QiPhfrG8lP_bU5nVkfcyt7dEgRJLQ20E5-S3nGLcydWeNHMGeqBQECj38ECN1rUMW2OyHw8SQz5FU/s320/20250120_144831.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Next I cast on the &lt;a href=&quot;https://ravel.me/253-41-dandelion-field-mittens&quot; target=&quot;_blank&quot;&gt;Dandelion Field Mittens pattern from DROPS Design&lt;/a&gt;. I had received several balls of beautiful Rowan Felted Tweed for Christmas and was eager to get this lovely colorwork project started.&amp;nbsp; I adjusted the wrist width and length but otherwise followed the pattern.&amp;nbsp; Next time, I may increase the needle size from 2.75 mm to 3 or 3.25 mm as the mittens just fit.&amp;nbsp; I love how they turned out and expect to get much wear from them.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs6YHKC_RN_LqLnxcN1QRL6tiFLFXBnftSrmUtjYcZqH6qL3b7PH51W5KjbwW5pVfWR1C8jsaWcAnpODHCF_aJxI4b00g6MkhjWVZlUjzBHFx8CE05i5bW7HEsqaOTSAyULW7rmzxIHg1b1DcMIysglS5E64ePAhagWu6EsDWaooivb7OuKV3bs6U0QOQ/s4032/20250126_111430.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs6YHKC_RN_LqLnxcN1QRL6tiFLFXBnftSrmUtjYcZqH6qL3b7PH51W5KjbwW5pVfWR1C8jsaWcAnpODHCF_aJxI4b00g6MkhjWVZlUjzBHFx8CE05i5bW7HEsqaOTSAyULW7rmzxIHg1b1DcMIysglS5E64ePAhagWu6EsDWaooivb7OuKV3bs6U0QOQ/s320/20250126_111430.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;I was asked to make a shawl for as a gift for a family member&#39;s grandmother and came up with what I&#39;m calling Nan&#39;s No Fuss Shawl.&amp;nbsp; I had a ball of Leo and Roxy superwash sock yarn in a pencil grey color and decided to create a no fuss everyday shawl.&amp;nbsp; It is a crescent shaped shawl, featuring alternating bands of stockinette and hurdle stitch, finished with an I-cord cast off.&amp;nbsp; It was a very quick knit and turned out lovely. I&#39;ve had a couple of inquiries about this shawl so I plan to write a pattern for it which will be featured on this blog very soon.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRATDPzJlZWp_yKk-GIShaQU8fFTkRc5Y0t7nb86gCXZ-YzkkCMwDglEypUryfybKi-PMCzl9J6Ec91fHYmlOLYD-_8_6xH4aKosUxd6CRYvgYfTlJzeDypgFxrD8vsOCTI8o3vKOOMFHiFY5URkN_UjSBCrBniBFBUtOGqoO4MDaV4UkkJDI-IJJkuxs/s3024/20250126_224937B.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2456&quot; data-original-width=&quot;3024&quot; height=&quot;260&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRATDPzJlZWp_yKk-GIShaQU8fFTkRc5Y0t7nb86gCXZ-YzkkCMwDglEypUryfybKi-PMCzl9J6Ec91fHYmlOLYD-_8_6xH4aKosUxd6CRYvgYfTlJzeDypgFxrD8vsOCTI8o3vKOOMFHiFY5URkN_UjSBCrBniBFBUtOGqoO4MDaV4UkkJDI-IJJkuxs/s320/20250126_224937B.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;Our wee senior Chihuahua has found it a little cool indoors lately so I decided to make her a house sweater.&amp;nbsp; I took her measurements and using an orphan ball of worsted weight yarn made a cowl/kerchief style sweater for her.&amp;nbsp; It was knit in an evening and she seems to like it! I accidentally reversed the cowl section when I started the back flap, which put the right side of the hurdle stitch on the inside, but since it doesn&#39;t impact wear, I decided to let that go for now. (Note: don&#39;t talk on the phone while trying to work a new design.)&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJPrrEl1aQx7OwzIXlExC6Q9MBBE4jatsBNV5ElmQeMdQtscRS60VHgyyVqqdzyfaiAM3PLFCqHDKfo85HypjwigWO_maSa52qazKHu5lNmuG2_4V-BuvEjfYadhkVLc9gxt5rkM4bHr2zkpbuhwHFE9aeenElAnNYSrRnlsvd3Kj1YcKZNXMlCaUTHA/s4032/20250126_140857.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJPrrEl1aQx7OwzIXlExC6Q9MBBE4jatsBNV5ElmQeMdQtscRS60VHgyyVqqdzyfaiAM3PLFCqHDKfo85HypjwigWO_maSa52qazKHu5lNmuG2_4V-BuvEjfYadhkVLc9gxt5rkM4bHr2zkpbuhwHFE9aeenElAnNYSrRnlsvd3Kj1YcKZNXMlCaUTHA/s320/20250126_140857.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;I also cast on the &lt;a href=&quot;https://ravel.me/close-to-you&quot; target=&quot;_blank&quot;&gt;Close to Me Shawl by Justyna Lorkowska.&amp;nbsp;&lt;/a&gt;&amp;nbsp;I had purchased a lone ball of a German sock yarn through Facebook Marketplace that I thought would be perfect! This pattern is interesting but simple enough to qualify as a stress-free knit. It&#39;s still a work in progress, so to stay tuned.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtLtfBXOlOkbOqsCiSjn3j7D983uC1VxQtfEifPJ4X33Au4RXtQaxHuYABJIg-nfritsqNapDxkUSTL4rTHQXPDhQ5J1L6ZkFQXeX3LZ_nECndk4nE7SI2y-iZXcXSj17svbwEdpNjnczh-aFOa3Tk-TIYqYh3Un8scbigopVBDGe4oI8yAvyZaBbxBvA/s3198/20250127_152308.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3198&quot; data-original-width=&quot;2398&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtLtfBXOlOkbOqsCiSjn3j7D983uC1VxQtfEifPJ4X33Au4RXtQaxHuYABJIg-nfritsqNapDxkUSTL4rTHQXPDhQ5J1L6ZkFQXeX3LZ_nECndk4nE7SI2y-iZXcXSj17svbwEdpNjnczh-aFOa3Tk-TIYqYh3Un8scbigopVBDGe4oI8yAvyZaBbxBvA/s320/20250127_152308.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;I decided to explore felting this month as well.&amp;nbsp; I knitted up a bag shape using odd balls of worsted weight yarn held double.&amp;nbsp; I took measurements before and after felting to get a sense of what might be possible.&amp;nbsp; The resulting bag will need a lining to help it retain its shape, but I&#39;m pleased.&amp;nbsp; It should make a great project bag!&amp;nbsp; The picture to the left is how it looked before felting.&amp;nbsp; It measured&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I also frogged a project - an Icelandic style sweater made with Istex Einband yarn.&amp;nbsp; I really didn&#39;t like the resulting fabric. So despite having the body and one sleeve completed to the armpit, I pulled it all back.&amp;nbsp; I realized that stitch choice/fabric created has a huge impact on how I feel about every project so I decided to start swatching.&amp;nbsp; As luck should have it, my first stitch and needle choice yielded a great result.&amp;nbsp; I made an 8 inch swatch in hurdle stitch. Then I made a large swatch in the round to see how much my gauge changes. I have made plans to knit a slipover using this stitch configuration and yarn.&amp;nbsp; I&#39;ll post more information as my experiments continue.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiffT4bBLS8pKPDjET4nW0JadU_jR_PWoScZGidkqRTe3lB70tRFs0ic7LJqo-__fyFaWzgTmaNLdwWHllz1lJcSUyOh0Xf77hRqyoLgeonSlXoFU0k81wa9hCd2Q_GH6qCcXEYbAMo3hZ9amp34wJ9RKM3M7u7TxhzuwGCcT3T_Z2ExLOi1CQylpmdjX0/s2082/20250122_123510B.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2082&quot; data-original-width=&quot;2064&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiffT4bBLS8pKPDjET4nW0JadU_jR_PWoScZGidkqRTe3lB70tRFs0ic7LJqo-__fyFaWzgTmaNLdwWHllz1lJcSUyOh0Xf77hRqyoLgeonSlXoFU0k81wa9hCd2Q_GH6qCcXEYbAMo3hZ9amp34wJ9RKM3M7u7TxhzuwGCcT3T_Z2ExLOi1CQylpmdjX0/s320/20250122_123510B.jpg&quot; width=&quot;317&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Often while I binge knit, I&#39;ll listen to podcasts, sip tea or coffee, and think of other possible knitting projects.&amp;nbsp; It&#39;s an utterly decadent way to spend time cozy in my home. It&#39;s a nurturing activity, and heaven knows we all need lots of that in our lives.&lt;/p&gt;&lt;p&gt;What do you like to knit during the dark month of January? Do you like to binge knit? Leave me a comment and let me know.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;</description><link>https://www.theknittedraven.com/2025/01/january-binge-knitting.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLpGS9frN1GWCgQiJWktVDRLDLusmlIOredjdGR1So4RWeHGEhyGyJBl59WlQmyzghScQgE2bFRUsLWbVSPsBxKQ3ifR2yNbj8WokyvI6m0MfddAs4qn_H6ulYYpKPWHoGg1y7MF4Pha5ewfr_jX4TFuGn-JlCinxqZh1iZJCsOjx9Ksrtz67h_TaFqac/s72-c/20250109_135343.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-806265639012708761</guid><pubDate>Tue, 14 Jan 2025 20:15:00 +0000</pubDate><atom:updated>2025-01-14T16:45:51.521-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">bag making</category><category domain="http://www.blogger.com/atom/ns#">clothing upcycling</category><category domain="http://www.blogger.com/atom/ns#">english paper piecing</category><category domain="http://www.blogger.com/atom/ns#">hand sewing</category><category domain="http://www.blogger.com/atom/ns#">handknitting</category><category domain="http://www.blogger.com/atom/ns#">handmade gifts</category><category domain="http://www.blogger.com/atom/ns#">handmade jewelry</category><category domain="http://www.blogger.com/atom/ns#">quilting</category><category domain="http://www.blogger.com/atom/ns#">Sashiko</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><category domain="http://www.blogger.com/atom/ns#">wire knitting</category><title>2024 Making Round-Up!</title><description>&lt;p&gt;My posts always drop off leading up to Christmas as I am usually knee deep in gift making and can&#39;t seem to think about&amp;nbsp; much else!&amp;nbsp; I thought before I start thinking about my making goals for 2025, I&#39;d do a round up on what I made in 2024.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhePYwpBxYZlJ95edjDK5z0e7VBKod5PpgapdjpoF-3PyJ2ztZTLH37VhugeRWrHoQKPegLPZG8XqqtY0oV_odICmx0tg2UqMR0h9Q1h2vzkwmbDlhzn5ttcCSGwhI3TwAxwUaUZIpAOpqK0QS03iv034rJLLqjSdTz7jX3JkCWgnNQRjW4fK1_FESN5qA/s1202/20240804_103317.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1202&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhePYwpBxYZlJ95edjDK5z0e7VBKod5PpgapdjpoF-3PyJ2ztZTLH37VhugeRWrHoQKPegLPZG8XqqtY0oV_odICmx0tg2UqMR0h9Q1h2vzkwmbDlhzn5ttcCSGwhI3TwAxwUaUZIpAOpqK0QS03iv034rJLLqjSdTz7jX3JkCWgnNQRjW4fK1_FESN5qA/s320/20240804_103317.jpg&quot; width=&quot;288&quot; /&gt;&lt;/a&gt;&lt;/div&gt;In retrospect, it was a very busy year, especially considering that making slowed to a trickle once the weather was warm enough to get out in the garden. It was a fun year filled with a variety of different interests.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;In the wire working department, there were a couple of projects.&amp;nbsp; In the late spring, I designed a brooch for a fundraiser and made three to donate. I called it the Sunrise Brooch!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I was pleased with how this turned out.&amp;nbsp; I made them in bronze and took advantage of the extra &quot;spring&quot; of this metal in the design.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I also made a suncatcher for my kitchen window featuring some aquamarine chips.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSGsB9xSUcI2-VQ9ujseOEthqJQfJkS17QfqPzctNG5Y36v0O9ow49GlEFPYgka5emFFHXyrTRwiANcgWbdQ8U2DDJbA2YbvFnSrFmSGuXLtm6oCjzaM1IXjinlJV9297x9G54kzkIVrM_3Fhnlww7n8tTF_zAkeg2bptBAwOZR-e18WErzVx-WC8Bbdg/s1080/PostPlus1720921449449.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;289&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSGsB9xSUcI2-VQ9ujseOEthqJQfJkS17QfqPzctNG5Y36v0O9ow49GlEFPYgka5emFFHXyrTRwiANcgWbdQ8U2DDJbA2YbvFnSrFmSGuXLtm6oCjzaM1IXjinlJV9297x9G54kzkIVrM_3Fhnlww7n8tTF_zAkeg2bptBAwOZR-e18WErzVx-WC8Bbdg/w289-h289/PostPlus1720921449449.png&quot; width=&quot;289&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;No matter how long I go between wire working projects, sooner or later I always seem to need to make something new!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Knitting got a lot of attention too.&amp;nbsp; I discovered last year that despite the seaters I made, I am more of a vest and cardigan girl.&amp;nbsp; I decided to give my sweaters to Jenn and started looking at cardigan possibilities for myself.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I started a steeked cardigan using a 50/50 merino silk lace yarn (held double) from my stash. Things were going very well until I got to the button bands.&amp;nbsp; I ended up picking up too many stitches and had bands that distorted the sweater.&amp;nbsp; I was very disappointed and put it in a drawer, promising myself I would try to take the band apart in the future.&amp;nbsp; So far that hasn&#39;t happened - lol.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;My next cardigan was a fun exercise in stash-busting! I used a free pattern I found on Ravelry as the base, combined a DK yarn with a variety of laceweight yarns in my stash and created something truly unique and wonderful! I added some applied I-cord and appliqued some mohair &quot;leaves&quot; I had originally made for a different project. I finished it off with a recycled pewter clasp. It is my favorite cardigan! And this fall, I finally found a long-sleeved t-shirt to truly complement it!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcEPO2Wv6nYakBLtnTl9Gh8rPhO200X4kkWbmceN6rRBQ3zmZIeu0aD5ZK05RHeHBLXZMAOtqUCCA8AkPS_RKTtloCk_Jh2ZS9SP1fnpmoRojMYDLzy2Vs2teNycDIqngUTP3ydHrRg-5TBoqc207dQtLrlp0a75oWTm7DEHFc10kDE2LROlPBmwFQSYY/s1440/FB_IMG_1736883708637.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1440&quot; data-original-width=&quot;1080&quot; height=&quot;367&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcEPO2Wv6nYakBLtnTl9Gh8rPhO200X4kkWbmceN6rRBQ3zmZIeu0aD5ZK05RHeHBLXZMAOtqUCCA8AkPS_RKTtloCk_Jh2ZS9SP1fnpmoRojMYDLzy2Vs2teNycDIqngUTP3ydHrRg-5TBoqc207dQtLrlp0a75oWTm7DEHFc10kDE2LROlPBmwFQSYY/w276-h367/FB_IMG_1736883708637.jpg&quot; width=&quot;276&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5eg82xCqmZZdTzM-VPCbEb6aNxo3MfMibZyi-P351wMSFt3ZJlPqmrZXGgnvXPxUm6PcxjlXZyyeZ8uqXbBk32YZFmtDr8ELgUMYiDDGWaS3h1jII4GhqY3jvAkv43Io1qgqR7G3IZCrfpKXyfDO_iHOmi2v6D1-fiIhL5kKo3fdvjIq75SPDeh06UnU/s2640/20250107_133939.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; display: inline !important; margin-bottom: 1em; margin-left: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2640&quot; data-original-width=&quot;1980&quot; height=&quot;363&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5eg82xCqmZZdTzM-VPCbEb6aNxo3MfMibZyi-P351wMSFt3ZJlPqmrZXGgnvXPxUm6PcxjlXZyyeZ8uqXbBk32YZFmtDr8ELgUMYiDDGWaS3h1jII4GhqY3jvAkv43Io1qgqR7G3IZCrfpKXyfDO_iHOmi2v6D1-fiIhL5kKo3fdvjIq75SPDeh06UnU/w272-h363/20250107_133939.jpg&quot; width=&quot;272&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg2tpdYjAiTz4cno18dS2dfV8rS5g3MUdmIIQkB8Esjss85GxMlxdIory1XoElK9v0m4t1gMG6hW5lZI7USAuzEfEghL038N9qSbo_MXw864KEhD8RZD9BAtlxBZnLmQdvkziPmxzgiwhO0nIbwtmRk_1Lx3Mllc776MIHaSGDvl70affs4e5guI-TUAc/s1564/IMG_20240709_235820.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1564&quot; data-original-width=&quot;1564&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg2tpdYjAiTz4cno18dS2dfV8rS5g3MUdmIIQkB8Esjss85GxMlxdIory1XoElK9v0m4t1gMG6hW5lZI7USAuzEfEghL038N9qSbo_MXw864KEhD8RZD9BAtlxBZnLmQdvkziPmxzgiwhO0nIbwtmRk_1Lx3Mllc776MIHaSGDvl70affs4e5guI-TUAc/s320/IMG_20240709_235820.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;My last cardigan was a summer, 3/4 sleeve,&amp;nbsp; open-front version using two strands of laceweight yarn from my stash.&amp;nbsp; Because I wanted to steek again, I stayed away from silk based yarns this time and went with a straight up merino combination. This worked out much better.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I also did some hand quilting and sewing this year. The hand quilting was hexie-based. I find English paper piecing (EPP) addictive.&amp;nbsp; I had started a quilt years ago which I pulled out of storage.&amp;nbsp; I finished piecing the hexagon &quot;flowers&quot; and hand-stitched them to their backgrounds. Then I machine pieced the quilt top together.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCwmbhOpNJ6fZ-mxH8hKV_aopLvJn-1-HON2ndO_66FFsITi3CUvRu7gQKXL_bmFe8TI-aj7aI0XbRDBDa4fgkoyJHKZ3edkl16KOzzurx14GZaBsnKbptvYwt2piBtEhNTLFk2ttoTtDRM750HargZTSR1JpxwcROUtV_JaZS6uk7luuwMQ_LdDLQQg4/s3345/20240520_123810.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3345&quot; data-original-width=&quot;3002&quot; height=&quot;358&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCwmbhOpNJ6fZ-mxH8hKV_aopLvJn-1-HON2ndO_66FFsITi3CUvRu7gQKXL_bmFe8TI-aj7aI0XbRDBDa4fgkoyJHKZ3edkl16KOzzurx14GZaBsnKbptvYwt2piBtEhNTLFk2ttoTtDRM750HargZTSR1JpxwcROUtV_JaZS6uk7luuwMQ_LdDLQQg4/w321-h358/20240520_123810.jpg&quot; width=&quot;321&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Things were going well until I got to the actual quilting.&amp;nbsp; Since my SCADs, I really don&#39;t have the strength or stamina to arm-strong a quilt sandwich through my domestic sewing machine.&amp;nbsp; Even hand quilting turned into cardio for me.&amp;nbsp; I ended up setting this aside and will try to resurrect it in the new year.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;The picture at the left shows the pieced quilt top.&amp;nbsp; I really love the colors.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgdr4JJRo_kP7POCtcXB9opVpuu0q8IPv6X94aXLgkgfwD7bi09lcxjFbOEhOYpwQd5fuDhNsPDBHgMYaoWXrgFIahjbQwIn5PBCUMo5Z95_jmqEHy9r-Ko1p7fJD8PqIRy_0N_ml0CcSJ8yFqP2UoWHQ5OdaIhnO8bC3RtZj77TSWegP0zI9aNFGD1M/s3701/20240525_194452.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: right;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3701&quot; data-original-width=&quot;2776&quot; height=&quot;339&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgdr4JJRo_kP7POCtcXB9opVpuu0q8IPv6X94aXLgkgfwD7bi09lcxjFbOEhOYpwQd5fuDhNsPDBHgMYaoWXrgFIahjbQwIn5PBCUMo5Z95_jmqEHy9r-Ko1p7fJD8PqIRy_0N_ml0CcSJ8yFqP2UoWHQ5OdaIhnO8bC3RtZj77TSWegP0zI9aNFGD1M/w254-h339/20240525_194452.jpg&quot; width=&quot;254&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOVZgwkU3X8ffRVsJNNnr0yaCn1ojlst5zsTLbuMvp3L2-OyaChBrwm5jGZ-SFe1e_Nf9PPQ_KVlPhTX_j3q6ns4Av25-0bdz4YikLRPFXZQLAUVFaBTdahKwe94gLxeXAdScIGiC-HPFxXpixUklAusbBommoa-WpJ8LoXC7LdqyK8G_YQdKouKe63-o/s4032/20240525_193907.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; display: inline !important; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOVZgwkU3X8ffRVsJNNnr0yaCn1ojlst5zsTLbuMvp3L2-OyaChBrwm5jGZ-SFe1e_Nf9PPQ_KVlPhTX_j3q6ns4Av25-0bdz4YikLRPFXZQLAUVFaBTdahKwe94gLxeXAdScIGiC-HPFxXpixUklAusbBommoa-WpJ8LoXC7LdqyK8G_YQdKouKe63-o/w253-h337/20240525_193907.jpg&quot; width=&quot;253&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Over the winter, I hand-basted a lot (and I mean a lot) of small hexies.&amp;nbsp; The plan was to use up some of my orphan 2.5 inch charm squares and other fabric scraps.&amp;nbsp; I had seen a maker on YouTube who often creates pieced fabric for her small projects and was inspired to create some fabric building blocks of my own.&amp;nbsp; I&#39;ve got a couple of bag projects in mind for 2025 that will likely feature some of these gorgeous fabrics!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizXJyjE_t2FqiV0Oc1eQmqw3hqzxgFeSAANpUD6YgOqePq0V1Q0MmwAfzztfgFKysMVettCS2hWukQOzU5bwJ_6D6dA8oulChFftpwxXHXTyXx0E4oqlEtrKe1ly9QQlQyqNBlyqWMbM62C_0E_BRGnunEj0bahqr8p_qBYoYmg0W-jIhzKkRRySRQehI/s4032/20240707_145451.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3024&quot; data-original-width=&quot;4032&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizXJyjE_t2FqiV0Oc1eQmqw3hqzxgFeSAANpUD6YgOqePq0V1Q0MmwAfzztfgFKysMVettCS2hWukQOzU5bwJ_6D6dA8oulChFftpwxXHXTyXx0E4oqlEtrKe1ly9QQlQyqNBlyqWMbM62C_0E_BRGnunEj0bahqr8p_qBYoYmg0W-jIhzKkRRySRQehI/s320/20240707_145451.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQCKdMouPFfSLyoKifwqe3DzKsIvyuuV3hXoZJCxm3apw1DHDqvm5Ot88QVTsiKap-RqGUggm4pS_Vb7gj4-rfAAyvSdRF4DyXN6N3xxJRIlHY-TQlpUn-AZkHhSvo5Sf810qF5G6kccQ3E-yvIG7afOQ7MDf4rC65369t5yd-m3KPHyglX11mUV5PTfE/s4032/20241207_174609.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQCKdMouPFfSLyoKifwqe3DzKsIvyuuV3hXoZJCxm3apw1DHDqvm5Ot88QVTsiKap-RqGUggm4pS_Vb7gj4-rfAAyvSdRF4DyXN6N3xxJRIlHY-TQlpUn-AZkHhSvo5Sf810qF5G6kccQ3E-yvIG7afOQ7MDf4rC65369t5yd-m3KPHyglX11mUV5PTfE/s320/20241207_174609.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I made a dresser scarf once before and had enough left over materials to make two more for my bedroom.&amp;nbsp; That was a fun project as some of the fabrics in it have been with me for at least twenty years and brought back their own memories.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I had a few leftover bits that were eventually turned into a small purse in December of 2024!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMu1XjOBAM58KwWhxUuS6-8H_87VtDB1afZDSSljME8uSz9a6XXy6-v5MUIUBezbPtHLSuF4woW1sV3ThuI3VaYAUfHTRrvdLdAJUOtEkBWN5hr8MqngZwvkcVrdSf_NtyWX6mvHzZVofv41S-7BLeYWHT5UuZMrM9mvlml4RLxUmjGwb1RIlGyz4ar5g/s4032/20240708_140611.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;419&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMu1XjOBAM58KwWhxUuS6-8H_87VtDB1afZDSSljME8uSz9a6XXy6-v5MUIUBezbPtHLSuF4woW1sV3ThuI3VaYAUfHTRrvdLdAJUOtEkBWN5hr8MqngZwvkcVrdSf_NtyWX6mvHzZVofv41S-7BLeYWHT5UuZMrM9mvlml4RLxUmjGwb1RIlGyz4ar5g/w314-h419/20240708_140611.jpg&quot; width=&quot;314&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;I also gave upcycling a try.&amp;nbsp; I had a corduroy dress that I had been wearing as a duster style coat for several years.&amp;nbsp; I realized I&#39;d get more use out of it if it was hip length. So I set out to shorten it and then decided to personalize it with Laurel Burch fabric I&#39;ve had for years.&amp;nbsp; It was a fun project and I was thrilled how it turned out!&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I added a pocket and several &quot;pictures&quot; to add a little color to the dark item.&amp;nbsp; I also added a black and white print material at the hem to avoid having to create a lot of bulk by rolling the edge over double.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I also made a beautiful bag for my mother following the wonderful tutorial by Yoan&#39;s Sewing Studio on YouTube. She has some wonderful projects on her channel and is a great teacher. I also made a simple zippered pouch to go with this bag.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Over the past few years, I&#39;ve made several of her designs and have never been disappointed. If you want to try bag making, I suggest you give her channel a try!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguLKA-HXU6dIDzffVT3PrlI42PogkwsbYPVwtWrlqcjtXPqDceXkZtm_i3skVWDa7sofPPLNMzVBtsKzDp2YSNv6S-VUDNz8JGkcTJGKEC5EQPo3B1q0P9OZjDnk3RvAltW3BuhrOlTXf4-maHE075KGKXARhLwmCBK3nkC40goTv7o8e0ZgmmE-Q8VGg/s1564/IMG_20250114_163036.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1564&quot; data-original-width=&quot;1564&quot; height=&quot;394&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguLKA-HXU6dIDzffVT3PrlI42PogkwsbYPVwtWrlqcjtXPqDceXkZtm_i3skVWDa7sofPPLNMzVBtsKzDp2YSNv6S-VUDNz8JGkcTJGKEC5EQPo3B1q0P9OZjDnk3RvAltW3BuhrOlTXf4-maHE075KGKXARhLwmCBK3nkC40goTv7o8e0ZgmmE-Q8VGg/w394-h394/IMG_20250114_163036.jpg&quot; width=&quot;394&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4X62qPSs1hYO4YsihJQOrUnIk4XkGBOQLKfC_H9lB1ja36wtKYZFo-q2HtP4exvDfGqcLJgzGaBC8mzgsGeYaDd17Axp6JkSM-0Rxa-mfjJO8AKbaJqvD7I5nznePzak-9ncIFhOA_GGplBq9p03K2VeTfBjPY7gc1-nWJq4vIvKF1iPzhasLjhbH5I/s4032/20240717_152925.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;418&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs4X62qPSs1hYO4YsihJQOrUnIk4XkGBOQLKfC_H9lB1ja36wtKYZFo-q2HtP4exvDfGqcLJgzGaBC8mzgsGeYaDd17Axp6JkSM-0Rxa-mfjJO8AKbaJqvD7I5nznePzak-9ncIFhOA_GGplBq9p03K2VeTfBjPY7gc1-nWJq4vIvKF1iPzhasLjhbH5I/w313-h418/20240717_152925.jpg&quot; width=&quot;313&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;I did a little experimenting with some laceweight Noro yarn from my stash.&amp;nbsp; I had been wanting to create some smaller accessory pieces that could be worn throughout the year and this blended fibre yarn seemed to be worth a try.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I made a cowl and several scarves, experimenting with stitch patterns to see what might be most versatile.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;This was a useful exercise and I&#39;ve already started the next iteration of those experiments! All this is leading to a pattern I hope to release later this winter.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I gave Sashiko a try over last winter.&amp;nbsp; I did a few practice pieces and made a Sashiko thimble.&amp;nbsp; I expect this new hobby will reappear during the winter of 2025 as well!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCbZrMRpO1YX8Ufpb0LFukR4tBdUn1bwZUN9amFFNfaZ5NxjzYJq1YgAjkMVvNw7xMDvTjbDDPYO-qR46cVuRBIKIDJ-_30DDA5_O4v_m8W3ncuezw7XX9bGAk_aL9LzG-Xa7n4m1IsYnMnHRD6_5b91Bm7BQpUoUbNitESJLwCZiodbdwKMZdHjDkk_s/s1564/IMG_20240323_223710.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1564&quot; data-original-width=&quot;1564&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCbZrMRpO1YX8Ufpb0LFukR4tBdUn1bwZUN9amFFNfaZ5NxjzYJq1YgAjkMVvNw7xMDvTjbDDPYO-qR46cVuRBIKIDJ-_30DDA5_O4v_m8W3ncuezw7XX9bGAk_aL9LzG-Xa7n4m1IsYnMnHRD6_5b91Bm7BQpUoUbNitESJLwCZiodbdwKMZdHjDkk_s/s320/IMG_20240323_223710.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Of course as the year progressed, I started Christmas knitting.&amp;nbsp; I knit a lot of socks, hats, slippers and cowls this year!&amp;nbsp; Also made a couple of sweaters for Theodore Bear (which I made and gave my sister a couple of years ago) and a sweater for Jenn.&amp;nbsp; Below is a sample of pictures of those projects.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjypdNxZ5IaAch_Rh2l9G7xv4d0YzGtrNkzTcinR1gH8ddMLaFaJuXUPWByAUOcPbPx5Apm_-LzJCyQFLe6iaLMuET1werDSSqGAAxmeWEohQAZZFRc_V_ZQ1N-grK8_VeKUgCfCRdbxNTnTyQKOp9ro0mPgAgwue2cT2r8WL9qfSfKQmWgd9XPBYeTgmM/s1080/FB_IMG_1736883591987.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjypdNxZ5IaAch_Rh2l9G7xv4d0YzGtrNkzTcinR1gH8ddMLaFaJuXUPWByAUOcPbPx5Apm_-LzJCyQFLe6iaLMuET1werDSSqGAAxmeWEohQAZZFRc_V_ZQ1N-grK8_VeKUgCfCRdbxNTnTyQKOp9ro0mPgAgwue2cT2r8WL9qfSfKQmWgd9XPBYeTgmM/s320/FB_IMG_1736883591987.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;322&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1NwYBooALrIBFAjy0eGt19y8f5bT1LoIp8hxg8m9QrtCNr4RblF3Rhj2-Knbw2_-lcbCYsD2lhnvKiOMpZ7_oDnMmfo4icQiX8xjtdzQCVr5zuL5Ah_-x-DSc8VY7aHQLS6xDGUN-lzd2BNTf33X40ANqKQCzCAzHYoCv1TWcxdTzkX7UwuqMOyE_i30/w242-h322/20241026_160103.jpg&quot; width=&quot;242&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1NwYBooALrIBFAjy0eGt19y8f5bT1LoIp8hxg8m9QrtCNr4RblF3Rhj2-Knbw2_-lcbCYsD2lhnvKiOMpZ7_oDnMmfo4icQiX8xjtdzQCVr5zuL5Ah_-x-DSc8VY7aHQLS6xDGUN-lzd2BNTf33X40ANqKQCzCAzHYoCv1TWcxdTzkX7UwuqMOyE_i30/s4032/20241026_160103.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWrLNvcEgDPN43InZhT1vivqY1Nr4D0z6XTpM0xAvm7jVcAjtdsZ2iSEND3sCchGOvKLickTOGkyEfEUGax5VchX1qKk0XCj9-QMA5Dtr7qBI0KJlBykWs7qGM1MzFXP4NpWjr1FJvSTTd1teqKEG7fldM-Vj_kUWxJZLvODqwrzEhU3N_ZBDUvHaAqz4/s1564/IMG_20250114_164015.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1564&quot; data-original-width=&quot;1564&quot; height=&quot;523&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWrLNvcEgDPN43InZhT1vivqY1Nr4D0z6XTpM0xAvm7jVcAjtdsZ2iSEND3sCchGOvKLickTOGkyEfEUGax5VchX1qKk0XCj9-QMA5Dtr7qBI0KJlBykWs7qGM1MzFXP4NpWjr1FJvSTTd1teqKEG7fldM-Vj_kUWxJZLvODqwrzEhU3N_ZBDUvHaAqz4/w523-h523/IMG_20250114_164015.jpg&quot; width=&quot;523&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;I&#39;m sure I&#39;ve left out a few things, but you get the picture. It was a wonderful year of making!&amp;nbsp; Being able to exercise my creativity is a big part of how I cope with my chronic health issues and stay engaged with the world around me.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;If you made it this far, thanks for keeping me company on my 2024 review!&amp;nbsp; Happy New Year to you and yours!&lt;/div&gt;</description><link>https://www.theknittedraven.com/2025/01/2024-making-round-up.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhePYwpBxYZlJ95edjDK5z0e7VBKod5PpgapdjpoF-3PyJ2ztZTLH37VhugeRWrHoQKPegLPZG8XqqtY0oV_odICmx0tg2UqMR0h9Q1h2vzkwmbDlhzn5ttcCSGwhI3TwAxwUaUZIpAOpqK0QS03iv034rJLLqjSdTz7jX3JkCWgnNQRjW4fK1_FESN5qA/s72-c/20240804_103317.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2269992004703353043</guid><pubDate>Sat, 26 Oct 2024 22:27:00 +0000</pubDate><atom:updated>2024-10-26T20:22:53.083-02:30</atom:updated><title>Painting with Yarn</title><description>Laceweight yarn is highly under-rated. As I watch various knitting podcasts,&amp;nbsp; I&#39;ve learned that many knitters resist knitting larger projects with anything light than a DK yarn. Fingering yarn is popular with knitters who enjoy color work, but I&#39;ve yet to watch a podcast all about laceweight yarn.&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;I discovered the joys of mixing weights of yarn a few years ago. Since being gifted a fellow knitter&#39;s laceweight yarn stash, I&#39;m doing it every chance I get. It is a great way to help a lighter yarn (like a fingering or sport weight) become suitable for a particular project. It&#39;s also a wonderful way to paint with yarn!&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;When I can&#39;t decide on a project,&amp;nbsp; I&#39;ll pull some skeins from my stash, make up some yarn cakes, put on a favorite knitting podcast and start switching. So many of my projects start that way. TIP: Always add a tag to the tail of a swatch identifying the yarn and needle size used for future reference.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Marled yarns and handpainted yarns are hard to come by, especially in desirable fibers at a reasonable price. I&#39;ve scored some great deals on lace, fingering and sport weight yarns over the past several years and have no trouble putting them to good use.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgnf7rm-qO-fMWj7UnPl1yS50J4u621Xxfbjhw39IORx7PirT-hn2yFvt_KOjlb8sj6Zprqw0pUc7YYuXg_EjPFQ1NGLCifHWRpynmCZ_MMN-w8esZdYoXVVhebq-_S-aoow36Je8aCPeIO9aSIYvHiHNZF9ZSb7whO-P0kD_ldQwnr-j5yqU-Hmv2kSh4&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgnf7rm-qO-fMWj7UnPl1yS50J4u621Xxfbjhw39IORx7PirT-hn2yFvt_KOjlb8sj6Zprqw0pUc7YYuXg_EjPFQ1NGLCifHWRpynmCZ_MMN-w8esZdYoXVVhebq-_S-aoow36Je8aCPeIO9aSIYvHiHNZF9ZSb7whO-P0kD_ldQwnr-j5yqU-Hmv2kSh4&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;This cardigan featured two laceweight yarns: Cascade Llama Lace and a Malabrigo Merino Lace held double throughout, except for the bands which featured a double strand of the Malabrigo color. This cardigan was an improvised pattern knit on 4 mm needles.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjNY-h3RmPY9gPgaytiu6WcsWqMmdQEu0Hgp9LEokKj2HHwcXMEXv6BAr6r9acENXKZ1XI_snpGHxWYsyMGC6Mp4wz0y7C6HtG7B6R9ouT5x9vGjgalH0xV3XR751x36YRUAnGmOADrcfO1LY25-Et5GHmsxbK4M08kD5ens7UODHf1I5hzr6OQ1SbZxzk&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjNY-h3RmPY9gPgaytiu6WcsWqMmdQEu0Hgp9LEokKj2HHwcXMEXv6BAr6r9acENXKZ1XI_snpGHxWYsyMGC6Mp4wz0y7C6HtG7B6R9ouT5x9vGjgalH0xV3XR751x36YRUAnGmOADrcfO1LY25-Et5GHmsxbK4M08kD5ens7UODHf1I5hzr6OQ1SbZxzk&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;This project features a Cascade sport weight as the main color (Straw), with a Cascade Llama Lace in a chocolate brown, a merino/silk laceweight by Fiddlesticks Yarn in a deep red, and a Malabrigo Merino Lace (Lettuce). I held two laceweight strands with the sport weight,&amp;nbsp; alternating the red and green in the sleeves when I was worried about having enough red to finish the project. This sweater used 3.25, 4.5 and 5 mm needles and is my take on the &lt;a href=&quot;https://www.ravelry.com/patterns/library/161-9-athena-jumper&quot;&gt;Athena Jumper by DROPS Design.&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjSDbjUj8XMzw4vmDCuqBmZap9CE96NGhygzY1roOQoKP1SjqDPUDybYz3YpsBzCqGilhIZGdy2z5g_O87TLZoFUl5SfGzjck16Ih226ITyPGzm-wExQZUo_SOZeZrNF_sL872vobUu-xu1B9kUmzPTHaYX-YD2FiHgUpGKqztGIgUYZgBFWMau_7qqJ54&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjSDbjUj8XMzw4vmDCuqBmZap9CE96NGhygzY1roOQoKP1SjqDPUDybYz3YpsBzCqGilhIZGdy2z5g_O87TLZoFUl5SfGzjck16Ih226ITyPGzm-wExQZUo_SOZeZrNF_sL872vobUu-xu1B9kUmzPTHaYX-YD2FiHgUpGKqztGIgUYZgBFWMau_7qqJ54&quot; width=&quot;400&quot;&gt;
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&lt;/div&gt;&lt;br&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;This open front cardigan features an Estelle Andean DK in Bark and a multitude of laceweight colors (mohair/silk, merino/silk), with appliqué leaves knit in laceweight yarn. The Estelle DK is a great value at $12.99 for a 250 meter ball. Little bits of luxurious laceweight in complimentary colors carried along in intervals adds interest and elevates basic stockinette knitting. I used 4.5 mm needles on this project. It is my take on the Helmi cardigan by Mari Muinonen.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Laceweight yarn goes a long way as the smallest 25g balls usually have 200+ meters.&amp;nbsp; I&#39;ve purchased skeins that have had up to 800 meters! And the fibers can be luxurious,&amp;nbsp; like mohair, silk, llama, etc.&amp;nbsp; Sometimes I luck out and pick up a custom dyed laceweight from an indie dyers &quot;oops&quot; sale page.&amp;nbsp; I always tuck them away and keep my eye open for a good deal on a basic yarn to use as a base, like an Estelle Yarn or Cascade Yarn.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;The results of my efforts are custom colors, luxurious fabrics and one-of-a-kind garments that won&#39;t be seen anywhere else.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;So the next time you cruise past a sale bin at your favorite yarn store, take a peak for orphaned skeins of laceweight yarn. You might discover treasure!&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;img 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&quot;&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Fingerless mittens featuring two strands of Cascade Llama Lace. &lt;a href=&quot;https://www.ravelry.com/patterns/library/barnacle-fingerless-mittens&quot;&gt;This is my own pattern.&lt;/a&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/10/painting-with-yarn.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgnf7rm-qO-fMWj7UnPl1yS50J4u621Xxfbjhw39IORx7PirT-hn2yFvt_KOjlb8sj6Zprqw0pUc7YYuXg_EjPFQ1NGLCifHWRpynmCZ_MMN-w8esZdYoXVVhebq-_S-aoow36Je8aCPeIO9aSIYvHiHNZF9ZSb7whO-P0kD_ldQwnr-j5yqU-Hmv2kSh4=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-8772344149130303316</guid><pubDate>Mon, 14 Oct 2024 20:34:00 +0000</pubDate><atom:updated>2024-10-14T22:52:01.200-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free hat pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">Ravely pattern</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Anchor Chain Beanie</title><description>&lt;p dir=&quot;ltr&quot;&gt;&lt;/p&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjd8HiVqezWKjW7lgbQoefbSYP5Ep8E2ctYFl1Ef8DYyFvkw8F99Y5zZEk5iCpHVRsv5xmCxxOlhUyWtQMxN1-e4SlSBF2U40UPosjsL6tQEtOXvmvrdJrr60inLRFHIL-GZpVn_ODnwbjIZMpgPfjU43RHT3Rczer5YJ2c9prHblqDERqcwV19a-2N5NQ&quot;&gt;
    &lt;img border=&quot;0&quot; height=&quot;390&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjd8HiVqezWKjW7lgbQoefbSYP5Ep8E2ctYFl1Ef8DYyFvkw8F99Y5zZEk5iCpHVRsv5xmCxxOlhUyWtQMxN1-e4SlSBF2U40UPosjsL6tQEtOXvmvrdJrr60inLRFHIL-GZpVn_ODnwbjIZMpgPfjU43RHT3Rczer5YJ2c9prHblqDERqcwV19a-2N5NQ=w292-h390&quot; width=&quot;292&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;Christmas knitting is well underway here at my house and, like last year, I&#39;m determined to shop my stash as much as possible.&amp;nbsp; I had a couple of balls of Istex Alafosslopi that I wanted to use up so I took a look at patterns I&#39;ve used on Ravelry. Couldn&#39;t find exactly what I wanted so, I used a pattern I knitted once before as a take off point and played with it.&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;This is my variation on &lt;a href=&quot;https://www.ravelry.com/patterns/library/man-hat-2&quot; target=&quot;_blank&quot;&gt;The Man Hat by Haven Ashley,&lt;/a&gt; a pattern available for free on Ravelry. I wanted a two color hat in a double broken rib stitch, so I took liberties with her excellent pattern.&amp;nbsp; Changing colors over the ribbing created a chain like effect around the hat which I quite like.&amp;nbsp;&lt;br&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;My version makes an adult (large) beanie like hers. You can adjust the finished size by decreasing or increasing your needle size.&amp;nbsp; This will change your gauge ( e.g. 4.5mm or 5.5 mm).&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;/p&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh3ru5gAxxuDkl8Ho-Hyy--yYu1es-UJ5e4aKN_w1W0GCHPW9UdjA8kxxph2vTZ88dkiLEoPDu8aboX4HAGiGlwKjcxUfxjJSp2LbemKtPL8DbSPnBZvcby6jfIkOwTbn7zesh5SbHMEDNtY4HO7doMoTGYWwM1BhRWnn4F-Pa9T0xFefLhnV8HsnyIiKs&quot;&gt;
    &lt;img border=&quot;0&quot; height=&quot;306&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh3ru5gAxxuDkl8Ho-Hyy--yYu1es-UJ5e4aKN_w1W0GCHPW9UdjA8kxxph2vTZ88dkiLEoPDu8aboX4HAGiGlwKjcxUfxjJSp2LbemKtPL8DbSPnBZvcby6jfIkOwTbn7zesh5SbHMEDNtY4HO7doMoTGYWwM1BhRWnn4F-Pa9T0xFefLhnV8HsnyIiKs=w230-h306&quot; width=&quot;230&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Gauge:&lt;/b&gt; 13 sts and 24 rows = 4 inches in broken rib using 5 mm needles&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Materials:&lt;/b&gt; 2 balls of Istex Alafosslopi, one maincolor (MC) and one contrasting color (CC)&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Tools:&lt;/b&gt; 5 mm circular needle (16 inches), 5 mm double pointed needles (DPN), tapestry needle,&amp;nbsp; scissors.&amp;nbsp;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;&lt;span&gt;Pattern&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Cast on loosely, 64 sts on the 16 inch 5mm circular needle. Join in the round being careful not to twist your stitches.&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Pattern Stitch - Broken Rib&lt;/b&gt;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;1st round: (k2, p2) repeat to end of round (EOR).&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;2nd round: knit to EOR&amp;nbsp;&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat these rounds five more times (12 rounds from cast on). Should be about 2 inches in length from the cast on edge.&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Change to contrasting color (CC) and complete rounds1 and 2 of pattern.&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Change to main color (MC) and repeat rounds 1 and 2 twice ( 4 rounds).&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat these color changes until you have 5 bands of CC in total.&amp;nbsp;&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Change back to MC and complete pattern round 1.&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;If hat is 7 inches long from cast on edge, begin decreases below. If not, continue knitting in pattern with MC, ending with round 1, until the length is 7 inches or the length desired. (Remember this is a close fitting beanie.)&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Decreasing for crown:&lt;/b&gt;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;1: (k6, ssk) repeat to EOR - 56 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;2: (k2, p2, k2, p1) repeat to EOR - 56 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;3:&amp;nbsp; (k2, ssk, k3) repeat to EOR - 48 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;4: (k2, p1, k2, p1) repeat to EOR - 48 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;5: (k3, ssk, k1) repeat to EOR - 40 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;6: (k2, p1, k1, p1) repeat to EOR - 40 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;7: (ssk, k3) repeat to EOR - 32 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;8: (k1, p1) repeat to EOR&amp;nbsp; - 32 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;10: (k2, ssk) repeat to EOR&amp;nbsp; (switch to DPNs) 24 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;11: (k1, p1, k1) repeat to EOR - 24 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;12: k1, p1, ssk, p1, ssk, p1, ssk, p1, ssk, p1, ssk, p1, ssk, p1, ssk, p1, k1. - 16 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;13: (k1, p1) to last two sts, p2tog. - 16 sts&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;14:&amp;nbsp; ssk, to EOR&amp;nbsp; (8 sts remaining) - 8 sts&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Break yarn leaving 8-9 inch tail. Using a tapestry needle,&amp;nbsp; draw yarn through remaining stitches and secure inside the hat. Weave in all yarn ends. Dampen and block.&amp;nbsp;&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;Finished dimensions&amp;nbsp; - unstretched and unblocked - 11.5 inches wide at the bottom and 9 inches from bottom edge to crown.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;/p&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgG7uX1K-ebzHJQ8-56ZR7EY5XtcT2nj-wP8oSUwckIrtvDVBmlQogr0cI-R4WilZ9HrBnJ6AZwXUNN-HA4Ez94Mm4TAogMetMnK-Oi3J9YwdZeI-XoF8_QnBch3D-oBh2ZQe_mAVPH9_BdxXA1pLkWAAtozokFMVEdfOukcZ6fXlykB8b5H03oXK6bUbU&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgG7uX1K-ebzHJQ8-56ZR7EY5XtcT2nj-wP8oSUwckIrtvDVBmlQogr0cI-R4WilZ9HrBnJ6AZwXUNN-HA4Ez94Mm4TAogMetMnK-Oi3J9YwdZeI-XoF8_QnBch3D-oBh2ZQe_mAVPH9_BdxXA1pLkWAAtozokFMVEdfOukcZ6fXlykB8b5H03oXK6bUbU&quot; width=&quot;400&quot;&gt;
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&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;/p&gt;&lt;br&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Abbreviations&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;br&gt;&lt;p dir=&quot;ltr&quot;&gt;CC - contrasting color yarn&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;CO - cast on&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;DPNs - double pointed needles&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;EOR&amp;nbsp; - end of round&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;K - knit&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;K2tog - knit two stitches together&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;MC - main color yarn&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;P - purl&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;P2tog - purl two stitches together&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;SSK - slip next two stitches as 8f to knit, then knit both stitches together through the back of the loops&lt;/p&gt;&lt;br&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/10/anchor-chain-beanie.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjd8HiVqezWKjW7lgbQoefbSYP5Ep8E2ctYFl1Ef8DYyFvkw8F99Y5zZEk5iCpHVRsv5xmCxxOlhUyWtQMxN1-e4SlSBF2U40UPosjsL6tQEtOXvmvrdJrr60inLRFHIL-GZpVn_ODnwbjIZMpgPfjU43RHT3Rczer5YJ2c9prHblqDERqcwV19a-2N5NQ=s72-w292-h390-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-8115002165354775697</guid><pubDate>Mon, 07 Oct 2024 19:28:00 +0000</pubDate><atom:updated>2024-10-07T17:05:50.671-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free sock pattern</category><category domain="http://www.blogger.com/atom/ns#">stash buster pattern</category><category domain="http://www.blogger.com/atom/ns#">theknittedraven</category><title>Dainty Socks</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx0etql7-ETKjJTP2nqw9Fo5DnnPN3yEZ8kc5dTZ_6JHZRTifXH3zDGayxCwReJ3GtkDL1co7oK0MgAxNp7XkEPPRBARXjOXz6I03FA4cBxZUzp5XZgkhDKvOvuHds72XDGxEtcmO0RYb94gZx0L6286_F60mAD_9H2EYKnmoy5LnTxHeA87iiWV5n4IU/s1381/cd0717c8-5031-4af8-b891-eaeaaf36556e.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1381&quot; data-original-width=&quot;996&quot; height=&quot;375&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx0etql7-ETKjJTP2nqw9Fo5DnnPN3yEZ8kc5dTZ_6JHZRTifXH3zDGayxCwReJ3GtkDL1co7oK0MgAxNp7XkEPPRBARXjOXz6I03FA4cBxZUzp5XZgkhDKvOvuHds72XDGxEtcmO0RYb94gZx0L6286_F60mAD_9H2EYKnmoy5LnTxHeA87iiWV5n4IU/w271-h375/cd0717c8-5031-4af8-b891-eaeaaf36556e.jpg&quot; width=&quot;271&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;I knit these beauties last year, then promptly forgot to post the pattern.&amp;nbsp; Oops.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Once again,&amp;nbsp; I used the Barnacle Stitch Pattern ( aka - mock cable stitch) to jazz up a basic sock pattern. Because this stitch pattern features ribbing, it is perfect for a nicely fitting sock. Also, I dipped into my stash of laceweight yarns, because - why not!&amp;nbsp; A light sock weight should also work. If using sock yarn,&amp;nbsp; you&#39;ll need about 400 meters.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Materials: &lt;/b&gt;2 balls of complementary laceweight yarns that have some nylon or silk in them for strength.&amp;nbsp; I used two balls of Fiddlesticks Knitting Exquisite yarn I had in my stash (50% Merino/50% silk), each having 547 yards. You could chose contrasting yarns. I chose the same color as I wanted the stitch pattern to pop. I estimate I used under 400 meters of each.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Needles: &lt;/b&gt;2.25 mm double pointed needles&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Customization:&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;This pattern is for a women’s size 10 (Canadian). To make a larger or small size, change your number of stitches cast on by multiples of 4.&amp;nbsp; 25% of your stitches will be on needle&amp;nbsp; #1, 50% on needle #2 and 25% on needle #3.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;To be sure your sock will fit, measure the circumference your foot around the fullest part&amp;nbsp; and call this measurement A.&amp;nbsp; Knit a swatch in stockinette to determine the number of stitches per inch. Take measurement A and multiply it by the number of stitches per inch. Then subtract 10%.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;For example:&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;If measurement&amp;nbsp; A is 9 inches and your stitches per inch is 8,&amp;nbsp; 9 x 8 = 72 sts.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;To prevent having a sloppy sock, subtract 10% of your stitches, in this case 7 sts. That leaves you with 65 sts. For the pattern to work, you need a stitch number divisible by 4. 65 sts doesn’t work, but 64 does. In this example, I&#39;d cast on 64 stitches.&amp;nbsp; (The stitch pattern in this sock has a good amount of stretch.)&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Foot length can be altered by increasing the rounds knit.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Pattern:&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Cast on 64 stitches : (16-32-16)&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;If you need a different number of stitches, 25% of your stitches will be on needle&amp;nbsp; #1, 50% on needle #2 and 25% on needle #3.&amp;nbsp;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;P1, (k2, p2) to last stitch, p1.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat this ribbing for 4 rounds in total.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Mock cable pattern:&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;1: p1, (k2,p2) to last stitch, p1.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;2: p1, (k1, yo, k1, p2) to last stitch, p1.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;3. P1, (k3, p2) to last stitch, p1.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;4: p1, (sl1, k2, psso, p2) to last stitch, p1.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Begin mock cable pattern. Repeat mock cable pattern 17 times.&amp;nbsp; Stop knitting when 1 stitch remains on needle #3.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Divide for heel flap:&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next round, knit stitches from needle&amp;nbsp; #1 using needle #3. Be sure to knit the last stitch on needle 3 together with the first stitch on needle #1. (31 sts). Leave needle&amp;nbsp; #2 untouched (32 sts).&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Turn and purl back across your 31 stitches.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next row: (k1, sl1) to last stitch, k1.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next row: purl&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat these two rows 16 more times (34 rows in total) or until desired heel depth in achieved. On last purl row, increase one stitch in the middle of the row. (32 sts)&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;b&gt;Turn heel:&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next row: k21, k2tog, turn&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next row: slpw, p11, p2tog, turn&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Next row: sl1kw, k10, k2tog, turn&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat the last two rows until 12 stitches remain.&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Knit across the heel. Pick up 19 stitches along the left side of the heel flap. Pattern across needle #2. Pick up 19 stitches along the right side of the heel flap, then knit 6 stitches from the heel flap. Slide the remaining 6 stitches from the heel flap onto needle&amp;nbsp; #1. ( 25 - 32 - 25)&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Knit two rounds plain.&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Next round: Knit to last three stitches on needle #1, k2tog, k1. Pattern across needle #2. On needle&amp;nbsp; #3, K1, ssk, Knit to end of needle.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Next round: Knit across needle #1, pattern across needle #2, Knit across needle #3.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat last two rounds until 16-32-16 stitches ( or until you have returned to your original cast on number of stitches.&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Continue in stocking stitch on needles #1 and #3, and pattern on needle #2, until 21 pattern repeats are completed (84 rows), or until desired length is achieved.&amp;nbsp; Usually I&#39;m satisfied when the knitting reaches about the top of the smallest toe.)&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;Toe shaping:&lt;/b&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Next round: Knit to last three stitches on needle #1, k2tog, k1. Knit 1, ssk, knit to last three stitches on needle #2, k2tog, k1. K1, ssk, Knit to end of needle #3.&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Next round: Knit&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Repeat last two rounds until 32 stitches remain in total.&amp;nbsp; (Note: not everyone&#39;s toes are the same.&amp;nbsp; You can make a wider toe by using fewer decrease rounds and more knit rounds. You want sufficient length even if you choose fewer decreases.)&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;After last decrease, using needle #3, Knit across needle #1. You will have 16 stitches on each needle for a total of 32.&amp;nbsp;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot;&gt;Use the Kitchener stitch to finish. Weave in ends.&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/10/dainty-socks.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx0etql7-ETKjJTP2nqw9Fo5DnnPN3yEZ8kc5dTZ_6JHZRTifXH3zDGayxCwReJ3GtkDL1co7oK0MgAxNp7XkEPPRBARXjOXz6I03FA4cBxZUzp5XZgkhDKvOvuHds72XDGxEtcmO0RYb94gZx0L6286_F60mAD_9H2EYKnmoy5LnTxHeA87iiWV5n4IU/s72-w271-h375-c/cd0717c8-5031-4af8-b891-eaeaaf36556e.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-1922641969986430743</guid><pubDate>Thu, 26 Sep 2024 19:11:00 +0000</pubDate><atom:updated>2024-09-26T16:43:31.710-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">dreams</category><category domain="http://www.blogger.com/atom/ns#">magic</category><category domain="http://www.blogger.com/atom/ns#">spiritual growth</category><title>Magic is ageless</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr-fb4zu_nKPSc4P6Ht_mhz51sKuigu6fMglGK1YaAmpp0Kn6cV-zkkkJ5XtRMFPrQtVUU3blm6IFmjBWf7i0TLCYPbbzBVhoTvqMPTX6dJ2zFXsX97iqNDQbAdGYQiBmlFvN_Jl4FhH4t0D1olviaRK9cnK_jAqh0Z0TQ2TVExlPUrcoMRZ-8feAOa5I/s2048/3bd59334-b298-4018-ba25-a26da75c2364.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2048&quot; data-original-width=&quot;2048&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr-fb4zu_nKPSc4P6Ht_mhz51sKuigu6fMglGK1YaAmpp0Kn6cV-zkkkJ5XtRMFPrQtVUU3blm6IFmjBWf7i0TLCYPbbzBVhoTvqMPTX6dJ2zFXsX97iqNDQbAdGYQiBmlFvN_Jl4FhH4t0D1olviaRK9cnK_jAqh0Z0TQ2TVExlPUrcoMRZ-8feAOa5I/s320/3bd59334-b298-4018-ba25-a26da75c2364.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;I&#39;ve always believed that personal growth is a lifelong process, but I didn&#39;t expect the epiphanies, or the prompts from my subconscious, to be so dramatic in my sixth decade of life.&amp;nbsp; Certainly my health issues over the past six years prompted more than one dark night of the soul, so I realize that big things can still happen.&amp;nbsp; Yet sometimes, things surprise me in a profound way.&lt;div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;I had the worst dream of my adult life in late August, and that&#39;s saying something.&amp;nbsp; As someone who has struggled with nightmares and night terrors since childhood, I thought that there was nothing new left for me to experience.&amp;nbsp; I was so very wrong.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Many of my past nightmares have involved life threatening situations of all manners and description, but in these I&#39;ve always been my younger, stronger self, or even a souped up super-human version of myself.&amp;nbsp; Not so this night.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;For the first time, my current physical reality bled into my nightmare when I was fighting for my life. I felt the strength leaving my body. I saw my chest scar from open heart surgery appear. And what was worse, my adversary seemed to know more about it than I did. I was overwhelmed with fear because I have not been confident in my ability to keep myself safe as I am today. I felt I had lost any control I might have had to influence the outcome of this terrible dream. I also had to listen as my pursuer gleefully growled that it was only a matter of time now...&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;The dream was very physical.&amp;nbsp; I was throwing my weight and shoulder into a door to keep it shut.&amp;nbsp; I felt a growing tightness in my chest. I knew if my pursuer got to me I would be finished, yet I couldn&#39;t focus long enough to extricate myself from the dream. Suddenly I heard a noise - the sound of the neighbourhood crows greeting the morning.&amp;nbsp; It cut through my fog and was my beacon to safety.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;When I finally woke, I was an utter wreck.&amp;nbsp; I groped the basket on my night stand for medication to calm myself (something I never thought I&#39;d need to do). My heart was pounding so hard, I was afraid I&#39;d have a heart attack. I realized I was having a panic attack and got out of bed and headed for the living room as I couldn&#39;t risk putting my head back down on the pillow.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;It was a good half hour later before I was calm enough to even speak about what had happened.&amp;nbsp; As I spoke, my chest tightened anew and my heart started pounding again.&amp;nbsp; It took effort and help from family to get my nervous system regulated once more.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;It was the next day before I tried to speak about it again. Even with more than 24 hours distance, I felt my anxiety rise as I revisited my terror. I knew this dream was significant. It highlighted my insecurities attached to my current physical state.&amp;nbsp; Even though I was in non-physical reality at the time, I was still afraid to be what I am now.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;After some reflection, it occurred to me that my mistake in that nightmare was not realizing I had a choice. I assumed that because my current physical condition in ordinary reality was bleeding into non-ordinary reality that I had no choice to make. Knowing my adversary was aware of my physical condition seemed to magnify my feelings of helplessness.&amp;nbsp; I literally gave away my power in that moment.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;It didn&#39;t occur to me during the dream that what my body has endured and survived in this world should have given me more confidence in my ability to find my way.&amp;nbsp; I didn&#39;t survive multiple SCADs because I was consciously able to fight. That moment before emergency surgery, after the second SCAD, when I told my partner I had found my resolve and wasn&#39;t going anywhere, was a clear expression of my intent.&amp;nbsp; After that I was anesthetized for surgery and kept in an induced coma for four days. I had made a choice to find my way back and ultimately did. Perhaps my clear expression of intent gave my body permission to fight to survive.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Instead of doubting my body for being weak, I should have been celebrating my resilience.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I realized that while I&#39;ve had an active summer, the most active since my SCADs in 2018, up until recently, I was still behaving more like someone waiting for the worst to happen than a survivor. Sure, I had ditched the FitBit, stopped daily weigh-ins and blood pressure checks, but I wasn&#39;t making any plans for myself that encouraged my growth as a person.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Then I had this unnerving dream. It got me thinking that I&#39;ve never really approached my dream issues as a phenomenon onto itself. I&#39;ve always considered each one on its own. I knew the minute I spoke this aloud that there was something here for me. After some soul-searching, I traced my way back to where those sleep issues may have started. Revelation and healing has made a difference. It has been more than a month since my last nightmare or night terror.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I also thought back to when my dreams were a source of inspiration and light for me. It was thirty years ago. I had embarked on a spiritual path. I had taken Reiki training and had begun to teach others. I learned the Runes and was taking tentative steps towards connecting with non-ordinary realties, which I had always known in my gut existed. My dreams were sometimes awe-inspiring. I had visitation dreams where I felt so very connected with the universe. I felt seen, as I was then, and deemed worthy.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Then life got in the way, consuming my energies, time and curiosity in the process. And I never really thought to turn around to see if I could find my way back to that path, until now. I recognized that I was craving that feeling of connection again and it occurred to me that all that was standing in my way was a choice. I just needed to decide to take the first step back on that pathway.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Happily, I&#39;ve since taken several steps forward. I&#39;m regaining my connection with other realities again. I feel lighter, almost younger. I&#39;ve resurrected past spiritual practices and am already feeling the daily joy that these bring. I have work to do of course, but I&#39;m so enjoying the process. And I&#39;ve had my first visitation dream again!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;The dream was utterly beautiful. I won&#39;t go into the details, but suffice it to say, I was seen, as I am now, in my 61 year old body, and was deemed lovable, worthy and enough. I was clearly told I have always been enough. I felt safe, relaxed and completely at ease. There was no self-consciousness nor anxiety.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I awoke feeling blissful and very well-supported on my chosen path.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Only goes to show that magic is truly ageless. And it can start with a choice.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/09/magic-is-ageless.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr-fb4zu_nKPSc4P6Ht_mhz51sKuigu6fMglGK1YaAmpp0Kn6cV-zkkkJ5XtRMFPrQtVUU3blm6IFmjBWf7i0TLCYPbbzBVhoTvqMPTX6dJ2zFXsX97iqNDQbAdGYQiBmlFvN_Jl4FhH4t0D1olviaRK9cnK_jAqh0Z0TQ2TVExlPUrcoMRZ-8feAOa5I/s72-c/3bd59334-b298-4018-ba25-a26da75c2364.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2655697671408645586</guid><pubDate>Wed, 17 Jul 2024 19:05:00 +0000</pubDate><atom:updated>2024-07-17T16:47:25.728-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">free cowl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free scarf pattern</category><category domain="http://www.blogger.com/atom/ns#">laceweight yarn</category><category domain="http://www.blogger.com/atom/ns#">summer knitting</category><category domain="http://www.blogger.com/atom/ns#">summer knitting project</category><category domain="http://www.blogger.com/atom/ns#">summer yarn</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Summer Knitting</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw-ll8JGDp2_wj_GbziTXsGhYHEFT18V9mLxd9AbyKID1ik1iaMjlTccvZEkIEontWSwivCppa-nGYp3oy7lZLGV4n4dTjt_jOrtavEOVImDW2xABMkc8gBPZ3dCa9AHbFFjEA_rJd5K5R-0Yd6N_HQhyJwj7ohAZAkwq-JZuz70lxaM-4WIH8U4EL_g/s1408/20240717_153342.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1408&quot; data-original-width=&quot;1036&quot; height=&quot;473&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw-ll8JGDp2_wj_GbziTXsGhYHEFT18V9mLxd9AbyKID1ik1iaMjlTccvZEkIEontWSwivCppa-nGYp3oy7lZLGV4n4dTjt_jOrtavEOVImDW2xABMkc8gBPZ3dCa9AHbFFjEA_rJd5K5R-0Yd6N_HQhyJwj7ohAZAkwq-JZuz70lxaM-4WIH8U4EL_g/w346-h473/20240717_153342.jpg&quot; width=&quot;346&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;Die hard knitters don&#39;t abandon their passion when the temperature rises, but they may chose different projects and materials.&lt;/div&gt;&lt;div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;That&#39;s what happens at my house. I&#39;ve been busy lately in my garden so I was looking for some smaller projects that could also be portable if needed.&amp;nbsp; I pulled out two skeins of Noro lace weight yarn that I&#39;d gotten from a friend who was de-stashing last year, and started looking for patterns.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpXcy7iAXwIupB3oFqPlgMhgvBwZgVS5mKw14o7aoBUVe67QQc8azebUBa9xn1EVDXEohEeskIteHoN9lOJC6IGqc6v0Kskyv0gM9-nAx02_ScEOuQCg2G-NhXbLIVTVBvj9VIuoHpOR_m9-bTMYTb7NK5KLewdWCTZvCHzob6kUfNil22RDcsL_FdbFU/s4032/20240707_131140.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;484&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpXcy7iAXwIupB3oFqPlgMhgvBwZgVS5mKw14o7aoBUVe67QQc8azebUBa9xn1EVDXEohEeskIteHoN9lOJC6IGqc6v0Kskyv0gM9-nAx02_ScEOuQCg2G-NhXbLIVTVBvj9VIuoHpOR_m9-bTMYTb7NK5KLewdWCTZvCHzob6kUfNil22RDcsL_FdbFU/w364-h484/20240707_131140.jpg&quot; width=&quot;364&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;My first choice was the &lt;a href=&quot;https://www.ravelry.com/patterns/library/risoni-bias-scarf&quot; target=&quot;_blank&quot;&gt;Risoni Bias Scarf&lt;/a&gt; by Knit Purl available for free on Ravelry. I used a 4mm needle instead of a 3.75 mm, but otherwise followed the instructions. This is a simple pattern, perfect for days when it really is too warm to think, or when watching a movie or videos. I used the Noro Sekku (cotton, wool, nylon, silk) for this project. The rapid color changes really suited the bias construction.&lt;p&gt;&lt;/p&gt;&lt;p&gt;For my next project, I chose one of my own patterns - &lt;a href=&quot;https://www.theknittedraven.com/2022/05/feather-and-fan-cowl.html&quot; target=&quot;_blank&quot;&gt;The Feather and Fan Cowl &lt;/a&gt;- available for free here on my blog. This time I used Noro Kirameki yarn (rayon, nylon, cotton, cashmere). I followed the pattern until cast off. I decided to use a 3-stitch I-cord bind off. The Noro yarn made a lovely, light, slouchy cowl, perfect for adding a pop of color to a summer outfit.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXWFeQSwmzvOhPbHStWfYENzRXhYV7uKx0GvKcyqGNr8eU3KgmY-OL0civ0326kc1iHsjl48JFoT6qZp6ffTmy-BW9oM7Xn0iZUjQvC2CfBjWEwnvZc8DUujGL04iU5f8Z0FmJrU4dh3Yy_RjiD7uR37KqeeeMlyQh02kM-LSqkwQNNRu9oajcr7TeTUg/s4032/20240717_152925.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;471&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXWFeQSwmzvOhPbHStWfYENzRXhYV7uKx0GvKcyqGNr8eU3KgmY-OL0civ0326kc1iHsjl48JFoT6qZp6ffTmy-BW9oM7Xn0iZUjQvC2CfBjWEwnvZc8DUujGL04iU5f8Z0FmJrU4dh3Yy_RjiD7uR37KqeeeMlyQh02kM-LSqkwQNNRu9oajcr7TeTUg/w354-h471/20240717_152925.jpg&quot; width=&quot;354&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;Scarves and cowls are quick projects ideal for orphan balls of specialty yarn lurking in your stash. Choosing a summery fiber blend produces versatile accessories to jazz up your seasonal wardrobe.&lt;/p&gt;&lt;p&gt;Happy knitting!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/07/summer-knitting.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw-ll8JGDp2_wj_GbziTXsGhYHEFT18V9mLxd9AbyKID1ik1iaMjlTccvZEkIEontWSwivCppa-nGYp3oy7lZLGV4n4dTjt_jOrtavEOVImDW2xABMkc8gBPZ3dCa9AHbFFjEA_rJd5K5R-0Yd6N_HQhyJwj7ohAZAkwq-JZuz70lxaM-4WIH8U4EL_g/s72-w346-h473-c/20240717_153342.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2385381775385385690</guid><pubDate>Tue, 16 Jul 2024 21:07:00 +0000</pubDate><atom:updated>2024-07-16T18:37:39.603-02:30</atom:updated><title>Ever wonder what a Knitted Raven does?</title><description>One of the goals I set for myself during the first few years following my SCAD was to find ways to share my wire working skills with others.&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;The YouTube Channel I started was my opportunity to pass along lessons I learned while running my business&amp;nbsp; - The Purple Raven Boutique. At the moment there are over 40 videos uploaded, most focusing on teaching basic wire working skills, wire knitting and jewelry making techniques.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;The tutorials build on each other and require a limited range of wire gauges and tools. I included a video on tools you need to get started and which household items can also be pressed into service.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;If you are new to working with wire, I teach you basic skills such as how to make a wire wrapped loop and how to use wire cutters safely. I also talk about choosing wire and the characteristics of different types of metals.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;All my tutorials are free. If you give them a try, please consider subscribing to my channel, leaving a &quot;like&quot; and a comment,&amp;nbsp; and sharing the video links with your friends if you want to support my channel.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;To check out my latest short video on what to expect from the wire working videos, click &lt;a href=&quot;https://youtube.com/shorts/xEef1n8tw34?si=Vobyc2vuWw5gtZNp&quot;&gt;here&lt;/a&gt;.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;br&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/07/ever-wonder-what-knitted-raven-does.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgqjZezmZ159gBGiiC2H58WDoDTW6SaBmpochhRAhGxDfG63LIYIQ-boSuQzmtazq01aP7yZ1pYCJRRlvpCXyDQEN73zE4q3vWshDI4N7Ts5JGBzk5yvxtl9zO6pi7_YJo0TsX3N0-V-ILOtm2ha0kDmNb4cIogsMIfkVoXuPtVPKQTJ6Q3n3eiIT4iiKs=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-4853955596728611813</guid><pubDate>Sun, 07 Jul 2024 02:37:00 +0000</pubDate><atom:updated>2024-07-07T00:09:11.702-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">hand knitting</category><category domain="http://www.blogger.com/atom/ns#">improvised knitting</category><category domain="http://www.blogger.com/atom/ns#">summer cardigan</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>An improvised open front summer cardigan </title><description>&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh8FulomewoVFDHCpHGbIKdYF6CDjR9KfvKlB4ZGvUKjDOYeEEJhwQqGqy2PGrvdEI_l_Er_rxYIb91eL6xKSwGZ99Nlx5dqyoSpfDMh5svum8uHnHQYck_62uzxjZQyj-zIMSyhSZZtZ7Lc1XE7EI5hCTTcsqt9VhcDP5-qGLn6Av1LKOH9nMOPYacYZ0&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh8FulomewoVFDHCpHGbIKdYF6CDjR9KfvKlB4ZGvUKjDOYeEEJhwQqGqy2PGrvdEI_l_Er_rxYIb91eL6xKSwGZ99Nlx5dqyoSpfDMh5svum8uHnHQYck_62uzxjZQyj-zIMSyhSZZtZ7Lc1XE7EI5hCTTcsqt9VhcDP5-qGLn6Av1LKOH9nMOPYacYZ0&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;Last year I purchased some laceweight yarn from Artisanthropy online: Cascade Llama Lace in a pink shade, and Malabrigo Merino Lace in a two-tone blue/pink. My plan was to combine these to create a cardigan.&amp;nbsp;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;I spent a while searching for a pattern,&amp;nbsp; but could not decide. Finally this past spring I decided to try an improvised pattern, featuring top-down construction,&amp;nbsp; a circular yoke,&amp;nbsp; and a 7-stitch steek.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;I opted to use two strands of the Malabrigo yarn for the neck, cuffs and bottom bands, and held one strand each of Cascade and Malabrigo yarns for everything else. The body was kept simple - plain stockinette,&amp;nbsp; while the neck, cuffs and bottom bands featured a twisted rib. Once the steek was cut, I picked up my stitches, right side facing, purled back, then did a 3-stitch I-cord bind off. I also went with 3/4 length sleeves since it was to be a warmer weather cardigan.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEha4zpsHf8SRALbfglbaxM79s8hTsypCbzRHo_QArq8lSGDSt8-xXEYsDblxv76aVM0O0jwP62K92P4OZxrTUaCs78IekA-imH39IuiyEE5nvqq4mi5D468YuQVTNI7-Ve5p0mgCHt7UkMZfLrLXiu7Sn9OigOY4lrXQXNnexgLgecr_PuCmG7YE9qgSXE&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEha4zpsHf8SRALbfglbaxM79s8hTsypCbzRHo_QArq8lSGDSt8-xXEYsDblxv76aVM0O0jwP62K92P4OZxrTUaCs78IekA-imH39IuiyEE5nvqq4mi5D468YuQVTNI7-Ve5p0mgCHt7UkMZfLrLXiu7Sn9OigOY4lrXQXNnexgLgecr_PuCmG7YE9qgSXE&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;br&gt;The result was a pleasant surprise! It was a relatively quick project, even if I postponed finishing the front edges far too long.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;I kept good notes so I expect I&#39;ll try something like this again. I love lightweight cardigans and have a huge stash of laceweight yarns. The next one may be a stash buster project!&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/07/an-improvised-open-front-summer-cardigan.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEh8FulomewoVFDHCpHGbIKdYF6CDjR9KfvKlB4ZGvUKjDOYeEEJhwQqGqy2PGrvdEI_l_Er_rxYIb91eL6xKSwGZ99Nlx5dqyoSpfDMh5svum8uHnHQYck_62uzxjZQyj-zIMSyhSZZtZ7Lc1XE7EI5hCTTcsqt9VhcDP5-qGLn6Av1LKOH9nMOPYacYZ0=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-447287053005553382</guid><pubDate>Wed, 17 Apr 2024 18:45:00 +0000</pubDate><atom:updated>2024-04-17T16:15:25.002-02:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">hand knitting</category><category domain="http://www.blogger.com/atom/ns#">how to personalize a pattern</category><category domain="http://www.blogger.com/atom/ns#">knitting improvisation</category><category domain="http://www.blogger.com/atom/ns#">Ravelry</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Making a Pattern Your Own</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7VNaVNKMkGGtCW3h58U5z3JYMMgOEL5fYlbgnCCODlU093dM3vcsZYiFP_PM7IeAS9x5n_bwIpg5AftD91W5ZnKv1K2XdtnOojA0GW_cizEEjz5_qoLIvrxbSRnMauET3XukWEwCtQa-zXss1HJQtmk_VJMrtfVzw7WG3ZA93N5gLx6AYYvXzhwqrrrw/s4032/20240416_214857.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7VNaVNKMkGGtCW3h58U5z3JYMMgOEL5fYlbgnCCODlU093dM3vcsZYiFP_PM7IeAS9x5n_bwIpg5AftD91W5ZnKv1K2XdtnOojA0GW_cizEEjz5_qoLIvrxbSRnMauET3XukWEwCtQa-zXss1HJQtmk_VJMrtfVzw7WG3ZA93N5gLx6AYYvXzhwqrrrw/s320/20240416_214857.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Using a premade pattern for knitting is what most knitters do when they first get into the craft. I&#39;ve been knitting for many years and still enjoy making things designed by others, even though I also make patterns of my own.&lt;p&gt;&lt;/p&gt;&lt;p&gt;Sometimes, I want to try another designer&#39;s pattern to learn a new technique, or to make a garment I&#39;ve never tried to create before. 2023 was the year I learned how to read a knitting chart and to knit top down sweaters and purchased patterns got me started on both of these.&lt;/p&gt;&lt;p&gt;When I&#39;m learning a new technique, I will often follow a pattern to the letter as my entire focus is on the new technique. The second time around, I will likely veer off into the land of creativity to put my own mark on my creation.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ravelry.com/patterns/library/helmi---english&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;500&quot; data-original-width=&quot;217&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhShETJkPUAiTsFWO3nMtTRzQ4sncynwQ5sO-RHeVy8DDEvl72mHnz9x__z4orFFl3RmY5iq23R1KZBIEHLv98k6EkFEmmBhoY-4mHfl_PYXggyRS8sIek3LlyuKiscALlGf1aNEeViPS1jk9PRgZTStWirQlX9uGk9BTRe9vGpVN-rL0bix-teDFbKV9U/s320/helmietu2_medium.jpg&quot; width=&quot;139&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Such is the case with the &lt;a href=&quot;https://www.ravelry.com/patterns/library/helmi---english&quot; target=&quot;_blank&quot;&gt;Helmi Pattern by Mari Muinonen&lt;/a&gt;&amp;nbsp;(see picture on the right) available for free on Ravelry. I wanted an open-front cardi/vest and this looked like just the thing.&amp;nbsp; It was also an opportunity to practice reading a chart and to become a bit of stash buster.&lt;p&gt;&lt;/p&gt;&lt;p&gt;I had some Estelle Eco Andean yarn in Milk Chocolate that I bought on sale from Artisanthropy online. Brown is never my first choice, but I thought I might be able to add strands of laceweight yarn from my stash (leftovers largely), make it more colorful. I have called this sort of color blending as mixology for knitters. It is a wonderful way to customize a pattern and make a truly personal and unique garment.&lt;/p&gt;&lt;p&gt;I also opted to add a bit to the neck as I didn&#39;t want quite as wide a neckline. I did this by adding a few rows of garter stitch, to blend in with the pattern.&lt;/p&gt;&lt;p&gt;Sometimes I struggle with gauge and while I made gauge with my swatch, by the time I got to the end of the yoke chart, things were looking a little tight. I ended up switching to a 4.5mm needle to compensate. This made my cardi/vest a little snugger through the shoulders. What this means is my open front cardigan is a little more open, but I decided that was okay as I really didn&#39;t want to FROG it.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2pq8IWQkJqm0nF74j-hC-50Px_0r5hjsLFG_Kak2E926QQ_UiIoY3f7kLD2w_-nHY89zOllwN6j59adXZ8GzpJdrhQIqPvehhq0nG9d5prP-vxJmZ4DmgsoLMVHzTqRPIZg5_EdwYyVF8XIKsSIxKo4pwPtTlz_3awjwzR65uW8AXbDvvh1TPPUHmKI/s4032/20240410_155341.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2pq8IWQkJqm0nF74j-hC-50Px_0r5hjsLFG_Kak2E926QQ_UiIoY3f7kLD2w_-nHY89zOllwN6j59adXZ8GzpJdrhQIqPvehhq0nG9d5prP-vxJmZ4DmgsoLMVHzTqRPIZg5_EdwYyVF8XIKsSIxKo4pwPtTlz_3awjwzR65uW8AXbDvvh1TPPUHmKI/s320/20240410_155341.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;I maintained the same carry-along laceweight through the entire yoke, but once I got to the separation of body and sleeves, started changing colors every six rows. I ended up with a five color repeating stripe pattern. I ended with a wide band of garter stitch as the pattern called for carrying the same green as at the beginning of this section. I repeated the first five color changes in the short sleeves to coordinate with the body.&lt;p&gt;&lt;/p&gt;&lt;p&gt;I didn&#39;t want to make my sleeves longer by adding another garter stitch band so I opted for an I-cord cast off.&amp;nbsp; This was the first time trying this type of cast off and I loved it! Then I decided to add an I-cord edging to the entire piece.&amp;nbsp; It finished everything off wonderfully.&lt;/p&gt;&lt;p&gt;After the knitting was done, I decided to add some embellishment.&amp;nbsp; I&#39;d made knitted leaves last year for a different project, but then didn&#39;t use them. I thought they would be perfect for this one. I used the same laceweight yarn I&#39;d used in the I-cord to blanket stitch the leaves onto my project.&amp;nbsp; I dug an old pewter clasp out of my recyclable jar and attached it to the I-cord edging at the neck.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8eE1pLENicOpPnxW0gpTTrUqj0Og3vnzq13xUqEf7aN_N4P4346YQnoCl9JCBvJ_f9wo75UMi87zoY96dOIWDef1CDVuORtNYebdi_fRFa-HbQlCjIY0DsOpA6OpyWxo9bhKeaOgSubYhbnhFOH7hYk9CWeB6y-oi2aq0RORfyGODuxKEtFEeUE-LstI/s4032/20240414_172717.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8eE1pLENicOpPnxW0gpTTrUqj0Og3vnzq13xUqEf7aN_N4P4346YQnoCl9JCBvJ_f9wo75UMi87zoY96dOIWDef1CDVuORtNYebdi_fRFa-HbQlCjIY0DsOpA6OpyWxo9bhKeaOgSubYhbnhFOH7hYk9CWeB6y-oi2aq0RORfyGODuxKEtFEeUE-LstI/s320/20240414_172717.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;While I could declare the project as done, I&#39;m thinking about adding some additional embroidery to it.&amp;nbsp; The garment has a lovely whimsical vibe to it and would be entirely at home in the Shire! I&#39;m including pictures of it before embroidery as I&#39;m still thinking about that.&lt;p&gt;&lt;/p&gt;&lt;p&gt;So, as you can see, even if you&#39;d rather use pre-made patterns for your knitting projects, there are ways to personalize your project:&lt;/p&gt;&lt;p&gt;1.&amp;nbsp; Color blending/mixology for knitters - this is a lovely use for leftover laceweight yarns.&amp;nbsp; Just be sure to swatch while carrying both yarns together.&lt;/p&gt;&lt;p&gt;2. Using a different edge treatment - you can do a different sort of ribbing, use I-cord edging, etc.&lt;/p&gt;&lt;p&gt;3. Embellishments afterwards - there are lots of tutorial videos out there on knitting (or crocheting) shapes such as flowers, leaves, etc. Made in colors to coordinate with your project, this can be a great way to burn through your yarn scrap stash.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZoT9Py6IaqTBxjK56tIFX_hLh4l5F4W0zzlvYC1yrG8Ci1XH61Yl_WgGid3gUb-6XsLPEkljvCx8yAphbef2i3S5IcUxehsdci6hjk14sLZjzZhoP-bYS_meud-WNgDrDwmJmaMg1pxGbC3bq0oOlGuB_LDOxd9ljw5vY66b-kQb3ycOF8WFzSKKZb48/s4032/20240416_214848.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZoT9Py6IaqTBxjK56tIFX_hLh4l5F4W0zzlvYC1yrG8Ci1XH61Yl_WgGid3gUb-6XsLPEkljvCx8yAphbef2i3S5IcUxehsdci6hjk14sLZjzZhoP-bYS_meud-WNgDrDwmJmaMg1pxGbC3bq0oOlGuB_LDOxd9ljw5vY66b-kQb3ycOF8WFzSKKZb48/s320/20240416_214848.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;4. If you are adventurous and don&#39;t mind swatching, you can even choose a different stitch pattern.&amp;nbsp; Just be sure to swatch to ensure the gauge is compatible and the drape is similar to what the pattern calls for.&amp;nbsp; You will need to commit to multiple swatches (at least of the original stitch pattern and the one you want to use).&lt;p&gt;&lt;/p&gt;&lt;p&gt;As many patterns as there are available to knitters, the resulting garments can be as varied as the knitters themselves. Don&#39;t be afraid to put your personal stamp on a project. You just might be thrilled with the results.&lt;/p&gt;&lt;p&gt;Happy Knitting!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjENAZJkcDYuqapV3V0-XD3Bo2jTJ6MXO_xMrLLGIj6MSar_yRjTFCf1roUbbL9tvc6Ms2CG6Dg-LH-smeFi2zx86_t-uF3COCklDfgh700tHhHUNKiFj5D5yZAveLlk2lQvBP_MZPnelv_dPWvHrjFcmB_dqgRADkBtlYVmEHVC0B0a_S0ekRZuzWunK0/s4032/20240416_214835.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4032&quot; data-original-width=&quot;3024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjENAZJkcDYuqapV3V0-XD3Bo2jTJ6MXO_xMrLLGIj6MSar_yRjTFCf1roUbbL9tvc6Ms2CG6Dg-LH-smeFi2zx86_t-uF3COCklDfgh700tHhHUNKiFj5D5yZAveLlk2lQvBP_MZPnelv_dPWvHrjFcmB_dqgRADkBtlYVmEHVC0B0a_S0ekRZuzWunK0/s320/20240416_214835.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2024/04/making-pattern-your-own.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7VNaVNKMkGGtCW3h58U5z3JYMMgOEL5fYlbgnCCODlU093dM3vcsZYiFP_PM7IeAS9x5n_bwIpg5AftD91W5ZnKv1K2XdtnOojA0GW_cizEEjz5_qoLIvrxbSRnMauET3XukWEwCtQa-zXss1HJQtmk_VJMrtfVzw7WG3ZA93N5gLx6AYYvXzhwqrrrw/s72-c/20240416_214857.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-977089409226473943</guid><pubDate>Mon, 19 Feb 2024 17:17:00 +0000</pubDate><atom:updated>2024-02-19T14:33:52.758-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">alpaca</category><category domain="http://www.blogger.com/atom/ns#">free cowl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">mohair silk</category><category domain="http://www.blogger.com/atom/ns#">quick knitted gift</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Snow Day Slouchy Hat</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg7HvCbOXgxmnHAyvyFhjXfrWfFUM-PxsomSEX16HOh-pwl_0L6e2TArRAe41-r1KFjreanU1bECO3HNTsCBIDU7ug6MaTHwAYfC1Kj1hnW29C6Td9VLSixESnZiQE_7xriaxWJ3AVAfu61SNF-r6yJTogE7KH0x5MbegifZv-B5DZ2PK_swYhcrCOLeFM&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
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&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;This is part two of my snow days&#39; project: &lt;b&gt;the Snow Day Slouchy Hat.&amp;nbsp;&lt;/b&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;In the past year, I&#39;ve knit a number of slouchy hats and my pet peeve is that many lack a proper crown.&amp;nbsp; So instead of a slouchy shape, you end up with what looks like a knitted tongue hanging down the back. I really don&#39;t like that look.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;So, using the same materials as with the Snow Day Cowl, I made a matching hat to share with you.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Note: my patterns are posted for free without annoying advertising pop-ups. I do this on purpose as some people are intimidated by aggressive advertising,&amp;nbsp; and I want my patterns to be available to everyone. If you are in a position to show a little appreciation for my work, consider buying me a coffee ☕️ using the link on the home page. If you wish to knit items for sale using my patterns, please credit me as the designer and&amp;nbsp;&lt;b&gt;&lt;u&gt;do not underprice your work&lt;/u&gt;&lt;/b&gt;!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Materials:&lt;/b&gt; one ball of Rico Design Fashion Luxury Yarn (alpaca/wool/nylon blend) and one ball of Sugarbush Drizzle (mohair/silk). The Rico lists itself as a super bulky yarn, but I personally think that&#39;s a bit of a stretch.&amp;nbsp;&amp;nbsp;If looking to substitute,&amp;nbsp; go with a bulky yarn instead. The Drizzle is a variegated laceweight yarn. The Rico is a matte color so the mohair/silk stands out even though it is much smaller in scale. Keep this in mind when choosing your yarn. Both yarns are held together for the entire project.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Tools: &lt;/b&gt;6 mm circular needle (I used a 16 inch), stitch marker, scissors, tapestry needle,&amp;nbsp; soft tape measure.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Gauge: &lt;/b&gt;3 stitches and 5 rows equal 1 inch in stockinette.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Instructions:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Make a gauge swatch. If your swatch it too big, try a 5.5 mm needle. If your swatch us too small, try a 6,5 mm. It is important to get the gauge right or you won&#39;t get the fit you desire.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Using the tape measure, measure the circumference of your head, where the band of your hat will sit. Mine measured 22 inches. To get a comfortably snug fit, I subtracted 10% dropping the measurement to 20 inches.&amp;nbsp; Based on my gauge, the band will require 3 x 20 = 60 stitches.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;You can make your hat smaller or larger by using the gauge x desired size. Just remember to make your stitch count divisible by 4 so your ribbing pattern works.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Cast On:&amp;nbsp;&lt;/b&gt;Using your preferred cast on method,&amp;nbsp; cast on your desired number of stitches (in my case 60 stitches). I used a cable cast on as I like the edge it gives me. Be sure not to cast on too tight. You want your band to stretch as you reduced the size by 10%.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Join in the round ensuring not to twist your knitting.&amp;nbsp; Begin (k2, p2) ribbing, repeat to the EOR. If you haven&#39;t placed your marker already, do so now.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Continue ribbing for 24 rounds.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k2, p1, yo, p1), repeat to EOR. (Increase 15 sts in my case - one stitch between each pair of purl stitches. If you have more or fewer pairs, your total increase will differ)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k1, yo, k1, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k3, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (sl1, k2, psso, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Commence &lt;b&gt;Barnacle Stitch Pattern (next 4 rounds constitutes one pattern repeat)&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Round 1: (k2, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;Round 2: (k1, yo, k1, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;Round 3: (k3, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;Round 4: (sl1, k2, psso, p3), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Repeat Barnacle Stitch Pattern four more times (i.e. 16 more round).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k2, p2tog, p1), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k1, yo, k1, p2), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k3, p2), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (sl1, k2, psso, p2), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k2, p2tog), repeat to EOR.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k1, yo, k1, p1), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k3, p1), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (sl1, k2, psso, p1), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k2, p1), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (k1, k2tog), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (knit to EOR).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (K2tog), repeat to EOR.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (knit to EOR).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next round: (K2tog,&amp;nbsp; k1, k2tog), repeat to end of round.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Cut yarn leaving a 7-8 inch tail. Thread through tapestry needle. Draw yarn through remaining stitches, pulling to draw the gap closed.&amp;nbsp; Secure the ends.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I took a 2mm crochet hook and made a chain using the Drizzle yarn, long enough yo go around the band three times with length to spare. I threaded it through the yo holes just above the ribbed band taking care not to draw the band together. Remember,&amp;nbsp; your band needs to accommodate your head!&amp;nbsp; But the colors were a nice accent.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Enjoy your hat!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Abbreviations&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;EOR&amp;nbsp; - end of round&lt;/div&gt;&lt;div&gt;K - knit&lt;/div&gt;&lt;div&gt;P - purl&lt;/div&gt;&lt;div&gt;K2tog - knit the next two stitches together&amp;nbsp;&lt;/div&gt;&lt;div&gt;P2tog&amp;nbsp; - purl the next two stitches together&amp;nbsp;&lt;/div&gt;&lt;div&gt;yo - yarn over&lt;/div&gt;&lt;div&gt;Sl1 - slip one knit-wise&lt;/div&gt;&lt;div&gt;Psso - pass slipped stitch over the two stitches just knitted&lt;/div&gt;&lt;div&gt;CO - cast on, cast off&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><link>https://www.theknittedraven.com/2024/02/snow-day-slouchy-hat.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEg7HvCbOXgxmnHAyvyFhjXfrWfFUM-PxsomSEX16HOh-pwl_0L6e2TArRAe41-r1KFjreanU1bECO3HNTsCBIDU7ug6MaTHwAYfC1Kj1hnW29C6Td9VLSixESnZiQE_7xriaxWJ3AVAfu61SNF-r6yJTogE7KH0x5MbegifZv-B5DZ2PK_swYhcrCOLeFM=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-2792756851520112345</guid><pubDate>Mon, 19 Feb 2024 16:37:00 +0000</pubDate><atom:updated>2024-02-19T14:33:39.274-03:30</atom:updated><category domain="http://www.blogger.com/atom/ns#">alpaca</category><category domain="http://www.blogger.com/atom/ns#">free cowl pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting pattern</category><category domain="http://www.blogger.com/atom/ns#">free knitting patterns</category><category domain="http://www.blogger.com/atom/ns#">mohair silk</category><category domain="http://www.blogger.com/atom/ns#">quick knitted gift</category><category domain="http://www.blogger.com/atom/ns#">the knitted raven</category><title>Snow Day Cowl</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgJTSTUtB8MOTQMCshuZTefU26VS4xVOPl7pAwE6iQHmL-7qDj6CH52eu7cyFHMR2ud5pJFhdy4U8Fdv9D993nZLSHeYrXZ8pYn1KWowj2c0lGbZg89Xz1XkyRfkrJ8FW1rTnHXd2XluVkLP4oRtC4uuoIvHklcjmf7oYCt_HfKhVrHafbydjzb-xx1-6Y&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
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&lt;/div&gt;&lt;p&gt;&lt;b&gt;&lt;u&gt;Snow Day Cowl&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;I love mixing mohair and silk laceweight yarn with other yarns. This time I was looking for a fast project as we were weathering a string of snow days in my area. I decided on a simple mock cable cowl.&lt;/p&gt;&lt;p&gt;Using two strands of yarn, this cowl knits up fast on 6mm needles. You can adjust the circumference and height easily to scale the cowl up or down, depending on the intended wearer.&lt;/p&gt;&lt;p&gt;Note: my patterns are posted for free without annoying advertising pop-ups. I do this on purpose as some people are intimidated by aggressive advertising,&amp;nbsp; and I want my patterns to be available to everyone. If you are in a position to show a little appreciation for my work, consider buying me a coffee ☕️ using the link on the home page. If you wish to knit items for sale using my patterns, please credit me as the designer and&amp;nbsp;&lt;b&gt;&lt;u&gt;do not underprice your work&lt;/u&gt;&lt;/b&gt;!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Materials: &lt;/b&gt;I used a ball of Rico Design Fashion Luxury Yarn (alpaca, wool, nylon blend) and a ball of Sugar Bush Drizzle (mohair/silk) for this project.&amp;nbsp; The Rico is listed as a super bulky yarn but I personally think that&#39;s a bit of a stretch. If looking to substitute,&amp;nbsp; go with a bulky yarn instead. The Drizzle is a variegated laceweight yarn. The Rico is a matte color so the mohair/silk stands out even though it is much smaller in scale. Keep this in mind when choosing your yarn. Both yarns are held together for the entire project.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Gauge:&lt;/b&gt; 3 stitches and 5 rows to 1 inch.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Tools:&lt;/b&gt; 6mm circular needle (16 inch was my preference), stitch markers, tapestry needle,&amp;nbsp; scissors, soft tape measure.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Instructions:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;First, stand in front of a mirror and loop the tape measure around your neck to mimic the circumference and drape you want in your cowl.&amp;nbsp; I choose to make mine about 24 inches in circumference.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Make a gauge swatch to ensure your yarn and needles will give you your desired size. If your swatch is too large, choose a smaller needle size (e,g. 5.5 mm and try again. If your swatch is too small, try 6.5 mm needles and try again.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Based on my gauge, I need to cast on 72 stitches.&amp;nbsp; If you want yours to be larger or smaller, make sure the final stitch number is divisible by 4, as that will ensure your stitch pattern works.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Using your preferred cast on method, cast on the desired number of stitches (in my case, 72). I used a cable cast on method as I like the edge that gives me. Join in the round taking care not to twist the stitches. To help avoid this I often don&#39;t place my EOR marker until the end of my first round.&lt;/p&gt;&lt;p&gt;Once joined, begin a K2, P2 ribbing. Repeat to the end of the round. If you haven&#39;t placed your marker yet, do it now.&lt;/p&gt;&lt;p&gt;Repeat this ribbing for 4 rounds in total. Then commence the mock cable (aka Barnacle Stitch) pattern.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Barnacle Stitch Pattern - note the next four rounds constitutes one pattern repeat&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Round 1: (k2, p2), repeat to EOR.&lt;/p&gt;&lt;p&gt;Round 2: (k1, yo, k1, p2) , repeat to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Round 3: (k3, p2), repeat to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Round 4: (sl1, k2, psso, p2), repeat to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Continue doing pattern repeats until you are about an inch from the desired height of your cowl. I did 8 pattern repeats in total (i.e. 32 rounds of pattern) as I have a long neck.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Then complete 4 rounds of (k2, p2) ribbing.&amp;nbsp; Cast off loosely. I use a size larger needle (7mm) when casting off to ensure it isn&#39;t tight. This helps ensure consistency in my stitch tension too.&lt;/p&gt;&lt;p&gt;Weave in your ends of yarn. Block if desired.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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  &lt;/a&gt;
&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Enjoy your cowl! Stay tuned, the matching hat isn&#39;t far behind!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;ABBREVIATIONS&amp;nbsp;&lt;/p&gt;&lt;p&gt;EOR- end of round&lt;/p&gt;&lt;p&gt;K - knit&lt;/p&gt;&lt;p&gt;P - purl&lt;/p&gt;&lt;p&gt;Sl1 - slip one stitch knit-wise&lt;/p&gt;&lt;p&gt;psso - pass slipped stitch over the stitches just knitted&lt;/p&gt;&lt;p&gt;CO - cast on/cast off&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2024/02/snow-day-cowl.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgJTSTUtB8MOTQMCshuZTefU26VS4xVOPl7pAwE6iQHmL-7qDj6CH52eu7cyFHMR2ud5pJFhdy4U8Fdv9D993nZLSHeYrXZ8pYn1KWowj2c0lGbZg89Xz1XkyRfkrJ8FW1rTnHXd2XluVkLP4oRtC4uuoIvHklcjmf7oYCt_HfKhVrHafbydjzb-xx1-6Y=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6782885657077487596.post-3990901766085408148</guid><pubDate>Tue, 28 Nov 2023 19:09:00 +0000</pubDate><atom:updated>2024-02-25T17:04:24.997-03:30</atom:updated><title>Barnacle Fingerless Mittens with Thumb Gussets!</title><description>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOuNzc0-B-bV_0porSypVHnkJ_o32_pPsgrvnjbIvFo8UrmJVF5-aHoxNhKP3HNUidnX6hyRMCOKFwN5gJ7OghMsIRepSrPXx5jDOrXvsLk_8v0tXiOsLSrdQLrevwOI6j4mOiscAPHzwKs-AoSB74dswNVbW1ZBQAYwHp3_wRcXgvrN2c0R5ESqt5TE8/s640/20231113_155540_medium2.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOuNzc0-B-bV_0porSypVHnkJ_o32_pPsgrvnjbIvFo8UrmJVF5-aHoxNhKP3HNUidnX6hyRMCOKFwN5gJ7OghMsIRepSrPXx5jDOrXvsLk_8v0tXiOsLSrdQLrevwOI6j4mOiscAPHzwKs-AoSB74dswNVbW1ZBQAYwHp3_wRcXgvrN2c0R5ESqt5TE8/s320/20231113_155540_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Using my wrist warmer pattern as a base, I wanted to make fingerless mittens with thumb gussets. I used Cascade Llama Lace, doubled, throughout.&amp;nbsp; A fingering weight yarn should also work.&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;These instructions make a mitten to fit women&#39;s medium to large. Mitten is about 10 inches long and 3.5 inches at the widest point unstretched.&amp;nbsp; There is a lot of stretch in these. My hand is almost 8 inches in circumference at the widest point and these fit me. Length of wrist and hand sections can be customized as well as the thumb gusset. To change the width, increase or decrease in multiples of four stitches or size up/down needles used.&lt;/p&gt;&lt;p&gt;This is a great way to use up leftover lace yarn (doubled up) or fingering weight yarn (used single).&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; font-family: Lora, serif; font-size: 16px;&quot;&gt;Note: my patterns are posted for free without annoying advertising pop-ups. I do this on purpose as some people are intimidated by aggressive advertising,&amp;nbsp; and I want my patterns to be available to everyone. If you are in a position to show a little appreciation for my work, consider buying me a coffee ☕️ using the link on the home page. If you wish to knit items for sale using my patterns, please credit me as the designer and&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: white; font-family: Lora, serif; font-size: 16px;&quot;&gt;&lt;u&gt;do not underprice your work&lt;/u&gt;&lt;/b&gt;&lt;span style=&quot;background-color: white; font-family: Lora, serif; font-size: 16px;&quot;&gt;!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Pattern:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Materials:&amp;nbsp;&lt;/u&gt; One ball of Cascade Llama Lace yarn (used double throughout).&amp;nbsp; This yarn has 601 yards per ball so you will have plenty left over.&amp;nbsp; I used 58grams or about 349 yards. You can work from the centre and outside of the ball simultaneously so you don&#39;t need to wind off a second ball to double up the yarn.&amp;nbsp; Conversely, you can choose two different lace weight yarns in complementary colors. Just be sure to have at least 175 yards of each.&lt;/p&gt;&lt;p&gt;One pair of 2.75 double pointed needles&lt;/p&gt;&lt;p&gt;Scissors, a tapestry needle and a measuring tape.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;u&gt;Gauge:&amp;nbsp;&amp;nbsp;&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: Lora, serif; font-size: 16px;&quot;&gt;6 stitches and 12 rows to the inch in pattern&lt;/span&gt;&lt;/p&gt;&lt;p&gt;CO 48 stitches on a set of 2.75 mm double pointed needles (16-16-16). Join in the round.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Do (k2, p2) ribbing for 8 rounds. Then commence pattern stitch:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Barnacle Stitch (aka - mock cable stitch)&lt;/u&gt;&lt;/p&gt;&lt;p&gt;Round 1: (k2, p2), repeat to end of round.&lt;/p&gt;&lt;p&gt;Round 2: (k1, yo, k1, p2), repeat to EOR.&lt;/p&gt;&lt;p&gt;Round 3: ( k3, p2), repeat to EOR.&lt;/p&gt;&lt;p&gt;Round 4: (sl1, k2, psso, p2), repeat to EOR.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Complete 11 pattern repeats ( or number of repeats for the length you desire to base of the thumb gusset.)&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round:&lt;/u&gt; k1, m1l, k1, p2; then (k2, p2), repeat to end of round.&amp;nbsp; Those first 3 stitches of your round constitute the beginning of the thumb gusset.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round:&lt;/u&gt; k1, m1l, k1, m1r, k1; p2, then continue in mock cable pattern round 3.&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next two rounds &lt;/u&gt;- k5, p2, then maintain mock cable stitch pattern to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round:&lt;/u&gt; k1, m1l, k3, m1r, k1, p2, then maintain mock cable stitch pattern to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next two rounds:&lt;/u&gt; k7, p2, then maintain mock cable stitch pattern to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Continue increasing the stitches for the thumb gusset in the same manner every third round while maintaining the mock cable stitch pattern until you have the desired stitches needed for your gusset. In this case, I used 21 stitches and completed two more rounds without increases.&amp;nbsp; If you need a larger gusset carry on for another increase. Make sure you end on mock cable pattern round 4.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round:&lt;/u&gt; Knit across thumb gusset. Keep these stitches on a separate double pointed needle for now. Continue the round as follows: k1, m1l, p1, (k2,p2) repeat to last four stitches in the round, k2, p1, m1l, k1.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Slip gusset stitches to a holder or waste yarn. Then slip the last stitch on needle three to the working needle. Continue on in pattern: yo, k1, p2, (k1, yo, k1, p2); repeat to EOR.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Do 4 complete pattern repeats (16 rounds), or the number you desire for length. Then complete 8 rounds of (k2,p2) ribbing and cast off.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Thumb gusset &lt;/b&gt;- with working yarn, pick up stitches as follows:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEsbmzYBHOdvxAJwlAnfRcz8Whez1wwKhq9sxzxqTVR27PVfN980bSJNY2ICYcFg8eUsjJyFHHrT9wdXAfXP2x5MNbcTnWTfUYTO8TozAIEin32UXDQi5EFCvFOJzQA1lWzVxXZ_hcQ0p5ibYTHqvdWXOZat89QedyQxLHUdHpy6gWZzV0JK3Etgnt55w/s640/20231113_155511_medium2.jpg&quot; style=&quot;clear: left; display: inline; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;480&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEsbmzYBHOdvxAJwlAnfRcz8Whez1wwKhq9sxzxqTVR27PVfN980bSJNY2ICYcFg8eUsjJyFHHrT9wdXAfXP2x5MNbcTnWTfUYTO8TozAIEin32UXDQi5EFCvFOJzQA1lWzVxXZ_hcQ0p5ibYTHqvdWXOZat89QedyQxLHUdHpy6gWZzV0JK3Etgnt55w/s320/20231113_155511_medium2.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Pick up four stitches where two were added to rejoin the mitten top in the round. Then pick up the loop right before the reserved stitches, then k4 from the holder (9). Then k8 onto the second needle.&amp;nbsp; Then k9 remaining on the holder and pick up the loop between the last reserved stitch and the first stitch picked up. (26 sts)&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round:&lt;/u&gt; k4, knit loop and next stitch together as one, k3 (8 on needle 1). Then k8 stitches ( 8 stitches on needle 2). Then k8, and knit the last stitch and loop from needle 3 as one (8 stitches on needle 3).&amp;nbsp; Work these 24 stitches in stockinette for 6 rounds.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Next round: &lt;/u&gt;(k2,p2) to end of round.&lt;/p&gt;&lt;p&gt;Repeat this k2, p2 ribbing 5 more rounds. Then Cast off.&lt;/p&gt;&lt;p&gt;Weave in ends. Repeat pattern for second mitten. Right and left hands are alike.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><link>https://www.theknittedraven.com/2023/11/barnacle-fingerless-mittens-with-thumb.html</link><author>noreply@blogger.com (TheKnittedRaven)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOuNzc0-B-bV_0porSypVHnkJ_o32_pPsgrvnjbIvFo8UrmJVF5-aHoxNhKP3HNUidnX6hyRMCOKFwN5gJ7OghMsIRepSrPXx5jDOrXvsLk_8v0tXiOsLSrdQLrevwOI6j4mOiscAPHzwKs-AoSB74dswNVbW1ZBQAYwHp3_wRcXgvrN2c0R5ESqt5TE8/s72-c/20231113_155540_medium2.jpg" height="72" width="72"/><thr:total>0</thr:total></item></channel></rss>