tag:blogger.com,1999:blog-57264488689363542232024-03-05T09:31:00.848+01:00Leto's PassionBecause every life has phases, layers and nuance. Even an expat Hausfrau's.Laurenhttp://www.blogger.com/profile/10703308019856972175noreply@blogger.comBlogger82125tag:blogger.com,1999:blog-5726448868936354223.post-35649182956346242782015-11-15T19:56:00.000+01:002015-11-16T08:47:18.671+01:00Metric Flying GeeseAnother blog post purely for the purposes of keeping track of details, in a way that might benefit someone else.<br />
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I live in Europe, and I quilt. In practical terms this means that I engage in an imperial hobby in a metric environment. This is not dramatic except when following a pattern for which absolute accuracy is called for, since 1/4" is actually 6.35mm, and who has <i>that</i> marked on their throat plate? Conversely, European seam allowance is 7.5mm, which is just enough wider than 1/4" to lose your points.<br />
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I particularly like the "flying geese" block, which, when made using the simple <a href="https://www.youtube.com/watch?v=Qc8ue78NLCE">4-at-once method</a> (<i>video link</i>), demands a rather high degree of cutting accuracy to ensure that everything lines up and nothing overlaps once you're done. If there is any such thing as a "metric precut", 10cm is a common square size, and I happen to have a stack of 10x10cm Christmas precuts which I wanted to put into an "Flying home for Christmas" all-goose hanging. So, doing as every quilter these days does, I asked Pinterest. Only <a href="http://www.quilt-glueck.de/Freie_Anleitungen/Flying_Geese/flying_geese.html">one hit</a> came up. Joy oh joy, it used 10cm squares, and said that the small squares for the fast-four method should be 6.5cm. So I checked back with the seller of the 10cm squares and promptly cleaned her out of the rest of her wares in that line - which just <i>happened</i> to be 6.5cm. I figured this was for a reason, and sewed forth.<br />
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" /></div>
<a href="http://www.quilt-glueck.de/Freie_Anleitungen/Flying_Geese/flying_geese.html"><span style="font-family: "times" , "times new roman" , serif;">(Image source for Fast Four Flying Geese method<span style="font-family: "times" , "times new roman" , serif;">;</span> also the website spreading goose untruths)</span></a><br />
<br />
Peeps, Pinterest <i>lied</i>*. 6.5cm small squares are far too large. They leave so much overlap that two of the four geese blocks had to be ripped apart and resewn to hide the extra flappy bits. This totally defeats the purpose of a "quick and easy" mass-production method.<br />
<br />
*<i>shocking, I know</i><br />
<br />
I salvaged my test block and got out a pencil and figured it out for real. And here it is, including process.<br />
<br />
<a href="http://www.popularpatchwork.com/forums/postings.asp?th=13">This website</a> told me what metric seam allowances (SA) to add to squares destined to be HSTs and QSTs:<br />
<br />
<br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 192px;"><colgroup><col span="3" style="width: 48pt;" width="64"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt; width: 48pt;" width="64"><br /></td>
<td style="width: 48pt;" width="64">HST</td>
<td style="width: 48pt;" width="64">QST</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">imperial</td>
<td>7/8"</td>
<td>1.25"</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15.0pt;">metric</td>
<td>2.5cm</td>
<td>3.5cm</td></tr>
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And <a href="http://www.honeybearlane.com/2013/12/make-four-flying-geese-at-a-time.html">this blog</a> helpfully posted the algebra for figuring out the cut sizes:<br />
<br />
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<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">y+(QST SA)=zLarge</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">when</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">zLarge = 10cm</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">(our known pre-cut size)</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">y+3.5=10</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">y=6.5</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">thus</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">x=3.25</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">(as flying geese are 1:2,
height:width)</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 13;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">and
so</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">3.25+2.5=zSmall</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.75pt;" valign="bottom" width="61"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 115.95pt;" valign="bottom" width="155"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-CA; mso-hansi-font-family: Calibri;">5.75=zSmall</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 239.55pt;" valign="bottom" width="319"><br /></td>
</tr>
</tbody></table>
<br />
<br />
Hallelujah, we have a working hypothesis! <b>For Fast 4 Flying Geese in metric using 1 large square @ 10cm, you'll need 4 small squares @ 5.75</b>.<br />
<br />
A test block has revealed this to be accurate. But perhaps <i>too</i> accurate; due to the vagaries of bias, I have found that a generous 5.75 or even 6cm retains your points and allows a nice square-up trim.<br />
<br />
I have typed this up around the evening chaos and meal, and now I need to hit Publish so I can go read bedtime stories. If I think of it, I'll upload photos for those of us who need to <i>see</i> this stuff before it makes sense.<div class="blogger-post-footer"><span class="st_sharethis"></span>
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Drafting: </div>
<div>
Measure from the nape of the wearer's neck to the hem length you want, add your seam allowance to that (twice - top and bottom) and trace
out either a rectangle or <a href="http://www.simplicity.com/Classroom/Sewing_Free_Projects/vampire_accessories/SW066_fig11.png" target="_blank">half a bell shape</a> that tall on the fold. Cut 1 each from lining and cape outer fabric. Draft a <a href="http://acreativemomma.blogspot.de/2013/10/vampire-cape-tutorial.html" target="_blank">collar shape</a>.
Cut one from stiff Pellon interfacing, and one each from your lining
and cape fabrics. Make the interfacing a titch smaller than the fabric -
1 or 2 mm on the top and sides. If you use satin, be sure to use an
appropriate needle or you will poke
holes in the fabric or cause runs at each stitch entry point.<br /></div>
<div>
Assembly:</div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Make
a stack: 1 collar piece
right side up, one collar piece wrong side up, one interfacing -
centred and aligned at the bottom. It doesn't matter what order the
fabrics are in as long as the interfacing is on top and the lining/cape
fabrics are laying pretty sides together. Then sew
ALL THREE together on the top and both short sides. Turn it right
side
out, poke the corners out, press (you will need an iron), and
topstitch
only on the closed sides.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Zig-zag the raw edge with a
relatively long/wide stitch setting, just to keep the edges lined up and
together.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sew
the body of the cape by
stitching the lining and outer fabric right sides together, along
the
sides and bottom, and turn it right side out. Do not topstitch it
yet. If using a bell-shaped piece, leave twice the width of the collar
unsewn at the top.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Find the centre of the raw
edge on both the collar and cape, and mark it. Keep your mark within the
seam allowance. A pin will work for this.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-left: 0.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">So then you have two pieces, each with an open side. Now we're in the home stretch:</span></div>
<ol start="5" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lay the cape on the table,
lining side down. Lay the collar above it, as it will ultimately be. Line
up your centre marks.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Then flip the collar down so
it's on top of the cape, outsides together, and with raw edges lined up. Pin
(if the cape is satin use clips - snap-shut barrettes, clothes pins, paper/bull
clips will work if you don't have "wonder clips") the collar to <u>just the cape outer fabric</u>. Start pinning in the middle and work out to the edges. Sewing
from the cape side, zig-zag the collar to </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><u>just the cape outer fabric</u></span> along the edges like a
serger would, right over the collar’s zig-zagged edge. Remove pins as you come to
them – if you hit one it will put a run in your satin which will never
come out, and probably break your needle.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lay your cape out again,
with the collar flipped down as before. Lay the tie </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">cords (or elastic with velcro) immediately to the
left and right of the collar, with their raw edges lined up with the
cape's raw edge, and pin/clip them in place. Sew them to <u>just the cape
outer fabric </u>with a short straight stitch, within the seam allowance.
Go back and forth three times per cord.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Then you press the seam
allowance on the cape and lining <u>in</u> at the opening so it makes an M
if you cut a cross-section. Because the collar is attached to the outer
fabric, it now flips up, into its final position, wedged in the crotch of
that M shape. Pull the ties up and away from the cape, like Grover's
excited arms.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pin/clip like crazy along the
open side, making sure that the pressed edge of the lining and cape
fabrics are lined up. You might be able to pull the cape shoulders on
either side of the collar to get the lining and outer fabric to snap into
a straight line. That helps ensure that both sides are aligned on the
inside and outside of the collar, since you can’t see <i>through</i> the collar to make sure you’re sewing all layers at
once. Slowly topstitch the opening closed, continuing all the way around the cape body. This will finish the cape,
secure the ties, and lock the<s> tray table</s> collar in an upright and
secure position.</span></li>
</ol>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">You're ready for Hallowe'en! </span><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ryNVTw0y8H9qPEhvB1Nj7Fv-tGnI-6VJXOk0TKNq16Yu01h6yMGWWgAt7NCaDsfO4UnGR2Qpf_7Y5ZQweTEaLDOf7N1nEIOFGuDW_a_xVZxx12yZ2429aeyd6I77mnwgtepcpdcIQo0/s1600/header.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ryNVTw0y8H9qPEhvB1Nj7Fv-tGnI-6VJXOk0TKNq16Yu01h6yMGWWgAt7NCaDsfO4UnGR2Qpf_7Y5ZQweTEaLDOf7N1nEIOFGuDW_a_xVZxx12yZ2429aeyd6I77mnwgtepcpdcIQo0/s320/header.png" width="320" /></a></div>
It is a translation from <a href="http://www.rouding.com/life-DIY/buyishijie/102561.html">this Korean site</a> for those who have seen the "<a href="http://thesewingloftblog.com/100-free-zipper-pouch-pattern/">100+ Free Zipper Pouch Patterns</a>" post on The Sewing Loft (this is pattern #90). It is similar in technique to a much larger, <a href="http://leilelou.blogspot.de/2014/05/fremdduschertasche.html">waterproof shower bag</a> pattern on the German-language blog <a href="http://leilelou.blogspot.de/">LeileLou</a> - check that one out if you're working with laminated fabrics or prefer a cleaner top seam finish (which would be difficult if not impossible at the scale of the coin purse).<br />
<br />
For general hand-holding WRT zippers, try <a href="http://www.craftsy.com/lecture/slot-seam-zipper-insertion/1709?_ct=udt-ev-busjkhu-dunj-buiied&_ctp=1410">this free Craftsy class</a>.<br />
<br />
For the triangle change pocket you need: <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0TNWvQn-l2zZH9DcyeHUyvAgSxLWkzSgd01hNHP6p7GXjUVrPsLz-BlVINs0ADcLs8vX17PiJ4mAbMw0JwxFjjuGgDXiHxs_O_UFFmhfWCHDBp-wBDJhIRnlgJjpr-B4URrjTPVCOROI/s1600/materials.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0TNWvQn-l2zZH9DcyeHUyvAgSxLWkzSgd01hNHP6p7GXjUVrPsLz-BlVINs0ADcLs8vX17PiJ4mAbMw0JwxFjjuGgDXiHxs_O_UFFmhfWCHDBp-wBDJhIRnlgJjpr-B4URrjTPVCOROI/s320/materials.png" width="320" /></a></div>
<br />
1. Lining 20x12cm <br />
<br />
2. interfacing 20x12cm<br />
4. Zipper 10cm<br />
5. 35cm twill tape<br />
6. label<br />
7. Wood Button<br />
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1. Affix interfacing to fabric, sew the zipper to the short sides<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWEuYOiZU4t26kceW89dGwq4LwXs_V1JTIc7Atof7SiFVd_PxKXQeHfEbjXVSqaC56eInAWV2rOO-3uzxYR4oy_GSMrkPB6RaCJbErR7qLWw4R61k0RDWHviLpwTW6GTfFjpphCII7tE/s1600/step1.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWEuYOiZU4t26kceW89dGwq4LwXs_V1JTIc7Atof7SiFVd_PxKXQeHfEbjXVSqaC56eInAWV2rOO-3uzxYR4oy_GSMrkPB6RaCJbErR7qLWw4R61k0RDWHviLpwTW6GTfFjpphCII7tE/s320/step1.png" width="320" /></a></div>
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2. Close zipper, turn inside out, stitch bottom. Box corners @ 4cm<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhroHHDMzK-83ZbXKrw4LcNgo8iQ-nx32sz6QVNj7effG2_JIZPsGJL-2ekcApo3P64zAsQ0tZ4Me0fXZiLB8JrVhoVqzydLdRPBxBpHxY7d3Yk9kWc0_ND0QFUgmYcfbhIXOggH3F2kpQ/s1600/step2.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhroHHDMzK-83ZbXKrw4LcNgo8iQ-nx32sz6QVNj7effG2_JIZPsGJL-2ekcApo3P64zAsQ0tZ4Me0fXZiLB8JrVhoVqzydLdRPBxBpHxY7d3Yk9kWc0_ND0QFUgmYcfbhIXOggH3F2kpQ/s320/step2.png" width="320" /></a></div>
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3. Turned to the front, bottom sewn:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt3wnbyHT27bwDxkWC9oY36DUBr2t3VVVkjHBHCE3JNRFkTjg8ZvFh7FGNvALE3-o1D9JtXp1ZFFA40kBvC97coC1FjI9M11FllupfoV2MSAfbx6t6gleMDZw0pGgaI4tXt9PAaWG2f-w/s1600/step3.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt3wnbyHT27bwDxkWC9oY36DUBr2t3VVVkjHBHCE3JNRFkTjg8ZvFh7FGNvALE3-o1D9JtXp1ZFFA40kBvC97coC1FjI9M11FllupfoV2MSAfbx6t6gleMDZw0pGgaI4tXt9PAaWG2f-w/s1600/step3.png" /></a></div>
Sew top shut from right side<br />
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<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh85om6_G_OKKNQMMmamJWT9Rao3jwhq9psFy1__v-inW7YEJbAOfGb_mzrlOv287iSRw3oHp7AOmkJkynRFnJKHGoA8O6NH7nUlQmJH5pmaYwnXWt1aRJfPrNIr-ZI3A-Xge07pH4ba5g/s1600/step4.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh85om6_G_OKKNQMMmamJWT9Rao3jwhq9psFy1__v-inW7YEJbAOfGb_mzrlOv287iSRw3oHp7AOmkJkynRFnJKHGoA8O6NH7nUlQmJH5pmaYwnXWt1aRJfPrNIr-ZI3A-Xge07pH4ba5g/s320/step4.png" width="320" /></a><br />
4. Apply top edging, sew on loop of tape and wood button as a handle.<br />
<br />
Triangle change pocket completed!<div class="blogger-post-footer"><span class="st_sharethis"></span>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju7n8VjMfQtm0eU_7dqmmA3Wzr33j-pG0yxPpQ541k57raXrz5ds4_VB51muiZL3NNmRqbVysPB1yTJMMd-W2VPrL1fEMVRTm9m3j-H3fE09knzGhx3Ivqp1SEkeRfPLpTw1Bs_bmprjQ/s1600/DSC04240.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju7n8VjMfQtm0eU_7dqmmA3Wzr33j-pG0yxPpQ541k57raXrz5ds4_VB51muiZL3NNmRqbVysPB1yTJMMd-W2VPrL1fEMVRTm9m3j-H3fE09knzGhx3Ivqp1SEkeRfPLpTw1Bs_bmprjQ/s1600/DSC04240.JPG" height="240" title="text detail of nest pillow at Leto's Passion" width="320"></a></div>
<br>
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<br>
<a href="http://letospassion.blogspot.com/2014/12/disappearing-hourglass.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<br />
I'm sure I'll find other things to muse about but, until then, read that.<br />
<br />
My approach is, in essence: eat only real food, make half your plate plants, include raw and cooked, fermented and seasonal, land and sea, muscles and organs, and all five tastes; and minimise sitting in front of a screen while maximising sunny walks and sleeping in quiet, cool darkness. Only if you have done that for 6 months and still have trouble should you start paleohacking, GAPSing or otherwise "tweaking". And no, 10 "extra" pounds do not count as trouble.<br />
<br />
See? So much time, so many blogs encompassing so many arguments, and I'm done in under 50 words.<br />
<br />
Want more? If you think your sunny walks are dialled in, check out my new fave lady, <a href="http://www.alignedandwell.com/katysays/about-this-blog/">Katy Bowman</a>, and her exceptionally qualified views on natural movement and alignment, especially of the pelvis. She'll get you walking like a human. And it will probably hurt. You're welcome.<div class="blogger-post-footer"><span class="st_sharethis"></span>
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<br>
So when the stars finally aligned for a moved-far-away friend and her chicklets to come and visit, I figured a little bite-sized treat snack was in order. Because I've been deluding myself about my tolerance for white foods like flour and sugar and need to get back to real stuff, and because there's no sense in training a child's palate to fake stuff when real is delicious, I went looking for a grain-free cookie recipe.<br>
<br>
I found inspiration recipes at <a href="http://urbanposer.blogspot.de/2012/10/almond-flour-cut-out-cookies.html">The Urban Poser</a> and <a href="http://www.lmichellek.com/easiest-almond-flour-cookies/">L.MichelleK</a>. Sitting in my pyjamas with the baby sleeping is not the best time to run out and get groceries to fill in gaps in said recipes, but it <i>is</i> a great time to look up <a href="http://www.thepaleomom.com/tag/substitution">substitution</a> guidelines and get busy.<br>
<br>
The result is a light yet buttery jam sandwich cookie that isn't perfect paleo but is just right to go with a cup of tea for afternoon snack.<br>
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<br>
Do you get why I'm seething?<br>
<br>
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As I alluded to in my <a href="http://letospassion.blogspot.de/2011/06/chauvinism-is-bad-for-your-health.html">post</a> about chauvinism in paleo, I'm not terribly hot on transformation stories from people who lost a ton of weight and now look like supermodels as incentive to clean up one's diet. There are other, more enduringly compelling reasons to do that, but they're not nearly so sexy - literally or conceptually - so they don't get told as much. Three blog posts in the last three days are different.
</div>
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This was posted yesterday to a Facebook group to which I belong:</div>
<div style="text-align: justify;">
<blockquote class="tr_bq">
Gestational Diabetes. Sister in law is 32 weeks pregnant. Doc is telling her she
needs 150-250 carbs per day. Yet her glucose is still high pretty much
all day and especially in the morning. She is doing finger pricks like 4 times a day and if she doesn't get her
levels below 130, consistently, she will have to have other interventions. I
know this can be helped with food...</blockquote>
</div>
<div style="text-align: justify;">
Being
of personal and professional interest to me, I went searching for
resources and got busy with some synthesis. The trouble is, ancestral
health (AH) sciences have not had a chance to penetrate into the corners
of human health conditions yet, meaning the vast majority of relevant
published literature focuses on AH issues in adult men, or CW methods of
addressing obstetric conditions. There's also a long-standing tradition
in medicine to view the adult male as
the default physical model, leaving women - and heaven forbid <i>pregnant</i> women - as <i>de facto</i>
pathology cases. Combining that conceptual substrata with the diabetic
disease state sets off any number of ringing bells and blinking lights
that promptly summon the heavy pharmaceutical artillery.</div>
<div style="text-align: justify;">
<br></div>
<div style="text-align: justify;">
But
if we took a step back and changed the underlying assumption to one
more in line with AH, and accepted that the female also functions, and
that pregnancy is a normal aspect of female physiology, what would we
find?
</div>
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<a href="http://letospassion.blogspot.com/2012/06/phases-of-pregnancy.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<a href="http://letospassion.blogspot.com/2012/05/real-values.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<a href="http://letospassion.blogspot.com/2012/05/link-roundup-160512-chamois-and-natural.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<a href="http://letospassion.blogspot.com/2012/04/commuting-and-french-paradox.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWFdaWuosZ54pZxHx5QMbkUA4LtVBXCLm_65m9QMIhl2UBd_OhJRMmONlJxEryZqU0VBZD1p9xSzH3TZBzHfLM7RyejfO1C9NYDTPA9aR0g91_3vxZ68yitaaRvU0CNpQW_w-GNZuSPLM/s1600/IMGP1921.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWFdaWuosZ54pZxHx5QMbkUA4LtVBXCLm_65m9QMIhl2UBd_OhJRMmONlJxEryZqU0VBZD1p9xSzH3TZBzHfLM7RyejfO1C9NYDTPA9aR0g91_3vxZ68yitaaRvU0CNpQW_w-GNZuSPLM/s200/IMGP1921.JPG" height="132" width="200"></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiIAV7tHu9FWKE5B1rHMCuTLZw1Memeg4dQhXm8D3AzGF7gJs6nN59avVQupYSX0DsRAKRox_ZtHXy_t7Hy86TfB3YYQWrTSfm8cf_oXv46Fa6YED8XZ19PMu8KDu8YvyGC6U63jz2DKs/s1600/IMGP1907.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>An unexpected find of a large piece of meat at half price the day before the best-before date and an hour before end of business day, a little help from Google and online friends as to what to do with it, and a day to play led to an amazing meal of tender, juicy meat under flavourful crispy skin with a veggieful sauce and enough of everything for a second meal (which is a miracle in itself around here). Since I came up nearly empty-handed searching for English-language and gluten-free, paleo-friendly ways to prepare a joint of suckling pig, here's an almost wordless tutorial on what I did and what came out. <br>
<a href="http://letospassion.blogspot.com/2012/04/slow-roasted-leg-of-suckling-pig.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<br>
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<br>
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<br>
<a href="http://letospassion.blogspot.com/2012/02/link-roundup-060212-salvaging-most.html#more">Read more »</a><div class="blogger-post-footer"><span class="st_sharethis"></span>
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<br>
One of them is the practice of gratitude. It is something that needs practicing; the more habitual it becomes, <a href="http://psycnet.apa.org/journals/psp/84/2/377/">the better you'll feel</a> on a normal day and the deeper you'll be able to dig on those days when you need to feel better. I don't do too much habitually except eat, so I've been considering ways to include the ritual of grace at our table without invoking a deity.<br>
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I can't think straight if my house is messy (so imagine how incredibly stimulating my posts would be if only I cleaned instead of blogging!), but no one can think straight if their belly's empty. <i>What</i> is in it is far more important - as you most certainly know - than how much. But have you ever sat down to investigate <i>specifically</i> what your doctor or friendly public health professional meant when they said that taking risks now would have consequences later?</div>
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