tag:blogger.com,1999:blog-78671917711943882232024-03-13T05:33:40.866-07:00Things I Thunk TodayAnonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.comBlogger47125tag:blogger.com,1999:blog-7867191771194388223.post-2733061937515077482013-01-03T12:44:00.000-08:002013-01-03T12:44:13.292-08:00Ketosis vs. Weightloss. Let's do the numbers..I've been measuring my weight and ketosis daily for over three months now, while on-and-off sticking to a low carb diet. So the ketosis has been going on and off.<br />
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There has been plenty of argument amongst nutrition researchers whether or not low-carb and/or ketosis has any relevant to weight loss. This n=1 data suggests that for people like me it certainly does.<br />
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Did I ever mention that I'm an engineer? So I know a bit about statistical analysis.<br />
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Taking the current data I have weight and ketone readings..<br />
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<img alt="" 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" /><br />
<br />
The data is noisy with day to day ups and downs. A 5 day, anticausal, moving average smooths this nicely while retaining the underlaying shape of the curves. The argument that I'm trying to show or refute is whether ketosis is associated with weight loss. Don't confuse this with absolute weight or with ketosis causing weight loss. All my data can show is an association.<br />
<br />
So to show the weight loss/gain rather than absolute weight, we take the difference each day, turn it upside down (so higher = more loss) and normalize the mid point to 1.6 so it lines up vertically, then apply a five day moving average to smooth it out. So here is a 5 day moving average smoothed weight loss vs. ketosis over three months.<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
Are they associated? They certainly look like it. If you shuffle the graphs in time, the strongest correlation between them is at a 5 day offset, with the correlation R=0.547, which is pretty strong correlation.<br />
<br />
Can we argue that this association could happen by chance? Let's try a chi-square goodness of fit test to see what the odds are. The probability of getting this close a match by chance is P=0.00000040203, or less than one in a million.<br />
<br />
So yes, ketosis is associated significantly and strongly with weight loss. So if like me you have the kind of metabolic disorder that causes you to slowly gain weight over time and low calorie dieting is counterproductive, my advice is do what is required to get into ketosis and then you can expect to lose weight.<br />
<br />
<br />
Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1tag:blogger.com,1999:blog-7867191771194388223.post-46374316295139024252012-12-27T22:15:00.001-08:002012-12-27T22:15:28.953-08:00Ketosis Verses Weight Change, more data.Time has passed, so I've got a load more data on the ketotis-vs-weight correlation.<br />
<br />
In the graph below my ketosis goes on and off. The change in weight clearly correlated with ketosis, with a little lag in ketosis since it takes a couple of days of no-carb before the ketosis becomes visible on ketostix.<br />
<br />
There's a four day gap where I was traveling and had access to neither scales nor ketostix. Thanksgiving, illness and slacking off the diet are all in there to mess up my diet plans.<br />
<br />
Another interesting thing is that my weight almost never changes slowly. When it's moving it's moving at about 1 pound per day. So much for healthy 'gradual' weight loss. <br />
<br />
The ketosis vertical axis represents the 6 stages on a ketostix<br />
0 = none<br />
1 = trace<br />
2 = small<br />
3 = moderate<br />
4 = large<br />
5 = extra large <br />
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<img alt="" 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" /> Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1tag:blogger.com,1999:blog-7867191771194388223.post-15241214507443272442012-12-27T21:58:00.002-08:002012-12-27T22:24:54.984-08:00Gorgon-Wensley-zola-dale Sauce<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent">I went looking for a low carb sauce that used Gorgonzola, because I had some in the fridge. I found <a href="http://www.foodnetwork.com/recipes/ina-garten/gorgonzola-sauce-recipe/index.html" target="_blank">this</a>.</span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent">I read Ina Gartner's recipe for Gorgonzola sauce, but I didn't have
enough cream handy nor did I have any Parmesan in the fridge.<br /> So this evening I did a little experimentation and came up with "Gorgon-Wensley-zola-dale Cream Sauce" which tasted wonderful and was completely low carb.</span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"> <span class="text_exposed_show">1 (U.S.) pint of heavy cream.<br /> Some gorgonzola, diced<br /> Some Wensleydale diced<br /> Whole milk<br /> Salt & Pepper.<br /> <br />
Put the cream in a sauce pan and boil it for 40-50 minutes (yes, I do
mean that). Stir constantly. For this I highly recommend one of those
gizmos that dance around in the pan and stir it for you. I have a
RoboStir I got a couple of years ago for Christmas. I finally found a
use for it.<br /> <br /> There will come a point where you see dark bits.
That's the cream separating. Throw in the cheese and whisk it until it
is smooth. You might need to return it to heat while whisking if the
cheese won't melt all the way. Taste it. The Gorgonzola should just
about win the taste battle a bit here and have a bit of an after kick.
If not, add more or either cheese to make it right.<br /> <br /> It will be
thick. So add a little milk and whisk. Repeat until the sauce is just
thick, rather than solid. Taste it as you go along. The taste should
smooth out as you add milk and the Gogonzola kick will be gone leaving
just a rich Gorgon-Wensley-zola-dale taste. Add salt and pepper to
taste. <br /> <br /> Done, without wheat or significant carbs.</span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show">If you reheat it, I found it was a good plan to reheat it in a pan, with a little dash of milk and whisk it while it heats. If you just blast it in the microwave, it will separate.</span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show">I got two 11 year olds to eat it on roast chicken without complaint, so I call that a result. There aren't many ways to get Gorgonzola into an 11 year old. A pint of cream helps.</span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}">
<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span class="text_exposed_show"><br /></span></span></span></h5>
Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-22167576492016502072012-10-01T16:42:00.001-07:002012-10-01T16:54:47.037-07:00Low Carb, Try 2, part 3A familiar pattern is starting to emerge. Drop a few pounds, rebound 1-2 pounds. Repeat.<br />
I've also been tracking early morning blood glucose. over the period on the graph, it's gone from a very unhealthy 120 down to a pretty good 79.<br />
<br />
The high morning glucose was the thing that got me back onto a no-carb diet. My glucose control seemed to be failing.<br />
<br />
<img alt="" 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" /> <br />
<br />
12 pounds down. 10 more to get to a psychologically important big round number.<br />
<br />
I also fixed the month. The previous graphs were 1 month in the future.<br />
<br />Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-19822810389377035022012-09-27T09:01:00.000-07:002012-10-01T16:55:14.417-07:00Low Carb Try 2, Part 2The line went a bit wiggly, but the trend is down:<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Weight (Lbs) and Ketostix Reading vs. Date</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
<br />
On the 24th I had blood drawn for an NMR Lipoprofile and HbA1c. We'll get to see if I'm dead yet in a couple more days when the results come back.<br />
<br />Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-55190887383123413622012-09-19T09:17:00.000-07:002012-09-19T19:01:12.794-07:00Low carb, Try 2.On the basis of being lazy and having a poor diet, my weight crept back up from my low carb low of 205 up to 222. Time to do something about it. So back on the diet. This time with more fat and I've been peeing on sticks so I can make better graphs.<br />
<br />
Zero carbs for 12 days. Lots of meat, eggs, bacon and I'm drinking flax oil daily for the omega-3s.<br />
<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">Weight & Ketones vs. Time</td></tr>
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It took 7 days for the ketosis to get above trace levels (while my muscle tissue burnt through its glycogen stores). Note the change in the slope of weight when continuous ketosis kicks in on the 15th.<br />
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<br />Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-42301737902354437952011-11-20T10:19:00.000-08:002011-11-20T15:22:34.690-08:00New Eggs and Bacon Diet DataI bothered the doctor to order an NMR Lipid profile, so I can see directly measured LDL, particle sizes and lots of other cool blood metrics.<br /><br />This took longer than planned. It turns out when they order a NMR blood test, they don't call you to come in, you're supposed to know that you're supposed to call the blood testing people to arrange an appointment. I thought the doctor has already done that, but no, we both have to call.<br /><br />Anyway, after continuing to eat bacon (3 strips), eggs (3) and mushrooms sauteed in butter (3) for breakfast, avoiding sugar, wheat and simple starches, the graph now looks like this:<br /><br /><div style="text-align: center;"><img src="data:image/png;base64,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" alt="" /><br /><div style="text-align: left;"><br />The tg/HDL ratio has gone from 3.64 to 2.48 to 2.07 to 1.17. So on the tg/hdl scale, I've gone from 'dead' to 'very low risk' in a few months of eating the things I've been told not to.<br /><br />The particle sizes are in the 'normal' range, whatever than means. So there's a way to go before they get to the super fluffy state that the low-carbers claim is so easy to achieve.<br /><br /><table border="0" cellpadding="0" cellspacing="0" width="471"><colgroup><col style="mso-width-source:userset;mso-width-alt:6582;width:135pt" width="180"> <col style="mso-width-source:userset;mso-width-alt:2486; width:51pt" span="2" width="68"> <col style="mso-width-source:userset;mso-width-alt:3181;width:65pt" width="87"> <col style="mso-width-source:userset;mso-width-alt:2486;width:51pt" width="68"> </colgroup><tbody><tr style="height:15.0pt" height="20"> <td style="height:15.0pt;width:135pt" height="20" width="180">LDL Particle Number</td> <td style="width:51pt" width="68">nmol/L</td> <td style="width:51pt" width="68"><br /></td> <td style="width:65pt" width="87"><br /></td> <td style="width:51pt" align="right" width="68">1486<br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">Small LDL Particle Number</td> <td>nmol/L</td> <td><br /></td> <td><br /></td> <td align="right">431<br /><br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">TC</td> <td>mg/dL</td> <td><br /></td> <td><br /></td> <td align="right">201<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">LDL Particle Size</td> <td>nm</td> <td><br /></td> <td><br /></td> <td align="right">21.7<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">Large HDL Particle Number</td> <td>umol/L</td> <td><br /></td> <td><br /></td> <td align="right">5.7<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">Large VLDL Particle Number</td> <td>nmol/L</td> <td><br /></td> <td><br /></td> <td align="right">0.7<br /><br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">Triglycerides</td> <td>mg/dL</td> <td><br /></td> <td><br /></td> <td align="right">61<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">HDL Cholesterol</td> <td>mg/dL</td> <td><br /></td> <td><br /></td> <td align="right">52<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">LDL Cholesterol</td> <td>mg/dL</td> <td><br /></td> <td><br /></td> <td align="right">137<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">HDL Size</td> <td>nm</td> <td><br /></td> <td><br /></td> <td align="right">8.8<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">VLDL Size</td> <td><br /></td> <td><br /></td> <td><br /></td> <td style="text-align: right;">N/A<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">HDL Particle Number</td> <td>umol/L</td> <td><br /></td> <td><br /></td> <td align="right">29.1<br /><br /></td> </tr> <tr style="height:15.0pt" height="20"> <td style="height:15.0pt" height="20">LP Insulin Resistance Score</td> <td>out of 100</td> <td><br /></td> <td><br /></td> <td align="right">26</td> </tr> </tbody></table><br /><br /></div></div>Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-59371037278058249742011-09-28T18:07:00.000-07:002011-09-28T18:21:04.293-07:00Wheat Is Murder!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-jOp47KXugtQ/ToPHnmZRnKI/AAAAAAAAAEg/cQjS96Dzalk/s1600/wheatismurder.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 250px; height: 188px;" src="http://1.bp.blogspot.com/-jOp47KXugtQ/ToPHnmZRnKI/AAAAAAAAAEg/cQjS96Dzalk/s400/wheatismurder.png" alt="" id="BLOGGER_PHOTO_ID_5657585040042859682" border="0" /></a><br /><br /><br />For some time it has been suggested by some nutrition researchers that wheat in the diet may be a significant cause of heart disease, but this has been hotly disputed by the anti-fat biased researchers.<br /><br />The China study, a huge study run by T. Colin Campbell collected data across many counties in China on diet and health. He published a book claiming the results implicated meat as the cause of many common diseases.<br /><br />Then along came Denise Minger who scrutinized his claims, looked at the data and by applying proper statistical methods, found that the data actually said nothing of the sort and his claims were based on a string of elementary statistical errors. It's not quick read, but if you know statistics, you'll see substance of the argument: <a href="http://rawfoodsos.com/2010/08/03/the-china-study-a-formal-analysis-and-response/">http://rawfoodsos.com/2010/08/03/the-china-study-a-formal-analysis-and-response/</a><br /><br />She then dug into the apparent univariate associate between wheat and disease and took a proper multivariate look at the data. Here: <a href="http://rawfoodsos.com/2010/09/02/the-china-study-wheat-and-heart-disease-oh-my/">http://rawfoodsos.com/2010/09/02/the-china-study-wheat-and-heart-disease-oh-my/</a><br /><br />So it doesn't look good for wheat. I have been avoiding it while on a low carb diet and now there's solid evidence to support avoiding it.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-36464465366774520952011-08-25T12:57:00.000-07:002011-08-25T15:47:50.532-07:00The Egg and Bacon Diet UpdatedI have continued with the Egg and Bacon diet, with a simple modification
<br />- If sitting in a restaurant with a Michelin star, suspend the rules. So far that has included Bouchon in Yountville and Viajante in London.
<br />
<br />I started counting at 238 lbs.
<br />My lowest weight was yesterday at 211.
<br />My current weight today is 212. It fluctuates up and down a bit, but more down than up.
<br />
<br />In 2010, before I started this and I was an intermittent dieter and exerciser, following the conventional diet regimes that usually fail. I got a blood test.
<br />A month after starting the Egg and Bacon I got a blood test.
<br />Two days ago I got a blood test.
<br />
<br />So we can see how it's going:
<br />
<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-WESeHAyF1r0/TlbMbVnjreI/AAAAAAAAAEU/wmQFoC92jFU/s1600/blood.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 242px;" src="http://1.bp.blogspot.com/-WESeHAyF1r0/TlbMbVnjreI/AAAAAAAAAEU/wmQFoC92jFU/s400/blood.png" alt="" id="BLOGGER_PHOTO_ID_5644923952987090402" border="0" /></a>
<br />Or more tabley..
<br />
<br />I.E. Before Diet/Near start of diet/Three months into diet
<br />Total cholesterol 178 - 201 - 172
<br />LDL 111 - 138 - 112
<br />HDL 39 - 42 - 42
<br />Triglycerides 142 - 104 - 87
<br />Blood Pressure 137/80 - 132/80 - 130/74
<br />Tgl/HDL 3.64 - 2.48 - 2.07
<br />
<br />So before the diet, I had and awful tgl/HDL ratio and now it's good, hopefully I will get to below 2.0 soon.
<br />During the diet, starting immediately with the diet, my triglycerides improved and are now excellent (84).
<br />LDL shot up (bad) at the start of the diet but settled back
<br />HDL went up (good) and stayed there.
<br />
<br />The combination of higher HDL and Low triglycerides is evidence of large fluffy LDL particles which is very strong protection against cardiovascular disease (CVD). Whereas before I started the high triglycerides and poor tgl/HDL was evidence of small artherogenic LDL particles and ongoing atherosclerosis.
<br />
<br />So this is good evidence that this is making me more healthy, preventing atherosclerosis and if any was present, reversing it.
<br />
<br />In order to be more certain, I'm going in for an NMR blood test that should directly measure LDL particle size and number and a lot of other numbers that could reveal my state of health and confirm or refute that the diet is going well.
<br />
<br />Reading List
<br /><ul><li><a href="http://www.amazon.com/Know-Your-Fats-Understanding-Cholesterol/dp/0967812607">Know your fats</a>
<br /></li><li><a href="http://www.amazon.com/Why-We-Get-Fat-About/dp/0307272702/ref=sr_1_1?s=books&ie=UTF8&qid=1314302572&sr=1-1">Why we get fat</a></li><li><a href="http://www.cholesterol-and-health.com/">Cholesterol and Health</a>
<br /></li></ul>
<br />
<br />Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-88386274795457287922011-07-24T14:50:00.000-07:002011-07-24T15:03:59.969-07:00The Costco Chicken Bake DietThe Costco Chicken Bake is a quite tasty thing with chicken and other things inside a tube of pastry. They serve it hot at the cafe in Costco stores.<br /><br />While shopping at a Costco in Cardiff, myself, wifey, child and mother stopped at the cafe/canteen/plasticy-eating-area and amongst other foods, shared a Costco chicken bake. Of the four of us, three of us tasted the chicken bake.<br /><br />That evening, about 8 hours later, the three of us who had tasted the chicken bake felt the first effects of food poisoning.<br /><br />Two days later, our average weight loss per person was 4 pounds.<br /><br />So if you're looking for some quick weight loss, have a bathroom handy and three days to spare, consider trying a Costco chicken bake at the Cardiff Costco.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1tag:blogger.com,1999:blog-7867191771194388223.post-69841389833975174872011-03-14T12:32:00.000-07:002011-08-25T12:57:26.763-07:00The Eggs and Bacon DietFollowing the last post, I've been doing a lot of work reading up on recent scientific research on diet, nutrition and health.
<br />
<br />I'm writing up a summary of what I've learned, complete with all the reference and research citations. But without a basic grounding in organic chemistry, it's hard to follow the mechanistic arguments, but it's easy to follow the resulting diet advice and the hand-wavy arguments.
<br />
<br />I've been taking my own medicine and eating in accordance with the dietary advice and so I have some data.
<br />
<br />So here it is:
<br />
<br /><span style="font-weight: bold;">1) Dietary Saturated fat is good for you. Dietary Polyunsaturated fat is very bad for you. Monounsaturated fat is ok.</span>
<br />What?! The government says otherwise and has done since the 1970s.
<br />Well the government is wrong. Here's why: LDL and HDL cholesterol has been misnamed as bad and good cholesterol. LDL is not bad. LDL has a purpose in the body. However it comes in small and large variants. LDL is not bad, except that small LDL particles oxidize easily and oxidized LDL particles are what can invade the artery walls and start the process of plaque formation that leads to coronary heart disease (CHD).
<br />
<br />What makes LDL cholesterol oxidize and kill you? Time and Polyunsaturated Fatty Acids (PUFAs). The longer that the LDL cholesterol circulates in the blood before returning to the liver, the more likely it is the oxidize. When they bump into PUFA molecules, the PUFA molecule does a good job at helping to oxidize the LDL.
<br />
<br />Saturated fat is much more stable, promotes the generation of larger (non oxidizing) LDL. Whereas PUFAs help cause LDL cholesterol to oxidize.
<br />
<br /><span style="font-weight: bold;">2) Dietary Cholesterol is good for you</span>
<br />What?! The government has said otherwise since the 1970s.
<br />Again the government is wrong.
<br />Your own body makes cholesterol (there are several types). It makes more cholesterol than you eat. Typically, your body (I.E. every cell in your body) makes 85% of your cholesterol and you eat 15%.
<br />
<br />The body wants to keep cholesterol at a level, so if you eat more, it makes less. If you eat less, it makes more.
<br />
<br />To gloss over a complex sequence of organic synthesis steps, if you eat more cholesterol, your cells need to make less of it and so they get to build the safe, large LDL molecules in place of the easy-to-oxidize small (type b) LDL molecules. So you don't get CHD. Take a look at the increase in CHD in America since the government told people to stop eating cholesterol.
<br />
<br />'but research shows that lowering cholesterol with statins reduces the risk of heart attack' you say. Yes, but they are talking about cholesterol in the blood, which is a completely different thing to dietary cholesterol. Statins, by lowering blood cholesterol overall, they also lower the amount of bad LDL and so in people at risk with bad LDL, it helps. However they would not be at risk if they only had good LDL. I.E. the benefit of statins relies on people have messed up cholesterol ratios.
<br />
<br /><span style="font-weight: bold;">3) High Glycemic index foods (sugars and starches) are very bad for you.</span>
<br />These foods stimulate a strong insulin response to control the sugar level in the blood stream resulting from the rapid breakdown of the sugars and simple starches into glucose and fructose. This has a lot of knock on effects, the end result of which is type 2 diabetes. But before that, the insulin tells the body to consume energy from sugars instead of from fat released from fat stores. Then after the sugar goes away, the insulin hangs around, leading to a blood sugar drop and leaving the fat cells holding only their energy, so you feel lethargic and hungry. So you eat more. This is a problem that leads to weight gain.
<br />The alternative, low glycemic index foods, break down slowly and so don't lead to an insulin spike, so your fat cells feel happy about releasing fat stores into the blood for use by the body.
<br />
<br /><span style="font-weight: bold;">4) Vitamin A and D need to be in balance.</span>
<br />What?! My doctor told me to take massive vitamin D supplements.
<br />However recent research has shown that vitamin A inhibits the function of vitamin D and vitamin D inhibits the function of vitamin A, so you want them to be in the right ratio. What's the right ratio? Well without quoting number, fatty fish have exactly the right ratio. So does cod liver oil. So dump the vitamin pills and get eating the salmon steaks and cod liver oil pills.
<br />
<br /><span style="font-weight: bold;">5) Choline is good for you</span>
<br />The government doesn't disagree with this, but their dietary advice doesn't provide for sufficient choline because its major source are in liver and eggs and they don't want you eating those because they have saturated fat and cholesterol, so their misguided advice on fat and cholesterol is messing up their choline advice.
<br />
<br /><span style="font-weight: bold;">6) Calories still matter but some are better than others</span>
<br />If you want to use up fat stores, you need to get the fat being released and you need to have an overall energy deficit so that it gets used. Fortunately you don't need to get hungry for this to be the case. If you're eating more or less your metabolic rate in saturated fats, cholesterol and low glycemic index vegetables, then you will not feel hungry, because you will have plenty of fat-energy in the blood to draw upon. There is a roughly 30% conversion loss when processing low glycemic index foods, compared to processing sugar. So you burn up energy faster. Exercise helps redress the balance and has lots of other beneficial side effects.
<br />
<br /><span style="font-weight: bold;">So what does it all mean for diet?</span>
<br />
<br />1) Do a bit of research and get a feel for how many calories are in the foods below so you can meter out about the right amount of daily calories. This should give you three good sized meals a day.
<br />
<br />2) Eat foods high in protein and with saturated fat.
<br />I like lamb and steak. If you like offal, then great, but I don't.
<br />
<br />3) Eat eggs. 3-4 a day is good.
<br />The cholesterol will bring your LDL and HDL ratios into better balance and increase the size of the LDLs, so protecting you from CHD. The yolks have a lot of what you need, including saturated fats, cholesterols, vitamins and choline.
<br />
<br />3) Eat low glycemic index vegetables and Fruits
<br />Brocolli and cauliflower taste great with cheese melted on top.
<br />There are lots of web site that will show you the glycemic index of foods.
<br />
<br />4) Eat fatty fish and/or take cod liver oil.
<br />The fatty fish has healthy saturated fats and vitamins A and D in good ratios. So does cod liver oil.
<br />
<br />5) Drink whole milk and enjoy your cheese.
<br />Nutrients in milk and other foods don't transport themselves. They need to be transported on the backs of fat molecules. So the good stuff in skimmed milk never gets through.
<br />
<br />6) Avoid wheat products (bread) rice and other high glycemic index foods.
<br />
<br />7) Eat NO polyunsaturated fats.
<br />None. You will get a little bit from fish and meat and you only need a little bit. Too much and you risk more LDL oxidation and hence CVD.
<br />
<br />Trans fats are just bad, but you already knew that.
<br />
<br />So after a few days of fried egg, bacon and mushrooms for breakfast. Steak for dinner. Side vegetables made palatable with butter and cheese. Snacking on fruit (in my case bananas, grapes, apples and oranges are top of the list). I have managed to not be hungry, to lose weight and to eat yummy food. I also get the satisfaction of knowing that modern research agrees that this will improve my odds of contracting from a handful of 'modern' diseases like cancer, CHD, Alzheimer's and diabetes. This seems like a good thing.
<br />
<br />What are the numbers?
<br />Day/Weight
<br />01/237
<br />02/235.8
<br />03/234.2
<br />04/233.6
<br />05/231.6
<br />06/231.4
<br />07/229.8
<br />
<br />That's a little over a pound a day. 3.04% of body weight lost in 7 days, by changing nothing except following the above advice - high protein, cholesterol, good carbs. No bad carbs or PUFAs. Keeping half an eye on the calories, but not going hungry.
<br />
<br />I'm signed up for a blood test, so I can find out how my blood numbers have changed.
<br />
<br />It's hard to look at a plate of bacon, eggs and mushrooms and not think that they are unhealthy. But it seems worth trying. It's a shame I make good bread though.
<br />
<br />
<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-kTkjUtvTCIA/TX_UVDeKNWI/AAAAAAAAAEI/lmDS6rB28f0/s1600/weight.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 246px;" src="http://4.bp.blogspot.com/-kTkjUtvTCIA/TX_UVDeKNWI/AAAAAAAAAEI/lmDS6rB28f0/s400/weight.png" alt="" id="BLOGGER_PHOTO_ID_5584415521136850274" border="0" /></a>
<br /><img src="file:///C:/Users/djohnst1/AppData/Local/Temp/moz-screenshot.png" alt="" />Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com4tag:blogger.com,1999:blog-7867191771194388223.post-570361629347392902011-03-08T17:49:00.001-08:002011-03-08T18:36:53.847-08:00Pancake DilemmaToday is pancake day.<br />That is British pancake day. The day on which you make <a href="http://en.wikipedia.org/wiki/Pancake#United_Kingdom">pancakes</a> and eat them rolled up with lemon juice and sugar sprinkled on the inside. do not confuse them with crepes, which are thin, French and whussy.<br /><br />My mistake was to sit down and watch '<a href="http://www.fathead-movie.com/index.php/about/">Fat Head</a>' on Netflix the night before. But first - some context:<br /><br />I'm a sciency sort of person. I can tell the difference between bald, unsupported assertion and properly conducted scientific research that supports an assertion. Amongst the many things I considered bald, unsupported assertions are the claims of the benefits of low calorie diets, the existence of god, P=NP and the Atkins diet.<br /><br />I formed my opinion on the Atkins diet several years ago, around the time the Atkins diet grew in popularity in the early 21st century. It was literally unsupported by any published peer reviewed research, and as such, could and should be ignored until some data came out.<br /><br />What I've learned since then, is that we don't really know how the whole stomach/hunger thing works. This realization came after reading a bunch of research related to wifey's laproscopic banding surgery. It works, but we really don't know why.<br /><br />So back to the docu-movie. It addressed the fact that in the past couple of decades, a bunch of research has completed and has told us quite a bit about how the sugar/carb/protein/insulin thing works. It more or less supports the Atkins assertions. The film makes a few bald assertions of its own, but there's real research out there and you can go and find it.<br /><br />I did what any vaguely interested lazy person would do and did a bit of googling at work when I was supposed to be working. I found a reasonably nice summary of the information in the movie, without the funny bits or Netflix <a href="http://www.cheeseslave.com/2011/02/15/video-weston-a-price-foundation-attacks-2010-usda-dietary-guidelines/">here</a>.<br /><br />So back to the <a href="http://en.wikipedia.org/wiki/Pancake#United_Kingdom">pancakes</a>. Pancakes are made from an apparently (under low carb orthodoxy) toxic mix of refined carbs (flour) with saturated fat (butter, milk & eggs). Pancakes come out better if you mix the batter a few hours before you use the. So making it the night before is ideal.<br /><br />So I mixed the batter last night, popped it in the fridge and sat down to watch the movie, which informed me of exactly why eating pancakes is a bad idea.<br /><br />Never mind. It takes more than a scientifically proven carbohydrate hypothesis to keep me away from pancakes for breakfast on pancake day. The batter was poured into a hot pan and the seventh level of carb hell was entered once more. It was delicious. Never mind, I'll go get some steaks and coconut oil tomorrow.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1tag:blogger.com,1999:blog-7867191771194388223.post-68441945220937136492011-02-22T23:02:00.000-08:002011-02-23T09:27:23.059-08:00Making French MacaronsThat's right. Macarons, not Macaroons. It's French.<br /><br />Minor acts of googling reveals that it is easy to get French Macarons very wrong and there's lots of conflicting advice on how to get it right. On my first attempt, I succeeded in making tasty but very lumpy, misshapen blobs commonly known as macawrongs.<br /><br />However I'm generally reluctant to take on a new recipe without having the time set aside, because I prefer to experiment and perfect until I can do it at least as good, and preferably better than the pros. So taking on something that is commonly described as being actually *hard* is not the best idea.<br /><br />Fortunately, I found someone who likes to operate the same way I do, reviewing recipes, plotting graphs to see what the spread of ratios looks like, making multiple test cooking and keeping notes of the results of each variable. The masterful result of her research into cooking macarons is <a href="http://notsohumblepie.blogspot.com/2010/04/macarons-101-french-meringue.html">here</a>.<br /><br />After 20 minutes in the oven at 290F, a cooling off and a spludge of ganasch in between, they look something like this, not perfect, not puffy enough, but free of voids and cooked right:<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-M39ECQSBhys/TWVC9y4my2I/AAAAAAAAAD4/v3Ye-vzAR2Q/s1600/IMG_4838.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://1.bp.blogspot.com/-M39ECQSBhys/TWVC9y4my2I/AAAAAAAAAD4/v3Ye-vzAR2Q/s400/IMG_4838.JPG" alt="" id="BLOGGER_PHOTO_ID_5576937342966877026" border="0" /></a><br />Close up, one looks something like this:<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-g_d9DyByrmo/TWVDWuKuX-I/AAAAAAAAAEA/rfx6sxLHthY/s1600/IMG_4839.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://4.bp.blogspot.com/-g_d9DyByrmo/TWVDWuKuX-I/AAAAAAAAAEA/rfx6sxLHthY/s400/IMG_4839.JPG" alt="" id="BLOGGER_PHOTO_ID_5576937771197423586" border="0" /></a>Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com3tag:blogger.com,1999:blog-7867191771194388223.post-53312966843163299992011-02-20T21:39:00.000-08:002011-02-20T21:40:32.951-08:00JobbageI got practically offered a job yesterday. Where are these people when you actually need them?Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-72243313425157011252011-02-13T13:30:00.000-08:002011-02-13T15:43:55.805-08:00The Shortbread QuestIf you've been following <a href="http://tinasweight-lossjourney.blogspot.com/">Wifey's blog</a> recently, you will know that there has been something of a shortbread quest going on in the kitchen.<br /><br />One of them looks like this..<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/--phoJTn6L7I/TVhOkkzomDI/AAAAAAAAADo/VtfffY4MZvk/s1600/IMG_4787.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://1.bp.blogspot.com/--phoJTn6L7I/TVhOkkzomDI/AAAAAAAAADo/VtfffY4MZvk/s400/IMG_4787.JPG" alt="" id="BLOGGER_PHOTO_ID_5573290929133492274" border="0" /></a><br /><br />She started it, but I had to do the baking. Last weekend she came home from a long hard shopping trip with a real shortbread tin. The sort with patterns and cut lines molded in it. Sorry, no pictures.. it's in the dishwasher right now.<br /><br />After several experiments, I iterated towards the following recipe, which is as good as I've got so far. When squished in the shortbread tin and cooked, they look something like this..<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-ZxI47MXOBCA/TVhPL8kge9I/AAAAAAAAADw/8ARA6Tw6D2M/s1600/IMG_4833.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://2.bp.blogspot.com/-ZxI47MXOBCA/TVhPL8kge9I/AAAAAAAAADw/8ARA6Tw6D2M/s400/IMG_4833.JPG" alt="" id="BLOGGER_PHOTO_ID_5573291605527395282" border="0" /></a><br /><div style="text-align: center;"><span style="font-weight: bold;">Better Shortbread Recipe</span><br />David Johnston<br /></div><br />Shortbread is supposed to be 'short', meaning tender and crumbly, the opposite of bread which is chewy and robust. To do this you need to minimize the development of gluten, the opposite of what you do to bread.<br /><br />Things you can do to prevent gluten development are to keep it cold (as with pastry), avoid kneading it (as with pastry) and use soft flour (as with pastry). Another thing to improve lightness and crumbliness is to get air into the mixture by creaming the sugar and butter. Cutting the butter with the flour rather than folding/kneading it in is also good, since the butter is incorporated as little butter particles, rather than being uniform, so when it melts it leaves zones of high and low density, adding to crumbliness.<br /><br />These things are at odds, because to cream butter, it has to be warm enough to be creamed. So you can't then cut it in because the butter is softened.<br /><br />So my solution (as with bread) is to take the extra time to make it right. Namely cream the softened butter, sugar, salt and any flavoring vigorously in a mixer to get it well airated, then wrap it in wax paper or parchment (silicone paper) and stick it in the fridge for a few hours or overnight to re-harden.<br /><br />Then cut the hardened butter/sugar mixture into the flour with a pastry cutter and cook. Keep your tools, flour and bowls cool, so it's good to stick them in the fridge with the butter while it hardens.<br /><br />The shortbread needs to be cooked low and slow to prevent it browning, while giving it enough time to cook through.<br /><br />Also a nice thick shortbread will spread out in the oven as the high butter content melts. So instead of baking it on a cookie sheet, bake it in a cake pan, lined with parchment so you can get it back out again. I used a Williams & Sonoma Goldtouch nonstick 9" round cake pan. The gold colour seems to strike the right balance between heat absorption and reflection. My black cake tins are good at burning things. If wifey/hubby brings home a proper shortbread pan, use that.<br /><br />One sign of success with this recipe is that the baked dough rises up a little and so the top undulates a bit. This is evidence that air was incorporated during the creaming.<br /><br />My experimentation led me to a good ratio of sugar:butter:flour of 1:2:2.25 by weight.<br />I found that adding vanilla is a good thing, filling out the flavour a bit.<br />For consistency, use unsalted butter, so you can control the amount of salt and measure all the bulk goods by weight, not volume.<br /><br />While the recipe below is a single batch recipe, it's handy just to make up larger batches of sugar/butter mix ahead of time and then weigh out as much as is required to fill whatever vessel you are cooking it in.<br /><br />E.G.<br />--- Day 1.<br /><br />4 oz powdered/icing sugar<br />8 oz (two US sticks) of room temperature unsalted butter. (remember to take the butter out a few hours earlier)<br />1 teaspoon vanilla extract<br />1/2 teaspoon salt<br />9 oz cake flour<br /><br />Cream the sugar & butter in a stand mixer with a scraper blade. Start slow to keep the power under control. Once it is coming together run it for a few seconds at a faster speed then stop.<br /><br />Add the vanilla and salt then mix at a fast speed for a couple of minutes to airate the mixture.<br /><br />Use a spatula to scrape all the butter onto the middle of a large sheet of wax paper (parchment will work, but sellotape doesn't stick so well) roll it into a log in the paper, twist the ends to tighten it and tape it shut. Put this in the fridge overnight or for several hours, to cool, along with the flour and bowl you will be using later.<br /><br />--- Next day<br /><br />Put the cold butter/sugar mix into the flour and cut it in with a pastry cutter. Then use your fingertips, like as with pastry, to rub it together to form breadcrumbs, while avoiding warming it up too much. Unlike pastry, following the breadcrumbs, it will start coming together as a dough. This is the time to scrunch it together to form a dough ball, flatten to a disk, wrap in pastic wrap and put in the fridge for 15 minutes to relax it, so it'll shape more easily.<br /><br />If it remains to crumbly to form a dough, wet your hand and shake a few drops of water in the bowl, then mix in with a knife. This should get it to come together.<br /><br />Prepare a 9" straight sided round cake pan, putting parchment in the bottom and greasing the sides with butter or Pam. Or grease the shortbread pan wifey brought home.<br /><br />Press the dough into the bottom of the pan, get it to reach the sides, then use a flat object, like the bottom of a glass to press the surface reasonably flat.<br /><br />If you're cooking it top-up, poke the top all over with a fork (mostly for traditional decoration) and pre-cut the segments with a sharp knife, so they can be broken apart after cooking. Sprinkle with sugar and/or turbinado sugar.<br /><br />If you're cooking in a shortbread mold, the top is down, so you can't really sprinkle things on it.<br /><br />Cook in a pre-headed 275F oven for 1 hour. Take out and decant onto a cooling rack, cut it into separate parts, move them apart a little bit and return on the rack to the oven for another 30 minutes. This gives them a lot more open surface area, so it gets them to dry out properly.<br /><br />Take out and allow cool and harden completely.<br /><br />The result should be crumbly, sweet, melt in the mouth, reasonably dry and short (not chewy).<br /><br /><br /><h6 class="uiStreamMessage" ft="{"type":"msg"}"><span class="messageBody"><span style="font-weight: normal;"></span><br /></span></h6>Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com2tag:blogger.com,1999:blog-7867191771194388223.post-82834551345866661682011-02-12T23:38:00.001-08:002011-02-13T00:12:48.653-08:00Yes there's a recipe.By popular request, yes the Asian pear pi pie does have a recipe. Here it is..<br /><br />1) Have wifey come home with a number of asian pears.<br />2) Leave them lying around for a couple of days, until you work out that no one is going to eat them.<br />3) Chop up the pears, put them in a pan with just enough water to cover, 1/3 cup sugar and cook until they're soft. Then freeze them in a ziplock bag so they don't go off.<br />4) Wait a few weeks until you run out of space in the freezer and so decide to use the bag of asian pear slices for something.<br />5) Pre-heat the oven to 350F.<br />6) Get out the pears and defrost, but retain all the juice that comes out and put it in a bowl. The freezing will have bust up all the cell walls, which is good.<br />7) Put the slices in a sieve or colander over the bowl with the juice, sprinkle on some sugar and mix it in with your hands. Leave it to macerate for an hour, giving it a mix with your hands every now and then. Lots more juice will collect in the bowl.<br />8) Put the juice in a pan and add three heaping tablespoons of sugar. Heat it and boil it until it reduces to 1/3 of the original volume. It will be a nice thick syrup at that point.<br /><br />9) While the syrup is reducing, make enough sweet pastry for your baking dish. I won't tell you how to make pastry. I use the recipe in the Julia Child book. But I make about 50% more than they suggest, because frankly, trying to roll out 'just enough' pastry to fit a dish is hell.<br />10) Add 1/4 cup of brown sugar and 1/2 cup of white sugar, a teaspoon of cinnamon, the zest and juice of 1 lemon and a small sprinkling of allspice and nutmeg to the pear slices and mix together.<br />11) Roll out 1/2 the pastry and put in the baking dish.<br />12) Fill it with the pear slices.<br />13) Sprinkle 1/4 cup of flour over the pears evenly.<br />14) Pour the pear juice reduction/syrup evenly over the pears. It all would have been too soggy if you hadn't reduced the liquid.<br />15) Egg wash the lip to make it stick to the lid. Roll out and put on the pastry lid, make some steam holes, fashion a Pi shape with bits of pastry cut from the edge of the baking dish.<br />16) Cover all over with egg wash for nice browing.<br />17) Generously sprinkle with turbinado sugar for a nice granular look on top.<br />18) Cook for about an 50 minutes to 1 hour in the 350 degree oven.<br />19) Take out and allow to cool. If you like, put it in the fridge so it sets up inside.<br />20) Have someone import Bird's eye custard powder (unless you're in the UK), prepare as on the instructions on the packet and apply liberally to a slice of the pie.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-66598463733210340822011-02-10T13:16:00.001-08:002011-02-10T13:31:04.036-08:00Lets celebrate! I now have two followers!So lets celebrate with a a pi pie joke..<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-jiMchkqRKUA/TVRV7_LU9zI/AAAAAAAAADI/bKWMQUTs3Wk/s1600/PiPie.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://2.bp.blogspot.com/-jiMchkqRKUA/TVRV7_LU9zI/AAAAAAAAADI/bKWMQUTs3Wk/s400/PiPie.jpg" alt="" id="BLOGGER_PHOTO_ID_5572173128023734066" border="0" /></a>This is the oldest math joke in pie making.<br /><br />Of course , if you're reading this as a side effect of laparoscopic gastric banding, you'll shudder at the sight of the following because the missing slice would sit at the top of the restriction and induce all sorts of bending-over-the-sink episodes..<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_gEze36UR3fE/TVRWu-pHjGI/AAAAAAAAADQ/k3UulrYBIB8/s1600/PiPie2.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://1.bp.blogspot.com/_gEze36UR3fE/TVRWu-pHjGI/AAAAAAAAADQ/k3UulrYBIB8/s400/PiPie2.jpg" alt="" id="BLOGGER_PHOTO_ID_5572174004053576802" border="0" /></a><br />But there is a solution. There is real custard, made from whisking eggs and sugar over a low heat to form a sabayon type mixture that is then combined with hot milk to form a smooth custard, thickened by the unrolling proteins in the egg. But a non foodie British person wouldn't recognize that at custard. In Britain, real custard is made from fake custard powder from a tin can supplied by <a href="http://www.britishfoodshop.com/shopexd.asp?id=17">Bird's Eye</a> foods. <a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TVRYuSDzYvI/AAAAAAAAADg/3A2MRXrXoM0/s1600/birdseye.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 200px; height: 200px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TVRYuSDzYvI/AAAAAAAAADg/3A2MRXrXoM0/s400/birdseye.jpg" alt="" id="BLOGGER_PHOTO_ID_5572176191109161714" border="0" /></a>Frankly it's more of a palava to make than real real custard, but when applied correctly, it will supply the lubrication for the pi pie to pass the constrictive pie hole. Truly something to celebrate...<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-_YPlVSbw31s/TVRX_GXiwLI/AAAAAAAAADY/1cpWTgKtjF4/s1600/PiPie3.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://1.bp.blogspot.com/-_YPlVSbw31s/TVRX_GXiwLI/AAAAAAAAADY/1cpWTgKtjF4/s400/PiPie3.jpg" alt="" id="BLOGGER_PHOTO_ID_5572175380516880562" border="0" /></a>Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com5tag:blogger.com,1999:blog-7867191771194388223.post-88469257562309927452010-11-30T20:52:00.000-08:002010-11-30T21:46:07.835-08:00English Bacon?On the weekend we headed out to the other side of town to<a href="http://www.gartnersmeats.com/"> Gartner's Country Meat Market</a> because they claimed to sell 'English' Bacon. To our surprise, it was a real butchers with knives. Not the usual supermarket with shrinkwrapped pre-cut meats. We found the English bacon at the end of the counter, next to a couple of other types of bacon.<br /><br />In Britain we don't call bacon 'English' bacon. We have a much more diverse set of bacon types than in the US. Back bacon, side bacon, streaky bacon, dry cured, wiltshire cured etc, etc. So British expats in the US soon begin to miss the good bacon from back home, when faced with the poor selection in the US. It is almost all streaky, smoked bacon. There is also 'Canadian' bacon, which isn't bacon at all.<br /><br />So it was time to test it. I pulled one out of the wrapping and put it in a pan<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TPXWHvyVKnI/AAAAAAAAABg/kGQQhc5yYP8/s1600/IMG_4549.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 400px; height: 267px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TPXWHvyVKnI/AAAAAAAAABg/kGQQhc5yYP8/s400/IMG_4549.JPG" alt="" id="BLOGGER_PHOTO_ID_5545573944751630962" border="0" /></a>The butcher claims it is like English back bacon. The first thing you notice is that it isn't shaped like back bacon. It is much larger and rounder, filling my small pan. Presumably this is because they cut up the pig differently in the US and just processed meat from the same general area as normal back bacon. It was cut very thick, which is fine. It certainly smelled right.<br /><br />There is a lot less fat than you find on typical American bacon and it is mostly situated around the outside rather than running through the middle.<br /><br />I started cooking it the usual way, first on high to get it going, then down to low to continue cooking. Three minutes later it started smelling like proper bacon and started to darken a bit. Being thick, the fat hasn't started rendering yet.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TPXXTMfP4fI/AAAAAAAAABo/nk2QB1XJRwQ/s1600/IMG_4550.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TPXXTMfP4fI/AAAAAAAAABo/nk2QB1XJRwQ/s400/IMG_4550.JPG" alt="" id="BLOGGER_PHOTO_ID_5545575240946409970" border="0" /></a><br />Another three minutes things start bubbling and it shrinks a little:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TPXX6AUbSpI/AAAAAAAAABw/ORkYDLDp4f8/s1600/IMG_4551.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TPXX6AUbSpI/AAAAAAAAABw/ORkYDLDp4f8/s400/IMG_4551.JPG" alt="" id="BLOGGER_PHOTO_ID_5545575907694693010" border="0" /></a>Another three minutes, more shrinking and fat rendering, it's time to turn it over:<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_gEze36UR3fE/TPXYgm2YJ4I/AAAAAAAAAB4/kMfwtmRL3-8/s1600/IMG_4552.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://2.bp.blogspot.com/_gEze36UR3fE/TPXYgm2YJ4I/AAAAAAAAAB4/kMfwtmRL3-8/s400/IMG_4552.JPG" alt="" id="BLOGGER_PHOTO_ID_5545576570872670082" border="0" /></a>So here's what the other side looks like. It doesn't cook like American bacon which turns curly and brittle and crispy very quickly. It cooks like a normal meat, browning on the outside and staying chewy in the middle.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_gEze36UR3fE/TPXaJeuRmNI/AAAAAAAAACA/ROFOAL6N3uI/s1600/IMG_4553.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://2.bp.blogspot.com/_gEze36UR3fE/TPXaJeuRmNI/AAAAAAAAACA/ROFOAL6N3uI/s400/IMG_4553.JPG" alt="" id="BLOGGER_PHOTO_ID_5545578372577466578" border="0" /></a>This bacon then takes on the nice property of lifting up in the middle instead of curling up at the edges, so the sides cook well and the fat renders well. So it's much less fussy than American bacon to cook. As you can see, it's cooking nice and uniformly.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TPXbXH3r16I/AAAAAAAAACI/RSEyPecYSyU/s1600/IMG_4554.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TPXbXH3r16I/AAAAAAAAACI/RSEyPecYSyU/s400/IMG_4554.JPG" alt="" id="BLOGGER_PHOTO_ID_5545579706472716194" border="0" /></a>Three more minutes and its looking better with most of the fat rendered out.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_gEze36UR3fE/TPXcj-E59MI/AAAAAAAAACQ/3E1g9QkHnJ4/s1600/IMG_4555.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://4.bp.blogspot.com/_gEze36UR3fE/TPXcj-E59MI/AAAAAAAAACQ/3E1g9QkHnJ4/s400/IMG_4555.JPG" alt="" id="BLOGGER_PHOTO_ID_5545581026693739714" border="0" /></a>Time to turn it over again and see what's happening underneath<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_gEze36UR3fE/TPXckH2eRGI/AAAAAAAAACY/9KpodpDx0hA/s1600/IMG_4556.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://2.bp.blogspot.com/_gEze36UR3fE/TPXckH2eRGI/AAAAAAAAACY/9KpodpDx0hA/s400/IMG_4556.JPG" alt="" id="BLOGGER_PHOTO_ID_5545581029317559394" border="0" /></a>Another 3 minutes and it looks done.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_gEze36UR3fE/TPXcklhqTSI/AAAAAAAAACg/d8kHbkIYhYA/s1600/IMG_4557.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://4.bp.blogspot.com/_gEze36UR3fE/TPXcklhqTSI/AAAAAAAAACg/d8kHbkIYhYA/s400/IMG_4557.JPG" alt="" id="BLOGGER_PHOTO_ID_5545581037283331362" border="0" /></a>Pat it off on a paper towel. It's not crispy, it's proper bacon you can chew instead of the typical American bacon flavoured tortilla chip.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/TPXck95A5GI/AAAAAAAAACo/TTzDh-iUv04/s1600/IMG_4558.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/TPXck95A5GI/AAAAAAAAACo/TTzDh-iUv04/s400/IMG_4558.JPG" alt="" id="BLOGGER_PHOTO_ID_5545581043823731810" border="0" /></a>The taste test. Slap it in between some white bread and give it a go.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_gEze36UR3fE/TPXclLscxUI/AAAAAAAAACw/aKB2bc3iFPw/s1600/IMG_4559.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://4.bp.blogspot.com/_gEze36UR3fE/TPXclLscxUI/AAAAAAAAACw/aKB2bc3iFPw/s400/IMG_4559.JPG" alt="" id="BLOGGER_PHOTO_ID_5545581047529129282" border="0" /></a>Success! It tastes like proper bacon. Even quick quality, fancy, thick, proper bacon.<br /><br />There isn't an inch deep oil slick in the pan either. So we'll be coming back for more when the bacon we brought runs out.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_gEze36UR3fE/TPXgzbZDHII/AAAAAAAAAC4/-ZV1mz1CaY0/s1600/IMG_4560.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="http://4.bp.blogspot.com/_gEze36UR3fE/TPXgzbZDHII/AAAAAAAAAC4/-ZV1mz1CaY0/s400/IMG_4560.JPG" alt="" id="BLOGGER_PHOTO_ID_5545585690307402882" border="0" /></a>Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-27170395904252522092010-01-11T16:29:00.001-08:002010-01-11T16:32:24.539-08:00What beer?A controlled and scientific study, operated out of my fridge, has established that Newcastle Brown added to dough makes better bread than Heineken. If you send 6 packs of other beer types, I will test them on your behalf.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1tag:blogger.com,1999:blog-7867191771194388223.post-21081543362600820092009-11-24T21:36:00.000-08:002010-01-29T21:54:59.856-08:00The Bread Recipe<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_gEze36UR3fE/S2PJjrFvL5I/AAAAAAAAABE/A1OPJNBPIQM/s1600-h/bread.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 309px;" src="http://3.bp.blogspot.com/_gEze36UR3fE/S2PJjrFvL5I/AAAAAAAAABE/A1OPJNBPIQM/s400/bread.jpg" alt="" id="BLOGGER_PHOTO_ID_5432407190238343058" border="0" /></a><br />This recipe is a variant of the popular no-knead bread cooked in a crock pot recipe but has undergone a lot of tweaking to get consistent results and optimum crust, following a few months of experimentation.<br /><br />I'm not in the habit of posting recipes on the internet, but I get asked for this recipe a lot, so I can just point people here when they come asking.<br /><br />The original recipe as invented by Jim Lahey and propagated by Mark Bittman can be found <a href="http://www.nytimes.com/2006/11/08/dining/081mrex.html">here</a>.<br /><br />They call for 3 cups of flour, but cups are not a reliable measure and the hydration level matters here.<br /><br />They call for 1 5/8 cups of water. Fine, but measuring to 1/8 cup in normal kitchen measuring jugs isn't easy.<br /><br />The show 'America's Test Kitchen' did a segment on this bread. They claimed it was hard to get consistent results, so they reduced the hydration a bit and added vinegar and beer for flavour. To compensate for the lack of hydration, they had to knead the dough a bit after the first rise. Unfortunately, this messes up the glorious crumb texture, killing the random big holes that make the crumb so perfect. They also suggested heating the pot to 500F then reducing the oven to 425 when you put the dough in. That bit works perfectly.<br /><br />I merged the two recipes and did a bit of pre-mixing to easily get the consistency of results that ATK stated is hard to get.<br /><br />The Rules...<br /><br /><span style="font-weight: bold;">The pot</span><br />Use a big Le Creuset Style pot. Do get the metal knob. Le Cruset sell them. I don't think the brand matters. Steam is steam and dough is dough. Neither cares what brand the pot is.<br /><br />The same dough in a smaller Le Cruset will not work out the same. It probably reduces the rate at which moisture gets out, because there's less volume of air above the dough and the dough is more spherical and climbing the walls, so there's a smaller volume to surface area ratio. The risk is that you get a grey, over moist, tasteless crumb. I get around this by leaving the smaller pot in for five more minutes than in the larger pot. Experiment to be sure.<br /><br /><span style="font-weight: bold;">The Ingredients</span><br /><ul><li>Weigh your flour and liquid. Don't measure by volume.</li><li>15 oz of bread flour</li><li>1 tablespoon of white wine vinegar.</li><li>~3 oz light beer</li><li>Enough water to make the liquid up to 13 oz with water.</li><li>2 teaspoons of Kosher salt.</li><li>1/8 teaspoon of yeast. </li></ul>All other recipes call for instant yeast, but good luck finding it in your local supermarket. I use Bob's Red Mill Active Dry yeast. Yeast lore suggests that a smaller amount of instant yeast == a larger amount of active dry yeast and the active dry needs to be proofed. Whatever the truth of that, 1/8 teaspoon of Bob's active dry works great. Keep the yeast in the fridge. Mine's going strong a year later. In this bread, less yeast really is more. You want the stuff to grow slowly, giving time for enzymatic action to have a go before the yeast gobbles up all the food.<br /><br /><span style="font-weight: bold;">The procedure</span><br />This probably could be described as the - "measure by weight, assemble like Lahey, ingredients like Americas Test Kitchen but keep the full hydration" - method.<br /><br />I follow these steps and get consistent results.<br /><br /><ul><li>Put the dry goods in your biggest bowl and stir it up. I use a whisk. You want the yeast and salt to be well distributed before you start the sticky phase. This is one of the important steps that leads to consistent results.</li><li>Pour in the liquid and mix it up with your hand until it is well integrated. Try not to get dough on the rim of the bowl, if you do, wipe it off. You need a clean edge for the cling film.</li></ul>I use a spatula to clean off the dough club hand and scrape the sides of the bowl down to the dough and push the edges of the dough in, making a more spherical shape.<br /><ul><li>Cover the bowl tightly in clingfilm and leave in a warm place for 18 hours.</li></ul>The typical recipe says leave it in a warm place. My kitchen isn't warm at night and I don't have a bakery where it is warm. So the bowl goes on the counter on top of the dishwasher and the dishwasher is started. The heat from the dishwasher is just right to make the yeast happy. You will thank me for this, because it not only guarantees a rise, but you're sure to have a clean bowl for your Wheetabix in the morning, since you've just run the dishwasher.<br /><br />You then need to shape it and put it in a proofing bowl.<br /><br />Spill out the dough onto a heavily floured surface. Other recipies say 'lightly floured' I don't know what they are thinking. The dough will stick to anything. Be generous with the flour underlay if you want to to go easy. Spread it out a bit. Use your fingertips and try to avoid degassing it. Fold in the four sides. Try to pull and stretch a bit as you lift an edge to fold it. The original video shows it well at around 2.23 into the action.. <a href="http://www.youtube.com/watch?v=13Ah9ES2yTU">http://www.youtube.com/watch?v=13Ah9ES2yTU</a> .<br /><br />Here's where the America Test Kitchen version comes back in. Lahey messed with cloths and polenta which seems messy and the polenta burns. America's Test Kitchen lined a proofing bowl (a skillet in their case) with a square of parchment. I just use the bowl I did the first rise in (for less washing). So I do this..<br /><ul><li>Spray the parchment with some pam.</li><li>Line the bowl with the parchment, pam side up.</li><li>Dump in the dough to rise for a couple of hours. 3-4 hours rise won't do any harm and will give a bit more lift.</li></ul><br />The genius here is you can use the parchment paper to lift the dough into the scorching hot pot and use it to lift the bread back out again when its done. This is a lot better than fiddling with oven gloves.<br /><br />I had experimented with a range of temperatures and landed on 425 as giving the right crispy, chewy crust while avoiding the over dry, slightly burnt edge. But the lift wasn't perfect. ATK solved this. They suggested heating the pot to 500F, putting in the dough and reducing the temperature to 425 to bake. The initial higher heat gives a better lift. The 425F bake gives a good crust. So do that.<br /><ul><li>Heat the pot in the oven for 45+ minutes to 500F.</li><li>Remove the very hot pot from the oven.</li><li>Take the dough from the proofing bowl and put in the very hot pot by lifting it on the parchment. Lower both the parchment and dough into the pot. The parchment acts as a lining to stop it sticking. </li><li>Put the lid back on on the pot and return it to the oven.</li><li>Reduce the temperature to 425 F.</li><li>Bake for 30 minutes with the lid on.</li><li>Bake for another 20 with the lid off. 25-30 if the pot is small.</li></ul><br />Do dump in the dough with the parchment and all. If you don't do that, at least put a bit of lining parchment in the bottom. I was happy to find that the bread didn't stick to my shiny new Le Cruset. I was less happy to find that it stuck hard to my less than shiny Le Cruset after I had used it a few times resulting in a torn and non pretty loaf.<br /><br />Once you have the loaf out and on a cooling rack, do not cut it before it has cooled. Leave it until tomorrow preferably. If you take a loaf out hot and cut it right away, it will be grey, over moist and tasteless. The carry over is important.<br /><br /><span style="font-weight: bold;">The pitfalls...</span><br />Here are the things that I can confirm from personal experience, will make your day worse:<br /><br />Too much water/Too little flour == Wet nasty bread. Do weigh your ingredients.<br /><br />A small pot runs the risk of over wet crumb. Do use a bigger pot, or leave a smaller pot in longer.<br /><br />Too much yeast == a small, hard loaf with less flavour. The excess yeast chomps down on all the available food and then runs out. The action is over before any enzymatic action came in to improve the flavour and by the time you get to the dough 18 hours later, it has risen and deflated again.<br /><br />Too hot == nasty crust. People seem to like recommending astronomical temperatures. Don't listen. 400 gives you supermarket bread. 425 is much much better. 425 is better than 450 and 500 will give a thick, bone dry, dark, semi burnt crust.<br /><br />The wrong beer is bad. Don't use your special import Theakstons old Peculiar. Do use some lightweight, light coloured larger/pilsner thing from the local supermarket. Quality beer was never intended to be baked.<br /><br />No lining in the pot == A torn loaf the third time you try, because it sticks to the inside of the pot.<br /><br />Dead yeast. It's dead. It won't rise your dough. By some quality yeast from your local Whole Foods store. I like Bob's Red Mill Active Dry. It's magic.<br /><br /><span style="font-weight: bold;">The Summary</span><br />There's quite a bit of stuff there, but once you've done it a couple of times, you'll find it's just 5 minutes assembly in the evening. Then five minutes operating the oven the next day, with lots of waiting in between. So it's not a lot of effort to produce better bread than you can buy.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-65364593843566142762009-11-24T21:11:00.000-08:002009-11-24T21:13:10.820-08:00Thanksgiving Bake-a-thonA huge baking session is over. 4 loaves of bread started yesterday, second rise and baking this evening. With some luck these will turn out to be an improvement over all previous attempts, following some tweaking of the liquid mix (the vinegar/beer/water ratio) and resolving on 425 as the best temperature for crust and crumb. We will find out tomorrow.<br /><br />This was followed by 6 Peter Reinhart style delayed fermentation pizza dough balls being assembled and frozen, awaiting a 24 hour thaw in the fridge to enable enzymatic action, before warming up for the yeast to kick in, thus making a perfect pizza crust.<br /><br />All done while juggling with wifey for access to the oven, who was baking apple pies and pumpkin pies.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-42348336421919043612009-11-23T22:43:00.001-08:002009-11-23T22:43:54.007-08:00Sharp CheeseI cut my thumb on cheese today. It is possible.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-66048964035785320482009-09-21T18:15:00.000-07:002009-09-21T18:20:02.054-07:00Fidelity Investments Can't Count MoneyFidelity Investments is a pretty frustrating stockbroker to use. They keep finding new and inventive ways to prevent you investing your money.<br /><br />Today's example is something of a classic..<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_gEze36UR3fE/SrgmJUVZOuI/AAAAAAAAAAc/vedR7JlVw64/s1600-h/fidelity_sucks.png"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 393px; height: 400px;" src="http://1.bp.blogspot.com/_gEze36UR3fE/SrgmJUVZOuI/AAAAAAAAAAc/vedR7JlVw64/s400/fidelity_sucks.png" alt="" id="BLOGGER_PHOTO_ID_5384095296040549090" border="0" /></a><br /><br /><br />Enough said.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-17636162191064715172009-09-05T09:45:00.000-07:002009-09-05T10:27:59.322-07:00Views of the SkyAfter much wailing and gnashing of teeth, the sunroof in the oversized, behemoth of a truck is functional and fully slidey-back-and-forthy.<br /><br />At the used car dealer, the sunroof looked bad. It was covered in duct tape. The shade inside wouldn't slide. The dishonest car dealer informed us that the previous owner found it was leaking and so taped it over.<br /><br />The real reason it was leaking was because the glass wasn't in one piece any more. It was shattered into a million little pieces. These glass shards were not in evidence inside the car, but the were pretty much packed into every raceway, slider track, crevice and corner of the sunroof mechanism.<br /><br />This wasn't clear until the duct tape and bailing wire cover was removed and I climbed on a ladder to get a view from above. Obviously I wasn't going to remove the cover until the replacement glass came in, since it was that that was keeping the rain out. So by that time the money had changed hands for the truck and we were back on the other side of town.<br /><br />I'm not bitter. The price was right.<br /><br />So Thursday, the $400 bit of glass arrived in the mail from a wrecking yard in Nebraska. Filthy and dusty, but in one piece. Of course, shortly thereafter, anyone who set eyes on it proclaimed that I should have gone to so-and-so's yard and talked to so-and-so. They could have got me a better deal. This is all very well, but until such a time as they get off their behind and put their automotive parts on Ebay, Craiglist or something I can find with google, they don't get the sale. This Nebraka wrecking yard not only put the thing up on the web to be found, but included which models and years it fits into. Thus proof that information is not only power, but it gets the sale as well, especially when it is posted on Ebay.<br /><br />I expect all the physicists, computer scientists and information theorists out there to wince a little, since you know full well that information = a measure of disorder = entropy = heat energy not available to do work. It certainly isn't power in the work*time sense, but bear with me, I'm writing for a lay audience.<br /><br />Back to the point. Yesterday was spent on a ladder with tweezers, pulling out every bit of glass I could find. I would clear them out, get in the car and move the sunroof back and forth. Each time it would move a little further and push another pile of glass bits into view before locking up. Repeat ad nauseum and after an eternity (time runs more slowly when on the top of a ladder with the neighbor peering on) it started to lumpily slide all the way back and forth. After some more fiddling, it slid almost smoothly, but no more glass to pull out was appearing.<br /><br />A bucketful of goof off was employed to remove the duct tape glue from around the seal line and the new glass was screwed in. Another half hour of fiddling with the position and it would sit in its hole correctly.<br /><br />This morning, right on time, the sky's opened and rain, the big, blatty, wet sort or rain came down. So back into the truck for a look-see and yay, it doesn't leak.<br /><br />So I now have a fully functional sunroof through which I can see the rain and cloudy sky.<br /><br />Celebrations were held at the <a href="http://www.mcmenamins.com/index.php?loc=41">McMenamins Oak Hills Brewpub</a>. Wifey had the black bean, tortilla dip thing. I had the hamburger, to go with my new truck driving image. Nestled under the menus and specials was a small slip of blue paper advertising <a href="http://www.mcmenamins.com/index.php?loc=76&category=Distillery%20Homepage">Penney's Gin</a>. McMenamins are doing their own gin now. A <a href="http://en.wikipedia.org/wiki/Gin_and_tonic">G&T</a> was ordered and it turned out to be quite good. Very fruity. Not quite <a href="http://www.hendricksgin.com/">Hendricks</a>, but you can't expect miracles. Kudos to McMenamins for not fluffing it up, like most gin vendors do.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com0tag:blogger.com,1999:blog-7867191771194388223.post-45442331414630925712009-08-26T22:18:00.000-07:002009-08-26T22:19:28.272-07:00Whole Foods Pt 2But they don't have Bramleys. Incompetents.Anonymoushttp://www.blogger.com/profile/05627631587370230775noreply@blogger.com1