<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7070367921683359098</id><updated>2024-11-01T03:07:27.475-05:00</updated><category term="beer"/><category term="brewing"/><category term="Brew"/><category term="Mead"/><category term="alcohol"/><category term="iBrewmaster"/><category term="Cider"/><category term="ale"/><category term="ferment"/><category term="Brewery"/><category term="bock"/><category term="chocolate"/><category term="home brewing"/><category term="label"/><category term="patients"/><category term="Books"/><category term="Canada"/><category term="Christmas"/><category term="Google"/><category term="Italy"/><category term="Mash"/><category term="United Kingdom"/><category term="iPad"/><category term="Askinosie"/><category term="Australia"/><category term="BJCP"/><category term="Black Friday"/><category term="Blog"/><category term="Charles Bamforth"/><category term="Cicerone"/><category term="Cooler"/><category term="Denmark"/><category term="Germany"/><category term="Hong Kong"/><category term="Keg"/><category term="Major League Baseball"/><category term="Master Brewers"/><category term="Missouri"/><category term="Russia"/><category term="Singapore"/><category term="Snowman"/><category term="United Kingdom news"/><category term="Welcome"/><category term="Wheat"/><category term="Zymurgy"/><category term="barrel"/><category term="cask"/><category term="home brewery"/><category term="iBallz"/><category term="root beer"/><category term="the home brewery"/><category term="1856 IPA"/><category term="2nd Shift Brewery"/><category term="Amazon"/><category term="Anheuser Busch"/><category term="Antiques"/><category term="Ashes"/><category term="Augmented reality"/><category term="Augusta Brewery"/><category term="Author"/><category term="Barleywine"/><category term="Bartender"/><category term="Beamish"/><category term="Beer Bread"/><category term="Ben"/><category term="Bottling"/><category term="Brown Ale"/><category term="Champagne"/><category term="Chicago"/><category term="Church"/><category term="Co2"/><category term="Consumption"/><category term="Coors"/><category term="Copper Run"/><category term="Cricket"/><category term="Diary of and old Lawyer"/><category term="Dirty"/><category term="Discovery"/><category term="Distillery"/><category term="Dolly Parton"/><category term="Double IPA"/><category term="Drunk"/><category term="ESB"/><category term="Elise"/><category term="England"/><category term="Episcopal"/><category term="Facebook"/><category term="Finland"/><category term="Four Loco"/><category term="Free"/><category term="Gardening"/><category term="Genius"/><category term="Goose Island"/><category term="Greg Koch"/><category term="Guide"/><category term="Hanukkah"/><category term="Hello"/><category term="Hermann Missouri"/><category term="Holiday"/><category term="Home Grown"/><category term="Homebrewing.com"/><category term="Homebrewtalks.com"/><category term="Hong Kong University  of Science and te technoloigy"/><category term="Hop Stupid"/><category term="Hops"/><category term="Horseshoe Bend Brewing Co."/><category term="Humor"/><category term="IPA"/><category term="Ireland"/><category term="Irish"/><category term="John B. Busch"/><category term="Keeton"/><category term="KilKenny Irish Cream Ale"/><category term="Kwanzaa"/><category term="Lancaster"/><category term="Langunitas"/><category term="Larry King"/><category term="MLB"/><category term="Matt Allyn"/><category term="May 14"/><category term="Miller"/><category term="Moonshine"/><category term="Mothers Brewing Company"/><category term="Mr Bostons"/><category term="New Haven"/><category term="Ohara&#39;s Stout"/><category term="Old Books"/><category term="Old Washington Brewery"/><category term="Olypus"/><category term="Online labels.com"/><category term="Ozark"/><category term="Ozarks"/><category term="PET"/><category term="Pie"/><category term="Poland"/><category term="Primary"/><category term="Prohibition"/><category term="Radio"/><category term="Randy Mosher"/><category term="Rare Bourbon County Brand Stout"/><category term="Rum"/><category term="STL Hops"/><category term="Shipwreck"/><category term="Spain"/><category term="Sprinfield"/><category term="Stuck Mash"/><category term="TV"/><category term="Tag Magazine"/><category term="Tasting Beer"/><category term="Thanksgiving"/><category term="The Brewers Apprentice"/><category term="The Stable"/><category term="Tin Mill Brewery"/><category term="Tun"/><category term="Twitter"/><category term="UC Davis"/><category term="US97"/><category term="Unsafe"/><category term="WHipped Cream"/><category term="Whiskey"/><category term="YouTube"/><category term="air"/><category term="bread"/><category term="brunch"/><category term="caffeine"/><category term="cheers"/><category term="competition"/><category term="craft"/><category term="cream"/><category term="criminal"/><category term="decorate"/><category term="dogfish head"/><category term="dough"/><category term="fermentation"/><category term="fermenting"/><category term="four Loko"/><category term="hobbies"/><category term="honey"/><category term="iPhone"/><category term="itskeeton"/><category term="kegging"/><category term="lambic"/><category term="liquor store"/><category term="loaf"/><category term="mama jeans"/><category term="metheglin"/><category term="news"/><category term="old"/><category term="paradigm"/><category term="philosopher"/><category term="ren-fest"/><category term="sam adams"/><category term="science"/><category term="secondary"/><category term="shift"/><category term="sick"/><category term="springfield"/><category term="stout"/><category term="taste"/><category term="technology"/><category term="utopias"/><category term="water"/><title type='text'>Another Brewers Blog</title><subtitle type='html'>I&#39;m always trying new different things so I figured I&#39;d share what I&#39;ve learned not to do along the way.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>61</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-6272190048945890258</id><published>2011-11-29T23:01:00.001-06:00</published><updated>2011-11-30T17:20:21.253-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1856 IPA"/><category scheme="http://www.blogger.com/atom/ns#" term="2nd Shift Brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="Augusta Brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="Ben"/><category scheme="http://www.blogger.com/atom/ns#" term="BJCP"/><category scheme="http://www.blogger.com/atom/ns#" term="Cicerone"/><category scheme="http://www.blogger.com/atom/ns#" term="Double IPA"/><category scheme="http://www.blogger.com/atom/ns#" term="Elise"/><category scheme="http://www.blogger.com/atom/ns#" term="Hermann Missouri"/><category scheme="http://www.blogger.com/atom/ns#" term="Horseshoe Bend Brewing Co."/><category scheme="http://www.blogger.com/atom/ns#" term="John B. Busch"/><category scheme="http://www.blogger.com/atom/ns#" term="New Haven"/><category scheme="http://www.blogger.com/atom/ns#" term="Old Washington Brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="Tag Magazine"/><category scheme="http://www.blogger.com/atom/ns#" term="Tin Mill Brewery"/><title type='text'>So Much About Beer In One Post, This One Is Only Headlines And Links...</title><content type='html'>&lt;br /&gt;
From last Friday till today there have been a lot of beer news from my corner of the world so I&#39;m going to highlight most of it here and go from there....&lt;br /&gt;
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Friday I had 2 beers from&lt;a href=&quot;http://augustabrewing.com/index.htm&quot;&gt; Augusta Brewery &lt;/a&gt;in Augusta Missouri. The Brewery is along the Katy Trail and the Missouri River right across the bridge from Washington MO in the wine country hills. If you find your self in the area I recommend the Blonde Ale for a light and refreshing trail beer and the 1856 IPA for the Hop Heads out there.&lt;br /&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaPrmfEdvA9Xsqg0BqGDWLIh5uDMzztA8qWjublH4B2l6Riw5-KJtB0ZEdOmQuzx_8xauwPyRPIfIkVgG50_ESRk6nvu0VL2_omfgmzwO5JDl3ZnfJ4bJFiHEvf30BCJeXVpYtF9JaAnw/s1600/IMG_0236.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaPrmfEdvA9Xsqg0BqGDWLIh5uDMzztA8qWjublH4B2l6Riw5-KJtB0ZEdOmQuzx_8xauwPyRPIfIkVgG50_ESRk6nvu0VL2_omfgmzwO5JDl3ZnfJ4bJFiHEvf30BCJeXVpYtF9JaAnw/s200/IMG_0236.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Hibiscus Wit&lt;/td&gt;&lt;/tr&gt;
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Lunch on Saturday took us to Somebody&#39;s in downtown New Haven MO where besides the great burger I had the &lt;span style=&quot;color: red;&quot;&gt;Hibiscus Wit &lt;span style=&quot;color: black;&quot;&gt;by&lt;/span&gt; &lt;a href=&quot;http://2ndshiftbrewing.com/Home_Page.html&quot;&gt;2nd Shift Brewery &lt;/a&gt;&lt;/span&gt;&amp;nbsp; that is the local New Haven Brewery. If you can ever come by this beer on tap, I LOVED it. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHA5lN34cbH67pyUa_HUFTAIU80usmkxNHTAcmmy-23w2f5Qi-7mGawu8X7Sjse83-rVAVK0v6DMmcAsK3KhoO0mixvxFPptFlQYuJlXH_hfSgk1CjhN6tfeFI9jpRMOFadRSLE6mbHM/s1600/IMG_0237.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHA5lN34cbH67pyUa_HUFTAIU80usmkxNHTAcmmy-23w2f5Qi-7mGawu8X7Sjse83-rVAVK0v6DMmcAsK3KhoO0mixvxFPptFlQYuJlXH_hfSgk1CjhN6tfeFI9jpRMOFadRSLE6mbHM/s200/IMG_0237.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;After that we went to Hermann Mo to drive around the old German wine country of Missouri and to visit the &lt;a href=&quot;http://www.tinmillbrewery.com/&quot;&gt;Tin Mill Brewery&lt;/a&gt; that is one of the first places to stop once you get into Hermann.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0xoue9cYoeL5Msf2tz8gHyRFMXGzWs7oz4NhNfl5R6uI0builRzkTVDcesBKrYbsZBR7tuRwoVWlYBbiXSclIEjp55z6xKwmDuRqNdUw2yTULViS_U5gKoAtqsHJXNlZ02m1BwAVW3s0/s1600/IMG_0241.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0xoue9cYoeL5Msf2tz8gHyRFMXGzWs7oz4NhNfl5R6uI0builRzkTVDcesBKrYbsZBR7tuRwoVWlYBbiXSclIEjp55z6xKwmDuRqNdUw2yTULViS_U5gKoAtqsHJXNlZ02m1BwAVW3s0/s200/IMG_0241.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;the brew system&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO5lFC4YyZ4P9GR0p8U3Ppp3_HCAAbz0WvoplC-ZE3oaO-Y-naq6oD_GgIhWvZEowWMY3fYp52Bp9a72RYIzWOxCXOpKX8GIPy2udnKiVFpQ5M_MPOs4Ou7aaGRDMLOww11_zIBYECF0Y/s1600/IMG_0239.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO5lFC4YyZ4P9GR0p8U3Ppp3_HCAAbz0WvoplC-ZE3oaO-Y-naq6oD_GgIhWvZEowWMY3fYp52Bp9a72RYIzWOxCXOpKX8GIPy2udnKiVFpQ5M_MPOs4Ou7aaGRDMLOww11_zIBYECF0Y/s200/IMG_0239.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;my case of beer&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEE2n5UFsj4ajwgvyNoCWwP6FMXRU5cQ45nyDh-9xwjlKqDtetEhvbMP14bZx0H48O5_eeaSU5DZ4ylvKUg9Ti4F18ijX4lxHvcEdfP-qQWK2wINLYYnLUwPJIPPaMka0fDDBgl6kyrag/s1600/IMG_0243.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEE2n5UFsj4ajwgvyNoCWwP6FMXRU5cQ45nyDh-9xwjlKqDtetEhvbMP14bZx0H48O5_eeaSU5DZ4ylvKUg9Ti4F18ijX4lxHvcEdfP-qQWK2wINLYYnLUwPJIPPaMka0fDDBgl6kyrag/s200/IMG_0243.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;some of the smaller fermenters&lt;/td&gt;&lt;/tr&gt;
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I bought a case of their beer while I was there and even took some bad camera phone pics of the place. I also tried their Oktoberfest on tap which was pretty tasty but I had 4 six packs already so I decided to hold off before I bought more. ( I already had another case in the trunk so I tried to limit myself a bit)&lt;br /&gt;
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From there I went to a wedding reception at the old Washington Brewery. This was the actual reason to be in the area but still couldn&#39;t pull myself away from the history. An interesting little fact about this building &quot;&lt;span style=&quot;font-family: Times New Roman,Times,serif;&quot;&gt;In 1854, John B. Busch, an older
          brother of the famous Adolphus Busch, established a brewery in Washington,
          bottling the first Busch Beer.&quot; While it is not an active brewery today, as a brewer&lt;/span&gt; my self, I couldn&#39;t help but put my hands on the walls and hope my German roots absorbed a little of the amazing history of the place.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOUsTdRVgG-RUdCr39dJkb-5qmVvJod6qNz13F08waDGsae1zVXmvzvr1yQZQ5xqsO3BiToiK2cHQob7V8NGAgca9rT_27BzibrcTUGWijvlul3ihyuB78xwb_jSAoa6BWNSmo2BOVuI/s1600/IMG_0260.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOUsTdRVgG-RUdCr39dJkb-5qmVvJod6qNz13F08waDGsae1zVXmvzvr1yQZQ5xqsO3BiToiK2cHQob7V8NGAgca9rT_27BzibrcTUGWijvlul3ihyuB78xwb_jSAoa6BWNSmo2BOVuI/s200/IMG_0260.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;My Score&lt;/td&gt;&lt;/tr&gt;
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Sunday was a travel day, 2 cases of beer in tow I headed back to Springfield. During the 3 hour ride home my main study was washing and freezing strands of yeasts. I read 3 great articles on the subject and would be happy to share them with anyone that wants to really get into the crazy side of the biology of brewing....&lt;br /&gt;
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&amp;nbsp; After a long shower and some laundry, I decided to try out a a beer that I just helped a friend bottle about a week before and see how it was coming along. Elise McCracken bottled her first beer, an amazing Double IPA that turned out bigger than life! She may not know this but I&#39;m glad she moved to Nashville because as she comes into her own brewer, I&#39;m glad I I wont have to compete against her on a local level!! She has an amazing pallet for beer and as long as I can keep her under the (delusion) that I know more than she does, the better off I&#39;ll be :) Love ya girl...&amp;nbsp; I also cracked open a bottle of another friend of mines beer. Ben Stange is an established brewer that has his own weekly talk show about beer on the radio called &lt;a href=&quot;http://tagsgf.com/category/more/foodie/beer-foodie/&quot;&gt;Beer Buzz&lt;/a&gt; through &lt;a href=&quot;http://tagsgf.com/&quot;&gt;Tag Magazine.&lt;/a&gt;&lt;br /&gt;
Ben was also one of the Judges of our last big Brewing Comp at Creekside and we have been talking about studying together taking the&lt;a href=&quot;http://www.bjcp.org/index.php&quot;&gt; BJCP&lt;/a&gt; and &lt;a href=&quot;http://www.cicerone.org/&quot;&gt;Cicerone&lt;/a&gt; certifications over the next year. If you don&#39;t know the difference in between the two, BJCP is a style program for Home Brewers and Brewers alike and Cicerone is made more for the Buisness, server/bartender, brewer/beer master, and then the final level is the &quot;Master of Beer&quot; (my terms not theirs)...&lt;br /&gt;
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now to Monday...&lt;br /&gt;
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Springfield Brewing Company is bought by local investors which amount to the Master Brewer and his team of brewers and business partners. I see this as a very good move for the business and can&#39;t wait to see how the beer improves from the sale.&lt;br /&gt;
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Along with the breweries of the area, a link from Ben&#39;s page sent me to the &lt;a href=&quot;http://www.blogger.com/%3Ciframe%20src=%22http://www.indiegogo.com/project/widget/43742%22%20width=%22210px%22%20height=%22400px%22%20frameborder=%221%22%20scrolling=%22no%22%3E%3C/iframe%3E&quot;&gt;Horseshoe Bend Brewery&lt;/a&gt;&lt;br /&gt;
This Brewery is starting around the Lake of the Ozarks and has some fun ways for you to donate a small amount and help them in a big way! Visit the link and imagine what it&#39;s like to get one of these brewery&#39;s up and going and give if you can....&lt;br /&gt;
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Last but not least... if you like beer, work with beer, brew beer, or just want to understand beer.... you need to read &lt;a href=&quot;http://www.amazon.com/Tasting-Beer-Insiders-Worlds-Greatest/dp/1603420894/ref=sr_1_1?ie=UTF8&amp;amp;qid=1322635099&amp;amp;sr=8-1&quot;&gt;Tasting Beer&lt;/a&gt;&lt;br /&gt;
I cannot stress enough on how I needed this book right when it came recommended by a friend. I open it and after the first chapter, felt like I already read it. Then chapter two and three came along and all of the sudden I felt like I knew nothing about beer. It got 5 out of 5 stars for a reason...&lt;br /&gt;
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if you made it this far I&#39;ll have you know I got my hair cut last night and really have to question your motive for reading past this point...&lt;br /&gt;
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Cheers&lt;br /&gt;
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Keeton &lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/6272190048945890258/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/so-much-about-beer-in-one-post-this-one.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6272190048945890258'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6272190048945890258'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/so-much-about-beer-in-one-post-this-one.html' title='So Much About Beer In One Post, This One Is Only Headlines And Links...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaPrmfEdvA9Xsqg0BqGDWLIh5uDMzztA8qWjublH4B2l6Riw5-KJtB0ZEdOmQuzx_8xauwPyRPIfIkVgG50_ESRk6nvu0VL2_omfgmzwO5JDl3ZnfJ4bJFiHEvf30BCJeXVpYtF9JaAnw/s72-c/IMG_0236.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8093009195070713693</id><published>2011-11-13T01:55:00.001-06:00</published><updated>2011-11-13T11:10:01.161-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="Beamish"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Ireland"/><category scheme="http://www.blogger.com/atom/ns#" term="Irish"/><category scheme="http://www.blogger.com/atom/ns#" term="KilKenny Irish Cream Ale"/><category scheme="http://www.blogger.com/atom/ns#" term="Ohara&#39;s Stout"/><category scheme="http://www.blogger.com/atom/ns#" term="stout"/><title type='text'>Anyone From Ireland Out There? (Updated)(</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaDL94lrJwCiXT1H4xE2XCymbeGjsOAWac_91hR-KBFa-7askLoXgPDvyKzF1xzTqZ-2_rBJ-bc2t_PS2p8eJV6S_F_CmPwMADb3OkxBpxVuWbOsIQRJlvf8Ki92uR4of8mO0hVD8srgU/s1600/kilkenny-irishcream-ale.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaDL94lrJwCiXT1H4xE2XCymbeGjsOAWac_91hR-KBFa-7askLoXgPDvyKzF1xzTqZ-2_rBJ-bc2t_PS2p8eJV6S_F_CmPwMADb3OkxBpxVuWbOsIQRJlvf8Ki92uR4of8mO0hVD8srgU/s200/kilkenny-irishcream-ale.jpg&quot; width=&quot;146&quot; /&gt;&lt;/a&gt;I&#39;m starting to form my Spring brewing game plan and first think to get done or at least started is a recipe for a true Irish beer. Being not from Ireland I&#39;m looking for a little help to get the ball rolling. I like the idea of going with something like Ohara&#39;s Celtic Stout or Kilkenny Irish Cream Ale to represent my beer.&amp;nbsp;&lt;/div&gt;
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Seeing that I have never had either beer but hear good things I&#39;m hoping the the brewers of Ireland can help direct me what&#39;s fun and traditional or just the best beer maid over there right now..... I was thinking about Beamish&amp;nbsp; too or to get right down to it any good Irish beer that I haven&#39;t had before. That could be a local favorite or a big name.... Please tell me your Irish thoughts and opinions and together we&#39;ll build my Irish beer!! Thanks for the help in advance&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8093009195070713693/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/anyone-from-ireland-out-there.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8093009195070713693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8093009195070713693'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/anyone-from-ireland-out-there.html' title='Anyone From Ireland Out There? (Updated)('/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaDL94lrJwCiXT1H4xE2XCymbeGjsOAWac_91hR-KBFa-7askLoXgPDvyKzF1xzTqZ-2_rBJ-bc2t_PS2p8eJV6S_F_CmPwMADb3OkxBpxVuWbOsIQRJlvf8Ki92uR4of8mO0hVD8srgU/s72-c/kilkenny-irishcream-ale.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>3371 E Sunset St, Springfield, MO 65804, USA</georss:featurename><georss:point>37.165788559578765 -93.226547241210938</georss:point><georss:box>37.115182059578764 -93.305511241210937 37.216395059578765 -93.147583241210938</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-51425608884779796</id><published>2011-11-08T10:34:00.005-06:00</published><updated>2011-11-09T23:53:59.411-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fermenting"/><category scheme="http://www.blogger.com/atom/ns#" term="honey"/><category scheme="http://www.blogger.com/atom/ns#" term="Mead"/><category scheme="http://www.blogger.com/atom/ns#" term="metheglin"/><title type='text'>Mead Update</title><content type='html'>&lt;div style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;a 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&quot; 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&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;After 13 months and way too much honey, the fermentation of the metheglin &quot;citrus mead&quot; has stopped fermenting. The picture is a draw I bottled about 3 weeks ago unfiltered to try tonight and all I can say is it&#39;s well worth the wait! The stats on it ended up as this, SRM 4.3, ABV 14.41%, Batch 5 Gallons, Mouth feel is light on the front but quickly coats the tongue. It&#39;s a ride, but a fun one!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/51425608884779796/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/mead-update.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/51425608884779796'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/51425608884779796'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/mead-update.html' title='Mead Update'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-6103417326705069621</id><published>2011-11-04T14:11:00.000-05:00</published><updated>2011-11-04T14:11:40.314-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="BJCP"/><category scheme="http://www.blogger.com/atom/ns#" term="Books"/><category scheme="http://www.blogger.com/atom/ns#" term="Cicerone"/><category scheme="http://www.blogger.com/atom/ns#" term="Greg Koch"/><category scheme="http://www.blogger.com/atom/ns#" term="home brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Matt Allyn"/><category scheme="http://www.blogger.com/atom/ns#" term="Randy Mosher"/><category scheme="http://www.blogger.com/atom/ns#" term="Tasting Beer"/><category scheme="http://www.blogger.com/atom/ns#" term="The Brewers Apprentice"/><title type='text'>New Books to check out and other stuff</title><content type='html'>My network of home brewers and beer geeks has grown greatly over the last year which means I&#39;ve had an opportunity to learn all kinds of new fun stuff. I just finished reading &lt;a href=&quot;http://www.amazon.com/Brewers-Apprentice-Insiders-Brewing-Masters/dp/1592537316&quot;&gt;The Brewers Apprentice by Greg Koch &amp;amp; Matt Allyn&lt;/a&gt; and now I&#39;m starting &lt;a href=&quot;http://www.amazon.com/Tasting-Beer-Insiders-Worlds-Greatest/dp/1603420894&quot;&gt;Tasting Beer by Randy Mosher,&lt;/a&gt; both excellent books to pickup if you are wanting to expand your knowledge in the craft or if you work for the industry side and need to learn a little more on the who&#39;s, why&#39;s, and how of the beer world. I have also decided that I&#39;m going to try and get &lt;a href=&quot;http://www.cicerone.org/&quot;&gt;Cicerone Certified&lt;/a&gt; this coming year and study to take my &lt;a href=&quot;http://www.bjcp.org/index.php&quot;&gt;BJCP&lt;/a&gt; test some time next year too. Time to go stick my head in a bottle and get studying, thanks for reading!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/6103417326705069621/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/new-books-to-check-out-and-other-stuff.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6103417326705069621'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6103417326705069621'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/new-books-to-check-out-and-other-stuff.html' title='New Books to check out and other stuff'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-1028220984406902700</id><published>2011-11-04T13:45:00.001-05:00</published><updated>2011-11-08T10:41:37.710-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Mash"/><category scheme="http://www.blogger.com/atom/ns#" term="Stuck Mash"/><category scheme="http://www.blogger.com/atom/ns#" term="Zymurgy"/><title type='text'>New Lesson Learned About Mashing (EDITED)</title><content type='html'>The new Mash Tun I built a few months ago works Great and we&#39;re still using the heck out of it! Last Sunday I was making a batch of spiced winter ale off a recipe I made up and mashed in my grain the same as I always do. Smelled wonderful, not to thick, to to thin, I had nothing to worry about.... or so I thought. after the sixty minutes were up, I opened the bottom valve to start recirculation before I started my sparge and all I got was a trickle. I had a stuck Mash. A VERY stuck mash. which brings me back to a question I asked someone about 3 years ago while reading an all grain recipe. &quot;why do I always see rice hulls as an ingredient on all grain beers and never on extracts?&quot; and if I would have remembered the answer while I was constructing this recipe I probably would have tossed in half a pound and not had my problem. What I had learned and since forgot is that rice hulls help separate the mash and provide the room needed for the water to run through, collect the converted sugars and make it to the bottom valve without turning into a solid mess.&lt;br /&gt;
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We did finally get a flow started and got the 5 gallons of sweet wort out that we wanted but it took about two hours after everything. It was a simple reminder of how important cleanliness is and all those little things you may sometime forget while tossing together a recipe. The rest of the brew went great and the primary just finished so it turned out to be a nuisance and nothing else but if you have the ability to avoid it, I recommend doing to.</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/1028220984406902700/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/new-lesson-learned-about-mashing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/1028220984406902700'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/1028220984406902700'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/11/new-lesson-learned-about-mashing.html' title='New Lesson Learned About Mashing (EDITED)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-6981299321279581043</id><published>2011-09-14T11:56:00.000-05:00</published><updated>2011-09-14T11:56:10.739-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Blog"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Brown Ale"/><category scheme="http://www.blogger.com/atom/ns#" term="Cooler"/><category scheme="http://www.blogger.com/atom/ns#" term="Homebrewing.com"/><category scheme="http://www.blogger.com/atom/ns#" term="IPA"/><category scheme="http://www.blogger.com/atom/ns#" term="Keg"/><category scheme="http://www.blogger.com/atom/ns#" term="Mash"/><category scheme="http://www.blogger.com/atom/ns#" term="YouTube"/><title type='text'>New Mast Tun A SUCCESS!!</title><content type='html'>In my last post I showed pic of the newest piece of our brewing family. We have now brewed an IPA and a Brown Ale using the new mash tun and I have to say I am very impressed with the simplicity and functionality of the design. Also, it has to be the cheapest piece of brewing equipment I have ever made! If you are looking for a inexpensive way to switch to all grain brewing, I highly recommend you build one of these!&lt;br /&gt;
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Next on my list I am going to tackle the half barrel keg modification. I&#39;m already a couple weeks into the research and so far what I have learned is do your research on this before you start cutting. There are a couple of really good YouTube videos that show different ways to do this correctly and safely. A plasma cutter appears to be the easiest method but a grinder or even a Dremel can be used. so far a pretty good link looks to be here &lt;a href=&quot;http://www.homebrewing.com/articles/keggle.php&quot;&gt;www.homebrewing.com/&lt;/a&gt;. I&#39;ll post pics as soon as I have a finished product. </content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/6981299321279581043/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/09/new-mast-tun-success.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6981299321279581043'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6981299321279581043'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/09/new-mast-tun-success.html' title='New Mast Tun A SUCCESS!!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total><georss:featurename>Springfield, MO, USA</georss:featurename><georss:point>37.2089572 -93.2922989</georss:point><georss:box>37.1077867 -93.4502274 37.3101277 -93.134370400000009</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-7506083483914386660</id><published>2011-07-29T18:29:00.000-05:00</published><updated>2011-07-29T18:29:20.723-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Cooler"/><category scheme="http://www.blogger.com/atom/ns#" term="Homebrewtalks.com"/><category scheme="http://www.blogger.com/atom/ns#" term="Mash"/><category scheme="http://www.blogger.com/atom/ns#" term="Tun"/><title type='text'>A Cheap Simple Mash and Lauter Tun</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBeBou74FotyuMIpIQmv8igIytXWKDSjCloWl5tl8fskESutmPNH9IfZYZwtLT3YWcd-27DLBccceFjuLk9zElspROF4wqdtkuZg10kVmHoJzzzS5ZlEtBVvlSDKh3ky1PX8oGShAcPnI/s1600/photo%25287%2529.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBeBou74FotyuMIpIQmv8igIytXWKDSjCloWl5tl8fskESutmPNH9IfZYZwtLT3YWcd-27DLBccceFjuLk9zElspROF4wqdtkuZg10kVmHoJzzzS5ZlEtBVvlSDKh3ky1PX8oGShAcPnI/s200/photo%25287%2529.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx-GkSRynMVYAd6x75noYkhBfbTXA831jpuCO_vYa9ZevBOLq-xJsVk2uExTLQl9qBga7nQrdalpjJQaDcaFraZEVhsKUY389QQqErQEwVjw7s3n0lX5tQ8LyHZ2ySYkr7jqSVL9eyZMU/s1600/photo%25286%2529.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx-GkSRynMVYAd6x75noYkhBfbTXA831jpuCO_vYa9ZevBOLq-xJsVk2uExTLQl9qBga7nQrdalpjJQaDcaFraZEVhsKUY389QQqErQEwVjw7s3n0lX5tQ8LyHZ2ySYkr7jqSVL9eyZMU/s200/photo%25286%2529.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5CnXjRmUBGZzV37SgYGp4bLIFLG0n0w45AbeEiosWG3Ie5ix5TjUO4xLj4uVo7P-Lo1HKn-QiPwV6ZEIkvjIVotwZ4psSoqNuKEINdD-Pv7mE8lxXPHK5fuSO3splsm0I1dzndY_XUc/s1600/photo-2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf5CnXjRmUBGZzV37SgYGp4bLIFLG0n0w45AbeEiosWG3Ie5ix5TjUO4xLj4uVo7P-Lo1HKn-QiPwV6ZEIkvjIVotwZ4psSoqNuKEINdD-Pv7mE8lxXPHK5fuSO3splsm0I1dzndY_XUc/s200/photo-2.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&amp;nbsp;A brewing friend found this link and gave it too me last week. I had wanted to make one of these for a while but I had never seen this article and had no clue how easy it was! I&#39;ll let you follow the link and read it yourself but this was a really fun and simple project to do and the instructions were spot on.&amp;nbsp; If you&#39;re a brewer and don&#39;t use &lt;a href=&quot;http://homebrewtalk.com/&quot;&gt;HomeBrewTalk.Com&lt;/a&gt; this is an awesome place to get ideas and find all kinds of mods to make your equipment work more for you. Here where to find this build &lt;a href=&quot;http://www.homebrewtalk.com/f51/cheap-easy-10-gallon-rubbermaid-mlt-conversion-23008/&quot;&gt;http://www.homebrewtalk.com/f51/cheap-easy-10-gallon-rubbermaid-mlt-conversion-23008/&lt;/a&gt;&amp;nbsp; It&#39;s going to get it&#39;s first true mash run in about a week. I&#39;ll let you know how things go!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/7506083483914386660/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/cheap-simple-mash-and-lauter-tun.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7506083483914386660'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7506083483914386660'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/cheap-simple-mash-and-lauter-tun.html' title='A Cheap Simple Mash and Lauter Tun'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBeBou74FotyuMIpIQmv8igIytXWKDSjCloWl5tl8fskESutmPNH9IfZYZwtLT3YWcd-27DLBccceFjuLk9zElspROF4wqdtkuZg10kVmHoJzzzS5ZlEtBVvlSDKh3ky1PX8oGShAcPnI/s72-c/photo%25287%2529.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-4728916445861957103</id><published>2011-07-25T00:32:00.002-05:00</published><updated>2011-07-26T01:15:46.339-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="iBrewmaster"/><category scheme="http://www.blogger.com/atom/ns#" term="iPad"/><category scheme="http://www.blogger.com/atom/ns#" term="lambic"/><category scheme="http://www.blogger.com/atom/ns#" term="Wheat"/><title type='text'>Brewing Day!!</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8OD9Oa5rd05VmG_y9WYnaWJadXddgGsrsiRSutxcktftPpgzoLq7kbVf27b1du3C4ZpzPjNJYByByj4ytVrHs_tLH_if1fNQMr8OzA1HqflCoZ-JDZyZz22uCDA7pWv78c6GkxhONT9c/s1600/_DSC0362.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8OD9Oa5rd05VmG_y9WYnaWJadXddgGsrsiRSutxcktftPpgzoLq7kbVf27b1du3C4ZpzPjNJYByByj4ytVrHs_tLH_if1fNQMr8OzA1HqflCoZ-JDZyZz22uCDA7pWv78c6GkxhONT9c/s200/_DSC0362.JPG&quot; width=&quot;154&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEims9DbpRFUJORJ9F3hhPzL2UCZVVrMvaUbizKOkUzzVxxAs1L0wN9_89Kmwwg7keflfvkeQvsbjRV0QJuDY8EDUWip-oq29a_4oq98UKSDYZjNsMrYUoPhSw4V_GTHg21s49f3brQ5QuU/s1600/_DSC0367.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;132&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEims9DbpRFUJORJ9F3hhPzL2UCZVVrMvaUbizKOkUzzVxxAs1L0wN9_89Kmwwg7keflfvkeQvsbjRV0QJuDY8EDUWip-oq29a_4oq98UKSDYZjNsMrYUoPhSw4V_GTHg21s49f3brQ5QuU/s200/_DSC0367.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Thomas and I brewed 10 gallons of witbier in 2 batches and I put my ESB in a keg this afternoon. The witbier recipe was a partial mash. We modeled 5 gallon like a traditional witbier with hints of coriander and orange and made the other 5 gallons as a basic wheat base for a Lambic style that we are going to add fresh raspberries in the secondary. I&#39;m hoping the one of the two is a high enough caliber to enter into the fall brewing competition. I used iBrewmaster to to figure and track my recipes,&amp;nbsp; I just&amp;nbsp; can&#39;t say enough about how much I love that iPad app...&lt;br /&gt;
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Our next project is making a mash tun and adding a ball valve and thermometer to the brew kettle. Then I should be all set to brew all grain! I&#39;m very excited about this!!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/4728916445861957103/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/brewing-day.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4728916445861957103'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4728916445861957103'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/brewing-day.html' title='Brewing Day!!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8OD9Oa5rd05VmG_y9WYnaWJadXddgGsrsiRSutxcktftPpgzoLq7kbVf27b1du3C4ZpzPjNJYByByj4ytVrHs_tLH_if1fNQMr8OzA1HqflCoZ-JDZyZz22uCDA7pWv78c6GkxhONT9c/s72-c/_DSC0362.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-4029910910291391399</id><published>2011-07-20T00:50:00.000-05:00</published><updated>2011-07-20T00:50:42.196-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="home brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="iBrewmaster"/><category scheme="http://www.blogger.com/atom/ns#" term="kegging"/><title type='text'>A New Brewers Ball Game</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4b_8YcvNx5F-s3rkXF-uoIz8m6ncBVmLKCbl374OU_8MWLW4YuyN7OVfbduhMUjZ_S9D1rc1O2s0LbtTMGO7qH9fCk0sAINJslbSwiAMXEsl9Wutlcnvzfwuy091ofe6OtAbgkNeippo/s1600/photo-2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4b_8YcvNx5F-s3rkXF-uoIz8m6ncBVmLKCbl374OU_8MWLW4YuyN7OVfbduhMUjZ_S9D1rc1O2s0LbtTMGO7qH9fCk0sAINJslbSwiAMXEsl9Wutlcnvzfwuy091ofe6OtAbgkNeippo/s320/photo-2.JPG&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;This weekend marks a lot of new advances in my brewing system. I&#39;m upgrading my brew kettle to a 7 gallon from a 3. I&#39;m moving from electric to gas for my brewing. AND I&#39;m kegging my first beer this weekend. We are going to brew 5 gallons of Belgium Whitbier and then, take out a few ingredients and tweak a few others and make the same recipe for 5 gallons of a Lambic style beer. Basically the idea is to take the same base recipe and make two totally different beers out of it. Besides the 18 websites that I dug info out of , I basically wrote down all the specs of both and started poking around. I used iBrewMaster to take all the info I had collected and organize it into a recipe that looked&amp;nbsp; like what we were shooting at!! Sunday will be a big day for us!! As you can see by the picture its about time to get some going!!!&lt;br /&gt;
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talk to you all again soon!!&lt;br /&gt;
Keeton\&lt;br /&gt;
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Many cool new pics to follow....</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/4029910910291391399/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/new-brewers-ball-game.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4029910910291391399'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4029910910291391399'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/07/new-brewers-ball-game.html' title='A New Brewers Ball Game'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4b_8YcvNx5F-s3rkXF-uoIz8m6ncBVmLKCbl374OU_8MWLW4YuyN7OVfbduhMUjZ_S9D1rc1O2s0LbtTMGO7qH9fCk0sAINJslbSwiAMXEsl9Wutlcnvzfwuy091ofe6OtAbgkNeippo/s72-c/photo-2.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-5946444624745879752</id><published>2011-05-09T00:27:00.000-05:00</published><updated>2011-05-09T00:27:57.465-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="competition"/><category scheme="http://www.blogger.com/atom/ns#" term="craft"/><category scheme="http://www.blogger.com/atom/ns#" term="May 14"/><category scheme="http://www.blogger.com/atom/ns#" term="Missouri"/><category scheme="http://www.blogger.com/atom/ns#" term="Mothers Brewing Company"/><category scheme="http://www.blogger.com/atom/ns#" term="springfield"/><title type='text'>A Busy 14th Coming Up</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8E4cqD4HD9S0_xCyjYMrLfd0hQm2rvB45AyHiNMQrh-2fQGMCNwHomYHbs_3z0BguWKE9Dmb8tWFxhF4m8OrYw1dj-NlQMiL7uvEVMfSKtGQTwPUp8m55Otrt-5V7q0aCwpKcCdSz0NE/s1600/_DSC0024.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;132&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8E4cqD4HD9S0_xCyjYMrLfd0hQm2rvB45AyHiNMQrh-2fQGMCNwHomYHbs_3z0BguWKE9Dmb8tWFxhF4m8OrYw1dj-NlQMiL7uvEVMfSKtGQTwPUp8m55Otrt-5V7q0aCwpKcCdSz0NE/s200/_DSC0024.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;For all the beer lovers in Springfield MO, Saturday the 14th &quot;6 days from now&quot; is a big day in beer for all of us. Starting at 1pm there is the &lt;a href=&quot;http://www.facebook.com/#%21/event.php?eid=155870974477123&quot;&gt;First Annual Spring Brewing Competition&lt;/a&gt; at Creek Side in Galloway. Judging will be at 2pm &quot;I think&quot; and I think we have 14 entries. Call Creek Side at 417-893-8131 to find out more details. It should be a great display of&amp;nbsp; what is brewing up around town! I&#39;m going to enter my Chocolate Bock AND my&amp;nbsp; Honey Cream Ale, I&#39;m hoping maybe one will pace. Worse case no one likes it and I have to drink it which is A-OK with me.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtRfyuG_bSQLo3e8HTTaM5wtSj1eQ6RDa0o8yx7OkIzm2b34i4P_9SGs-JivzIO5aY3RW8XCcnm_0WAIrB_S4St9asfN39iBO4w4Uolp83cJmpT5KrUDxx1f767tRyzprNYNEe0BxgwaA/s1600/IMG_0005.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtRfyuG_bSQLo3e8HTTaM5wtSj1eQ6RDa0o8yx7OkIzm2b34i4P_9SGs-JivzIO5aY3RW8XCcnm_0WAIrB_S4St9asfN39iBO4w4Uolp83cJmpT5KrUDxx1f767tRyzprNYNEe0BxgwaA/s200/IMG_0005.JPG&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;After the competition Mother&#39;s Brewing Company is having there&lt;a href=&quot;http://www.facebook.com/#%21/event.php?eid=184414628268218&quot;&gt; First Ever Mother&#39;s Day Festival.&lt;/a&gt; $5.00 at the gate and they&#39;ll take care of the rest. Local music, Local Food, and Local Art. It&#39;s going to be an All Ages event. The Brewery will also have their beer on tap and will release their summer seasonal then too. The link above has all the specific details I just fumbled through. Make sure you bring a blanket and some friends and keep&amp;nbsp; that number to Yellow cab close at hand.&lt;br /&gt;
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All this said, next Saturday should be a huge weekend for craft brewers, hobbyist, and all of the beer connoisseurs of the area. If you see me at either event, stop and say HI, I&#39;m Keeton!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/5946444624745879752/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/05/busy-14th-coming-up.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5946444624745879752'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5946444624745879752'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/05/busy-14th-coming-up.html' title='A Busy 14th Coming Up'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8E4cqD4HD9S0_xCyjYMrLfd0hQm2rvB45AyHiNMQrh-2fQGMCNwHomYHbs_3z0BguWKE9Dmb8tWFxhF4m8OrYw1dj-NlQMiL7uvEVMfSKtGQTwPUp8m55Otrt-5V7q0aCwpKcCdSz0NE/s72-c/_DSC0024.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-3893616698744807366</id><published>2011-04-03T20:32:00.001-05:00</published><updated>2011-05-08T23:24:43.522-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="itskeeton"/><category scheme="http://www.blogger.com/atom/ns#" term="Twitter"/><title type='text'>Twitter!</title><content type='html'>follow me on twitter at @ABrewersBlog</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/3893616698744807366/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/04/twitter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/3893616698744807366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/3893616698744807366'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/04/twitter.html' title='Twitter!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8336554962973333474</id><published>2011-04-03T16:36:00.000-05:00</published><updated>2011-04-03T16:36:49.237-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="bock"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="chocolate"/><category scheme="http://www.blogger.com/atom/ns#" term="home brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Mead"/><title type='text'>OK, it&#39;s been a while...</title><content type='html'>I could give you a bunch of excuses on why I haven&#39;t been updating lately, but I won&#39;t...&amp;nbsp; Brewing hasn&#39;t stopped though, The Chocolate Bock was bottled and turned out delicious! My two Meads are still bubbling along. I just started a Honey Cream Ale. and ESB is still aging. I have some big aspirations for the rest of this year with the ultimate goal of making a Vintage Ale and aging in in an oak cask. I&#39;ll be back on here more often throught this spring and summer! Thanks for reading!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8336554962973333474/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/04/ok-its-been-while.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8336554962973333474'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8336554962973333474'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2011/04/ok-its-been-while.html' title='OK, it&#39;s been a while...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8284064088465421829</id><published>2010-12-23T00:01:00.000-06:00</published><updated>2010-12-23T00:01:47.226-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="Christmas"/><category scheme="http://www.blogger.com/atom/ns#" term="Hanukkah"/><category scheme="http://www.blogger.com/atom/ns#" term="Kwanzaa"/><category scheme="http://www.blogger.com/atom/ns#" term="science"/><title type='text'>A problem with Consumption Vs. Production</title><content type='html'>I pride my self in using some decent equations in order to hit my numbers on my beers. Science is a big part of being able to produce the same product (or know what you did wrong) in each batch. While I don&#39;t feel I&#39;ve compromised any batch of beer, my Dirty Snowman Ale was prepped for this weekend for consumption. &amp;nbsp; The next beer I started was my Choco-de-Bock-Ale which I projected at about 6-7 weeks fermentation. Then I recently started an ESB that had about a 3-4 week ferment time. Of course when I planed them out I didn&#39;t have the foresight to plan when the two would be done. With several bottles in use with my ale, two ales ago, I guess I have no option but to drink up and free up some bottles! That and maybe recycle a few more from the Christmas Cheer.&lt;br /&gt;
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Merry Christmas, Happy Holidays, Kwanzaa, and Hanukkah or any thing else you celebrate! Just be safe and enjoy!&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8284064088465421829/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/problem-with-consumption-vs-production.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8284064088465421829'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8284064088465421829'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/problem-with-consumption-vs-production.html' title='A problem with Consumption Vs. Production'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8236058086076530565</id><published>2010-12-19T20:01:00.000-06:00</published><updated>2010-12-19T20:01:30.562-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Gardening"/><category scheme="http://www.blogger.com/atom/ns#" term="Home Grown"/><category scheme="http://www.blogger.com/atom/ns#" term="Hops"/><title type='text'>Growing Hops At Home</title><content type='html'>I always think about this around mid summer which is way to late to plant around here. But this year, I want to grow my own hops. As you can find very quickly, there are countless articles on this subject all over the net. I&#39;m going to link the one from BeerSmith just because it is a easy to read, simple place to start.&amp;nbsp;&lt;a href=&quot;http://www.beersmith.com/blog/2008/04/10/growing-hops-in-the-garden-how-to-grow-beer-hops/&quot;&gt;http://www.beersmith.com/&lt;/a&gt;&amp;nbsp; I&#39;ll add more to this if I get the ability to do this in the spring and will get you some pics of how it goes!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8236058086076530565/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/growing-hops-at-home.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8236058086076530565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8236058086076530565'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/growing-hops-at-home.html' title='Growing Hops At Home'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-5205965705075058446</id><published>2010-12-18T02:26:00.001-06:00</published><updated>2010-12-18T02:28:01.335-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Blog"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="Snowman"/><category scheme="http://www.blogger.com/atom/ns#" term="taste"/><title type='text'>Smiles All Around</title><content type='html'>Today was the day that I took my Dirty Snowman Ale to the select Masses for a taste of an idea. And the over all was it was great! out of the 20 people I had taste this young beer. 50% said they would buy it out of a store, 20% said it wasn&#39;t too bad but not great, and the final 30 % said it wasn&#39;t to their liking.&amp;nbsp; I&#39;ll take this as a HUGE success! I had three people ask me when they could buy it in the market which is the highest compliment you can receive!&amp;nbsp; It really needs another week to mellow then I&#39;ll post another update :)</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/5205965705075058446/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/smiles-all-around.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5205965705075058446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5205965705075058446'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/smiles-all-around.html' title='Smiles All Around'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-6128083366533600408</id><published>2010-12-16T22:38:00.000-06:00</published><updated>2010-12-16T22:38:05.652-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Hop Stupid"/><category scheme="http://www.blogger.com/atom/ns#" term="Langunitas"/><title type='text'>Beer of the night!</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoP1aqSWAZ1Lg69ecHh0pKdEU9KjKzVRnTlkdgQrTdi_X-Vv8iGrnI5hiFARv0NGJyDN8px_IqvH096cBxona-hYoN_03hoXckcyLkiNa1wBxnQ-Jd8G99eMKH0ncmwLfq65eJClUy9bI/s1600/beers_hopstoopid_main.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoP1aqSWAZ1Lg69ecHh0pKdEU9KjKzVRnTlkdgQrTdi_X-Vv8iGrnI5hiFARv0NGJyDN8px_IqvH096cBxona-hYoN_03hoXckcyLkiNa1wBxnQ-Jd8G99eMKH0ncmwLfq65eJClUy9bI/s200/beers_hopstoopid_main.jpg&quot; width=&quot;164&quot; /&gt;&lt;/a&gt;Tonight I&#39;m trying Lagunitas Hop Stoopid Ale. 8% ABV and a ridiculous 102 IBU or International Bitterness Unit (i.e. Hops) The top of the stale of IBU is technically 100 making this beer &quot;technically&quot; impossibly Hoppy. Tasting it would make you believe the above statement. From the aroma, the beginning, end, and the mouth feel, pretty much all you get is hops. All of this said, I&#39;m really enjoying it, and Bamforth says hops are good for you. just be prepared. It has a bite!&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/6128083366533600408/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/beer-of-night.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6128083366533600408'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/6128083366533600408'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/beer-of-night.html' title='Beer of the night!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoP1aqSWAZ1Lg69ecHh0pKdEU9KjKzVRnTlkdgQrTdi_X-Vv8iGrnI5hiFARv0NGJyDN8px_IqvH096cBxona-hYoN_03hoXckcyLkiNa1wBxnQ-Jd8G99eMKH0ncmwLfq65eJClUy9bI/s72-c/beers_hopstoopid_main.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-4876247403091317112</id><published>2010-12-16T00:07:00.000-06:00</published><updated>2010-12-16T00:07:35.732-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Amazon"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Books"/><category scheme="http://www.blogger.com/atom/ns#" term="Brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Charles Bamforth"/><category scheme="http://www.blogger.com/atom/ns#" term="ESB"/><category scheme="http://www.blogger.com/atom/ns#" term="philosopher"/><title type='text'>A Quick Review on a Great Beer Book</title><content type='html'>&lt;iframe align=&quot;left&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://rcm.amazon.com/e/cm?t=anothe0dd-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=0137065078&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr&quot; style=&quot;height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;&quot;&gt;&lt;/iframe&gt;Just finished this book and highly recommend it. It shows Charles Bamforth on only as the scientific brewer but also the philosopher of malted barley and hops. It was a refreshing look of the spirit of what beer is, and isn&#39;t. My next book I&#39;m reading of his is Beer, Taping Into The Art And Science Of Brewing then I&#39;m reading Grape vs Grain. I&#39;ll let you know how those turn out but if they&#39;re anything like what I&#39;ve read so far. I&#39;m sure I&#39;ll love them.&lt;br /&gt;
&lt;br /&gt;
I&#39;m hopefully starting an ESB on Friday, I&#39;ll post the progress on here as soon as I have any!&lt;br /&gt;
&lt;br /&gt;
Cheers&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/4876247403091317112/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/quick-review-on-great-beer-book.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4876247403091317112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4876247403091317112'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/quick-review-on-great-beer-book.html' title='A Quick Review on a Great Beer Book'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-2886969177830875458</id><published>2010-12-11T23:17:00.001-06:00</published><updated>2010-12-11T23:19:34.299-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cask"/><category scheme="http://www.blogger.com/atom/ns#" term="Copper Run"/><category scheme="http://www.blogger.com/atom/ns#" term="Distillery"/><category scheme="http://www.blogger.com/atom/ns#" term="Missouri"/><category scheme="http://www.blogger.com/atom/ns#" term="Moonshine"/><category scheme="http://www.blogger.com/atom/ns#" term="Ozarks"/><category scheme="http://www.blogger.com/atom/ns#" term="Radio"/><category scheme="http://www.blogger.com/atom/ns#" term="Rum"/><category scheme="http://www.blogger.com/atom/ns#" term="US97"/><category scheme="http://www.blogger.com/atom/ns#" term="Whiskey"/><title type='text'>Copper Run Distillery, Bringing Moonshine Back To The Ozarks</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkr8WPHGPLyEcwH0tPtlTEH9NTNf3gW4JbbLNIywaWU1uLbPF2CQuFcPzuB4xihc8TuvnQfMAqCPJJFL_QPxeKx6rAEV2XdJXqixP83I4xJ8P3evH0njsCbDDCHEHSd08hx7n4gqnrB_o/s1600/Photo+Dec+11%252C+11+04+32+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkr8WPHGPLyEcwH0tPtlTEH9NTNf3gW4JbbLNIywaWU1uLbPF2CQuFcPzuB4xihc8TuvnQfMAqCPJJFL_QPxeKx6rAEV2XdJXqixP83I4xJ8P3evH0njsCbDDCHEHSd08hx7n4gqnrB_o/s200/Photo+Dec+11%252C+11+04+32+PM.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD-4P9lXyn3aiVt-gxlPu6kbK-RN88-1mmf0paZi_WkUJw_jrm7vAJROdN6Z_pkYghKVp-_s22FIsBqPsq9VBA6yct1gdf7WD4qtMYpHZVCKPp0moMxFGNtF5202b0wiacv0SClmT4gz0/s1600/Photo+Dec+11%252C+11+04+15+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD-4P9lXyn3aiVt-gxlPu6kbK-RN88-1mmf0paZi_WkUJw_jrm7vAJROdN6Z_pkYghKVp-_s22FIsBqPsq9VBA6yct1gdf7WD4qtMYpHZVCKPp0moMxFGNtF5202b0wiacv0SClmT4gz0/s320/Photo+Dec+11%252C+11+04+15+PM.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;I had the privilege of meeting Jim Blansit, the Owner and Distiller at &lt;a href=&quot;http://copperrundistillery.blogspot.com/2009/09/distillery-and-friends.html&quot;&gt;Copper Run Distillery&lt;/a&gt; yesterday. I won a prize from &lt;a href=&quot;http://www.us97.com/main.html&quot;&gt;US97&lt;/a&gt; (a local radio station) from the distillery and ran down too Walnut Shade MO to check it out. What I won? The grand prize, a 1 gallon cask and 5 bottles of moonshine (corn whiskey). But really so much more. It was wonderful seeing a micro-distillery first hand and to taste corn whiskey on it&#39;s first run dripping straight out of the still. Being an old brewer himself it was great to talk about the difference between between brewing a mash of beer and mash for whiskey. After a full tour we went to the tasting room to taste the difference between an unaged whiskey and a one year whiskey. I also got to try some of the rum he makes there, it was delicious! Then, my prize.... I brought everything home along with a gallon of&amp;nbsp; filtered water, and filled the cask with the water for the past 24 hours to &quot;condition&quot; the cask. Then this evening, I drained it and the moonshine. If your from the area or happen to be passing through the Ozarks, defiantly go check out these folks. Just make sure you bring a DD if you plan on spending too much time in the tasting room!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/2886969177830875458/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/copper-run-distillery-bringing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/2886969177830875458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/2886969177830875458'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/copper-run-distillery-bringing.html' title='Copper Run Distillery, Bringing Moonshine Back To The Ozarks'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkr8WPHGPLyEcwH0tPtlTEH9NTNf3gW4JbbLNIywaWU1uLbPF2CQuFcPzuB4xihc8TuvnQfMAqCPJJFL_QPxeKx6rAEV2XdJXqixP83I4xJ8P3evH0njsCbDDCHEHSd08hx7n4gqnrB_o/s72-c/Photo+Dec+11%252C+11+04+32+PM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-7673717172846250275</id><published>2010-12-11T18:35:00.000-06:00</published><updated>2010-12-11T18:35:44.074-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="Christmas"/><category scheme="http://www.blogger.com/atom/ns#" term="iBallz"/><category scheme="http://www.blogger.com/atom/ns#" term="iBrewmaster"/><category scheme="http://www.blogger.com/atom/ns#" term="iPad"/><category scheme="http://www.blogger.com/atom/ns#" term="Major League Baseball"/><category scheme="http://www.blogger.com/atom/ns#" term="technology"/><title type='text'>IBallz to the Rescue!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtvsXMn074H-WEp3q4NKL7CwfK3P1KxuFuThFUWe3BEF4WU-kRXdtJ9L6lqe5vW_BOdJkuQP3D0TS40lj_ihbahcGEN5DUIZOoNUODdWCXf3kx2iJlSyIyjqeWgjzGqW74RLo8K6GuFio/s1600/Photo+Dec+11%252C+6+10+27+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtvsXMn074H-WEp3q4NKL7CwfK3P1KxuFuThFUWe3BEF4WU-kRXdtJ9L6lqe5vW_BOdJkuQP3D0TS40lj_ihbahcGEN5DUIZOoNUODdWCXf3kx2iJlSyIyjqeWgjzGqW74RLo8K6GuFio/s320/Photo+Dec+11%252C+6+10+27+PM.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Beer, baseball, and technology are pretty much my life. Granted there&#39;s a little more to me than that but... And they all go pretty well together, I can watch a game while taking notes on my iPad and enjoying a frosty beverage. The only problem I&#39;ve ran into with my iPad has been in transportation. I have been known to be pretty hard on my gadgets so I&#39;m always looking for the best way to protect my little investments from, well, myself. I also use the iPad for brewing and keeping all my brewing information with iBrewMaster. So being that the iPad goes with me everywhere, my picking of a proper case was extremely important. After being totally unsatisfied with three cases I have purchased over the past 6 months, I ran across the&lt;a href=&quot;http://www.iballz.info/products.php&quot;&gt; iBallz &lt;/a&gt;page. It looked to solve some of the issues that I was having with the other cases I didn&#39;t like. I think what really sold me was the modular feel of it. You can use just the &quot;ballz&quot; to protect the edges and incase of dropping or spillage around it (very handy when brewing). Then for an extra layer of protection they sell cases that work with the ballz and are made to where there&#39;s no fumbling and taking everything apart just to use it. I was extremely impressed of the quality of the case. It far exceeded any other case I have purchased at a fraction of the price. If you have an iPad you really need to try this system. The picture above was from the coffee house yesterday with the iLid case folded behind it. And I just went to the &lt;a href=&quot;http://www.iballz.info/products.php&quot;&gt;website&lt;/a&gt; and they have everything on the site on sale which means everyone I know will be getting them for Christmas. Great job of a high quality product at a very reasonable price.</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/7673717172846250275/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/iballz-to-rescue.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7673717172846250275'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7673717172846250275'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/iballz-to-rescue.html' title='IBallz to the Rescue!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtvsXMn074H-WEp3q4NKL7CwfK3P1KxuFuThFUWe3BEF4WU-kRXdtJ9L6lqe5vW_BOdJkuQP3D0TS40lj_ihbahcGEN5DUIZOoNUODdWCXf3kx2iJlSyIyjqeWgjzGqW74RLo8K6GuFio/s72-c/Photo+Dec+11%252C+6+10+27+PM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-4766477796213365688</id><published>2010-12-10T16:44:00.000-06:00</published><updated>2010-12-10T16:44:06.773-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="air"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="mama jeans"/><category scheme="http://www.blogger.com/atom/ns#" term="paradigm"/><category scheme="http://www.blogger.com/atom/ns#" term="shift"/><category scheme="http://www.blogger.com/atom/ns#" term="sick"/><category scheme="http://www.blogger.com/atom/ns#" term="water"/><title type='text'>Paradigm shifts and randomness</title><content type='html'>Watch out, this is going to be random. I don&#39;t get sick very often, but when I do, my life gets uprooted, I&#39;m not my self, my environment changes, and the fan on my laptop is SO loud! But simple things like a glass of water taste sooo good. I find this is the best time to contemplate major situations and decisions. I always have a chance to take a totally different look at things I&#39;ve been thinking about. Like deciding I might want to change my direction and become a microbiologist or almost putting a $400.00 brew pot on my card at 3am under the influence of NyQuil. I&#39;m pretty sure I was looking at the air at one point wondering how my breathing was affecting all of the millions of particles surrounding me. Kinda analyzing my carbon foot print on a microscopic level. &lt;br /&gt;
&lt;br /&gt;
Now granted, that alone didn&#39;t change my life, but it did flag a few questions on how I can make my beer better. So decided to start with the very basics, air and water. At our local Mama Jeans I can buy some pretty decently filtered water for 35 cents a gallon, a small price to pay to get away from chlorinated tap water. The whole air think might be a little trickier but I&#39;ve heard something as simple as a &quot;mini-max&quot; system can make a big differen. I&#39;m going to do a bit more research into the whole air and water before I make a final decision but I think I&#39;m headed in the right direction.</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/4766477796213365688/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/paradigm-shifts-and-randomness.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4766477796213365688'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/4766477796213365688'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/paradigm-shifts-and-randomness.html' title='Paradigm shifts and randomness'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8040185461484828318</id><published>2010-12-08T23:03:00.000-06:00</published><updated>2010-12-08T23:03:08.302-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="bock"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="chocolate"/><category scheme="http://www.blogger.com/atom/ns#" term="Co2"/><category scheme="http://www.blogger.com/atom/ns#" term="fermentation"/><category scheme="http://www.blogger.com/atom/ns#" term="Primary"/><category scheme="http://www.blogger.com/atom/ns#" term="secondary"/><title type='text'>And Now, What Not To Do.... Kinda</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bqElfB_DahEINYPoHwlPeuy6V6JJnN0-te4RmKSyukvTkjqfjR-d4W9ZcRoDVp_Av3OPCHdLoosUzflnzaXP2eJvUyih5qw18t83-1FOL9IlCAzEnKj0nyMGqUhnoIwHtCE72UcLBlA/s1600/Photo+Dec+07%252C+10+12+51+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bqElfB_DahEINYPoHwlPeuy6V6JJnN0-te4RmKSyukvTkjqfjR-d4W9ZcRoDVp_Av3OPCHdLoosUzflnzaXP2eJvUyih5qw18t83-1FOL9IlCAzEnKj0nyMGqUhnoIwHtCE72UcLBlA/s200/Photo+Dec+07%252C+10+12+51+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;Every once in a while, things don&#39;t go as planned. Every once in a while equipment fails you. If you are a home brewer or a major distributor, something, sometime, will go wrong. It is your fundamental understanding of the process of brewing that will save a batch or wash one down the drain. I say all of this because such a problem with equipment did indeed happen last night.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhxg4ZpiqmS7231Pcc4BEo5fPeUVyyWkDGnD0PPbtzPJe-ev6X_i1M6QE4ktfQLFPzlOvRxeYuaj6Jps22HydKAAeZtvwFaAG3Fl9RMEjXoWROjQcQlo5neHosOg6TAyMbwNXmIAO-Mlo/s1600/Photo+Dec+08%252C+10+21+43+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhxg4ZpiqmS7231Pcc4BEo5fPeUVyyWkDGnD0PPbtzPJe-ev6X_i1M6QE4ktfQLFPzlOvRxeYuaj6Jps22HydKAAeZtvwFaAG3Fl9RMEjXoWROjQcQlo5neHosOg6TAyMbwNXmIAO-Mlo/s200/Photo+Dec+08%252C+10+21+43+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;For those that don&#39;t know the reason why you use a bucket style container as your primary fermenter and a carboy as your secondary is all simply about headroom and air. A primary fermentation is very active and produces a lot of Co2 and a lot of foam in the process. Up to 3 or 4 inches of foam on top of the brew and even more than that in some situations. You need room for this and you aren&#39;t as concerned about the air that could be in the bucket, since the Co2 is going to continue to keep positive pressure on the &quot;Primary&quot;. WELL.... when your Primary doesn&#39;t keep a good seal and you have a young brew in it, you worry about any contaminates possibly getting into the batch, so I made the executive decision to move it to a secondary &quot;Better Brew&quot; container. So like I explained earlier, not nearly as much room in the top of a carboy which means not as much room for your brew head. so it can come out the trap, as long as you keep the trap clear of debris, not really a problem, Makes a little mess but the gas still escapes and you still keep everything good.&lt;br /&gt;
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Here&#39;s the FYI... IF you are making a Chocolate Bock and you have roasted Chocolate Nibs that are floating in the top of the brew, those nibs MAY float on the foam and into the tiny neck of the of the fermentation trap and clog the escape route for all the gas produced. If and when this happens, duck, you have two possible outcomes. One. the nib is forced into the first chamber of the trap and the brew goes on. Two the Co2 pressurizes the carboy and you have a possible fermentation trap missile on your hands. The second of the two happened. It missed me but it popped had enough that it dug a grove in the ceiling. The picture above is actually what you hope for if you ever have to make this call. As long as it&#39;s still bubbling and foaming, it may not be ideal but its better than the alternative. Just make sure you keep the trap clean and it should be just fine in this stage. Right now that&#39;s about every 6 hours. Make sure you put a towel underneath it because it will make a mess!</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8040185461484828318/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/and-now-what-not-to-do-kinda.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8040185461484828318'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8040185461484828318'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/and-now-what-not-to-do-kinda.html' title='And Now, What Not To Do.... Kinda'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bqElfB_DahEINYPoHwlPeuy6V6JJnN0-te4RmKSyukvTkjqfjR-d4W9ZcRoDVp_Av3OPCHdLoosUzflnzaXP2eJvUyih5qw18t83-1FOL9IlCAzEnKj0nyMGqUhnoIwHtCE72UcLBlA/s72-c/Photo+Dec+07%252C+10+12+51+PM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-8969339968554193739</id><published>2010-12-07T23:05:00.000-06:00</published><updated>2010-12-07T23:05:00.810-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ale"/><category scheme="http://www.blogger.com/atom/ns#" term="Askinosie"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="bock"/><category scheme="http://www.blogger.com/atom/ns#" term="Bottling"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="chocolate"/><category scheme="http://www.blogger.com/atom/ns#" term="Dirty"/><category scheme="http://www.blogger.com/atom/ns#" term="Keeton"/><category scheme="http://www.blogger.com/atom/ns#" term="PET"/><category scheme="http://www.blogger.com/atom/ns#" term="Snowman"/><title type='text'>Dirty Little Snowman Ale is Bottled and ready to Carbonate!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPPqXvqsd0WUbiCu-18P8CV1xBx76J21y87fKoADWEheYSMeSa8ESg9B8tab9MlZrn_XWQMOMdrhjBpcSAEZVlihRWb6VTBIQ_HoOdwXWSSBLto9cQv2Lk9P9uBLGdLJ94M07Fi7xgOsU/s1600/Photo+Dec+07%252C+10+13+10+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPPqXvqsd0WUbiCu-18P8CV1xBx76J21y87fKoADWEheYSMeSa8ESg9B8tab9MlZrn_XWQMOMdrhjBpcSAEZVlihRWb6VTBIQ_HoOdwXWSSBLto9cQv2Lk9P9uBLGdLJ94M07Fi7xgOsU/s200/Photo+Dec+07%252C+10+13+10+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnY3g4sET7XKxa-ssErgsaSPP6eFFn8-fHyySFfMKQuxGILh-H2-LmC1zaFu6HwmWzTZqyAqHw3TmAdbQ2j9TKHXk0Jwxc15g9lUNznk9Q-rX3JYjShJCIt5oYYikNECtvWf4T4R5v5yk/s1600/Photo+Dec+07%252C+10+13+35+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnY3g4sET7XKxa-ssErgsaSPP6eFFn8-fHyySFfMKQuxGILh-H2-LmC1zaFu6HwmWzTZqyAqHw3TmAdbQ2j9TKHXk0Jwxc15g9lUNznk9Q-rX3JYjShJCIt5oYYikNECtvWf4T4R5v5yk/s200/Photo+Dec+07%252C+10+13+35+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;DLSA is in the bottle and awaiting it&#39;s fate around Christmas. The aroma is awesome and the flavor is Great! I&#39;m the proud dad of 5 gallons of beer! It will probably mellow a little in the bottle but like an anxious father, I&#39;m waiting to get the final grade card of their kid in the mail... Bottling took about an from cleaning out the first bottle to capping the last. I&#39;m beginning to use more of the PET plastic bottles which I have has good success with so far. They are NOT dishwasher safe just in case you were curious. They turn shapes non-conducive to refilling with beer! I fill at least 1 bottle of each batch with them because they are a very easy great way to gauge how well a batch is conditioning once bottled. I also love my flip top bottles. They are easy to use and clean and they have a fun look to them. This will be the first batch that I&#39;ve used my printable labels I mentioned in a previous blog. I&#39;ll post pictures and a review as soon as I have some bubbles!&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0Osj9fQyD6s5IScJtc-KUtTOX51owZ4iGG8_TmZtnpD47XZCOSXCrhReaq7vG2N8rJhqNuFTRHnt3SvywnM6mzj8_93hLmwRRqTgsicYojFd9nNufIqz45qxdPr_ncbZLo-BcFscrMzc/s1600/Photo+Dec+07%252C+10+52+36+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0Osj9fQyD6s5IScJtc-KUtTOX51owZ4iGG8_TmZtnpD47XZCOSXCrhReaq7vG2N8rJhqNuFTRHnt3SvywnM6mzj8_93hLmwRRqTgsicYojFd9nNufIqz45qxdPr_ncbZLo-BcFscrMzc/s200/Photo+Dec+07%252C+10+52+36+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;/div&gt;I also had a primary fermenter malfunction and went ahead and moved the Choco-de-Bock-Ale into a Better Brew Bottle to insure that the seal is good. I look forward to buying a new Primary on Friday. Not sure where the air leak was but I&#39;m confident that the amount of Co2 being produced in it&#39;s first days would have kept positive pressure in the primary until I moved it today. I went ahead and added 2 more ounces of the cocoa nibs since this is kinda sorta not really a secondary? But as far as color goes, it&#39;s chocolate through and through! And I just checked on it and it seems to be very happy with it&#39;s new home. It may blow out it&#39;s trap tonight....</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/8969339968554193739/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/dirty-little-snowman-ale-is-bottled-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8969339968554193739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/8969339968554193739'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/dirty-little-snowman-ale-is-bottled-and.html' title='Dirty Little Snowman Ale is Bottled and ready to Carbonate!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPPqXvqsd0WUbiCu-18P8CV1xBx76J21y87fKoADWEheYSMeSa8ESg9B8tab9MlZrn_XWQMOMdrhjBpcSAEZVlihRWb6VTBIQ_HoOdwXWSSBLto9cQv2Lk9P9uBLGdLJ94M07Fi7xgOsU/s72-c/Photo+Dec+07%252C+10+13+10+PM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-7260306080036082105</id><published>2010-12-06T00:31:00.001-06:00</published><updated>2010-12-06T00:33:05.213-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Augmented reality"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Facebook"/><category scheme="http://www.blogger.com/atom/ns#" term="label"/><category scheme="http://www.blogger.com/atom/ns#" term="Olypus"/><title type='text'>Augmented Reality, the beer label?</title><content type='html'>&lt;blockquote&gt;&lt;/blockquote&gt;I found this video on Facebook and it blew my mind! Being an aspiring brewer I would love to come out with the first beer label that incorporated this technology! But I probably wont have the resources to pull it off so I&#39;ll just say it here! Very cool Tech, watch for it coming to a beer bottle soon!&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;344&quot; src=&quot;http://www.youtube.com/embed/P9Nd04dW2-M?fs=1&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/7260306080036082105/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/augmented-reality-beer-label.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7260306080036082105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/7260306080036082105'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/augmented-reality-beer-label.html' title='Augmented Reality, the beer label?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/P9Nd04dW2-M/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-220389068483802780</id><published>2010-12-05T15:09:00.000-06:00</published><updated>2010-12-05T15:09:03.143-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Australia"/><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="Brew"/><category scheme="http://www.blogger.com/atom/ns#" term="Canada"/><category scheme="http://www.blogger.com/atom/ns#" term="cheers"/><category scheme="http://www.blogger.com/atom/ns#" term="Denmark"/><category scheme="http://www.blogger.com/atom/ns#" term="Germany"/><category scheme="http://www.blogger.com/atom/ns#" term="Italy"/><category scheme="http://www.blogger.com/atom/ns#" term="Russia"/><category scheme="http://www.blogger.com/atom/ns#" term="Singapore"/><category scheme="http://www.blogger.com/atom/ns#" term="Spain"/><category scheme="http://www.blogger.com/atom/ns#" term="United Kingdom"/><title type='text'>Here&#39;s to My Readers</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot; width=&quot;410px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;GMQVX1KAI GMQVX1KMH&quot;&gt;&amp;nbsp;My blog just went over 1000 page views! That&#39;s actually a pretty small number as far as blogs go but being only 2 months old, I&#39;m thrilled. So I decided to list my favorite beers in the list of the most page views on the blog by the country..... &lt;/div&gt;&lt;div class=&quot;GMQVX1KAI GMQVX1KMH&quot;&gt;Pageviews by Countries&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div&gt;&lt;img class=&quot;gwt-Image&quot; src=&quot;http://chart.apis.google.com/chart?chf=bg,s,EAF7FE&amp;amp;chs=410x205&amp;amp;cht=t&amp;amp;chco=F9FFED,E0FFD5,236A13&amp;amp;chld=AUCADEDKESGBITRUSGUS&amp;amp;chd=s:BBAABBAAA9&amp;amp;chtm=world&quot; style=&quot;height: 205px; width: 410px;&quot; /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;GMQVX1KFO&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;United States&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-917 There&#39;s too many craft breweries to list here&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;GMQVX1KFO&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Canada-&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;21-Fosters! HAHA it&#39;s an old joke, actually Unibroue&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;GMQVX1KFO&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Australia&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-14-We don&#39;t get too many of yours here, VB?&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;United Kingdom-&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;14-Fullers, but there&#39;s a lot more great beers&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Spain&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-12-San Miguel maybe, not sure&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;German-&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;7-Aecht Schlenkerla Rauchbier look it up before you try this one! :)&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Singapore&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-6-I would like to try Tiger Beer&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Denmark&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-4-Carlsberg is about the only one I&#39;ve tried&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;GMQVX1KFO&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Italy&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-4-Birra Moretti &lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: middle;&quot; width=&quot;380px&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;left&quot; style=&quot;vertical-align: top;&quot;&gt;&lt;div class=&quot;gwt-HTML&quot;&gt;&lt;div class=&quot;GMQVX1KPO GMQVX1KAP&quot;&gt;Russia&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; style=&quot;vertical-align: middle;&quot;&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;-4-Not sure but I want to find out the brand if this Beer can if you might know&lt;a href=&quot;http://newsodrome.com/celebrity_news/package-design-update-russian-sexxxy-beer-15967786&quot;&gt;(sexy beer cans)&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;GMQVX1KEO&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;GMQVX1KEO&quot; style=&quot;text-align: justify;&quot;&gt;Thanks to everyone who stops by to read!&amp;nbsp; If you need my mailing send me a six pack of your favorite beer to try, email me at itskeeton@gmail.com&amp;nbsp; and I&#39;ll make sure you get it!&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;GMQVX1KEO&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;GMQVX1KEO&quot; style=&quot;text-align: justify;&quot;&gt;Cheers!&lt;/div&gt;&lt;div class=&quot;GMQVX1KEO&quot;&gt;&lt;br /&gt;
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&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/220389068483802780/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/heres-to-my-readers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/220389068483802780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/220389068483802780'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/heres-to-my-readers.html' title='Here&#39;s to My Readers'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7070367921683359098.post-5502479016024187013</id><published>2010-12-04T21:21:00.000-06:00</published><updated>2010-12-04T21:21:40.517-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beer"/><category scheme="http://www.blogger.com/atom/ns#" term="brewing"/><category scheme="http://www.blogger.com/atom/ns#" term="home brewery"/><category scheme="http://www.blogger.com/atom/ns#" term="Mead"/><category scheme="http://www.blogger.com/atom/ns#" term="Ozark"/><category scheme="http://www.blogger.com/atom/ns#" term="Sprinfield"/><title type='text'>The Choco-de-bock-ale Is Fermenting Away.</title><content type='html'>My latest beer creation went into it&#39;s primary fermentation yesterday after about 3 hours of cooking and prep. I went with a partial mash on this one per Todd&#39;s recommendation from the Home Brewery in Ozark. Todd is the only guy I have ever bought ingredients form and there&#39;s one simple reason, customer service. I didn&#39;t have my recipe for this beer at all nailed down before I got there yesterday. I knew what I wanted to make, just not real sure how to get there. Todd took my ideas and turned them into something real, had everything in stock that I needed, and went through&amp;nbsp; the steps that I needed to follow which were slightly more technical than the brew style I&#39;ve done in the past. If I&#39;m buying a plastic case for my iPad, I usually shop on the net. but when I&#39;m buying ingredients for a brew I buy local from a brewer that knows whats going on! That&#39;s Todd...&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOzpWl56IzACpeegRQzMbB9eRLlmXwIZIvDHANi3N_9BIT9hu5ZBHL47yaQKWnHW_lnj0qn8mmYS2_vH9vCvMREsGimHlBJHKHnawqXLoZhbngXCsA59wQZ9_ZlWgoor3kT0fpKC4U-x4/s1600/Photo+Dec+04%252C+9+04+43+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOzpWl56IzACpeegRQzMbB9eRLlmXwIZIvDHANi3N_9BIT9hu5ZBHL47yaQKWnHW_lnj0qn8mmYS2_vH9vCvMREsGimHlBJHKHnawqXLoZhbngXCsA59wQZ9_ZlWgoor3kT0fpKC4U-x4/s200/Photo+Dec+04%252C+9+04+43+PM.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJBMoHZYLl3VU-WKhV2rLdVBkjlqUXItM2K1ojnvT_TQQ0mIhZXJ_05ocjg-fFs_BR0xo29Lesk85bfHP3QdErjfT73ItsvafhaLS6loAND9IzUEwn_4dlw-3Cen0xQA7LgRAsvxpmJso/s1600/Photo+Dec+04%252C+9+09+58+PM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJBMoHZYLl3VU-WKhV2rLdVBkjlqUXItM2K1ojnvT_TQQ0mIhZXJ_05ocjg-fFs_BR0xo29Lesk85bfHP3QdErjfT73ItsvafhaLS6loAND9IzUEwn_4dlw-3Cen0xQA7LgRAsvxpmJso/s200/Photo+Dec+04%252C+9+09+58+PM.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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After I mashed in and got the the DME dissolved,&amp;nbsp; (note to self, need a much larger brew kettle to dissolve 10 pounds of dry malt)... I brought the sweet wort up to a boil and immediately boiled over for 1 brief second but I got it under control. Everything else went like clockwork. I also racked all the other brews, The Snowman Ale is in it&#39;s secondary and is about a week away from bottling. The two meads have about 7 more months to go. Now to come up with my next brew idea...&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://anotherbrewersblog.blogspot.com/feeds/5502479016024187013/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/choco-de-bock-ale-is-fermenting-away.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5502479016024187013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7070367921683359098/posts/default/5502479016024187013'/><link rel='alternate' type='text/html' href='http://anotherbrewersblog.blogspot.com/2010/12/choco-de-bock-ale-is-fermenting-away.html' title='The Choco-de-bock-ale Is Fermenting Away.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/15523957779458332141</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOzpWl56IzACpeegRQzMbB9eRLlmXwIZIvDHANi3N_9BIT9hu5ZBHL47yaQKWnHW_lnj0qn8mmYS2_vH9vCvMREsGimHlBJHKHnawqXLoZhbngXCsA59wQZ9_ZlWgoor3kT0fpKC4U-x4/s72-c/Photo+Dec+04%252C+9+04+43+PM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>