<?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: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-4898781573048262620</id><updated>2012-02-11T21:37:55.752-06:00</updated><title type='text'>Mulberry House</title><subtitle type='html'>Jesus Lives. Act Accordingly.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Mulberry House: 125 W Mulberry St. Springfield, OH 45506</name><uri>http://www.blogger.com/profile/16264937134041622548</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>97</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-8135362993009257010</id><published>2012-02-10T13:17:00.002-06:00</published><updated>2012-02-10T13:44:09.581-06:00</updated><title type='text'>An Open Letter to Ellen Degeneres</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Dear Ellen Degeneres, &lt;/p&gt;    &lt;p class="MsoNormal"&gt;Hello. My name is Jack and I live in Springfield, OH. We have never met. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’ve seen your name in the headlines a lot these past few weeks. I’ll admit I am not a regular viewer of your show (it’s nothing personal, I just don’t watch much television). But I see you now and then, and you’ve always made me laugh. I remember you dancing at the beginning of your show, which I think is really cool.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;I also remember when Dori told me to, "Just keep swimming." I thought I'd try and return the favor.&lt;br /&gt;&lt;/p&gt; I read a story in the news about JC Penny, and how they hired you to join their team, and the terribly troubling events that transpired afterward.         &lt;p class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;I read about a group of people who protested, boycotted, and petitioned JC Penny to fire you as their spokesperson because you are gay. This group seems to think they have the right to silence you, to write you off, to push you aside. I find that to be painfully sad on many counts.&lt;br /&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I made this an open letter for 2 important reasons. First, the attacks against you and JC Penny were very public. I think public offenses warrant public apology. Second, I was thinking that maybe there are some others out there who could benefit from reading a letter like this.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;So, yes, I want to apologize. I am not arrogant enough to presume that my words are adequate, or or that I am even qualified to give them. I was not involved in the JC Penny incident in any way. I actually was pretty disconnected from the controversy, only hearing about it after JC Penny decided to stand by their decision. But I wanted to extend an apology nonetheless.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’m sorry some people are convinced we are at war with each other. They seem to believe that different lifestyles, such as yours, are a threat to their children. When they see someone living differently than they would, they are convinced they must “fight back.” I do not believe we are enemies and I don’t believe we have to fight with each other. I believe the culture war is a myth and I refuse to be pressed into combat.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’m sorry you have been vilified and called terrible things. It seems as if this organization has made you the face of all they disagree with. I’m sorry for the hurtful things being said.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’m sorry so many people have judged you and categorized you without even meeting you. &lt;/p&gt;I am sorry that this conversation has become all about sex, when it should be a conversation about love.     &lt;p class="MsoNormal"&gt;I’m sorry that members of the Christian church have waved signs at you from a distance, or shouted mean things through a bullhorn. I’m sorry they didn’t approach you and address you with the respect and dignity you deserve.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’m sorry some people are bullies.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;I'm sorry some people think their sins are better than your sins, who think they are closer to perfection than you are.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;I'm sorry you've been treated like a second class citizen.&lt;br /&gt;&lt;/p&gt;I’m sorry some people aren’t satisfied to have differences of opinion and lifestyle but rather attempt to legislate their own morality. I’m sorry people try to change others by force.     &lt;p class="MsoNormal"&gt;I am sorry for the deafening silence that is often perceived from the Evangelical church when it comes to the defense of people in the LGBTQ community. With bullying on the rise, and a rash of disturbing teen suicides, those proclaiming themselves as the light of the world should be… well, brighter. Some of us are trying to be better about that, but our silence is inexcusable and I apologize.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I’m sorry you have to fight for things that were given to me freely.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I teach preschool for a living. I teach four-year-old children their ABCs, their 123s, their colors, their shapes. Those things are important. But I find myself spending more time on other important life skills. Things like sharing, honesty, peacefulness, respect, and love for one another. And I certainly don’t tolerate bullying. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;Maybe some of the adults in our society have forgotten these important preschool values. Perhaps I have grossly underestimated the need for decent preschool teachers in this country. They may have never learned these values in the first place.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Of course, there is also the possibility that they all just need a nap. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;I looked up the One Million Moms website. I won’t repeat any of the things I read there, but I was troubled to see that the group believes, among other things, that their mission is a godly one. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;You may have gathered from some of my language that I consider myself a Christian. I hesitate to say that, but not because I am ashamed of my faith. I hesitate to use a word to describe myself that has become associated with bigots and gay-haters and small-minded hypocrites. I am also wary of being lumped into a certain constituency, or voting block, or demographic… the Evangelical base, or whatever.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;You know them. They’re the crowd that cheers at a debate when somebody talks about executing prisoners or building an electric fence to zap immigrants to death. I want to be a Christian, but not that kind (it sounds very unlikely, I know, but there are more of us out there than people realize). &lt;/p&gt;    &lt;p class="MsoNormal"&gt;Don’t get me wrong, I am not trying to sound like I have been victimized or anything. Like the “liberal media” is unfairly portraying us or something. Other Christians have gotten pretty good at playing the victim, and that is not what I am trying to do. I am simply trying to draw a distinction between my faith and the one I’ve seen in the news lately. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;It may sound empty and simplistic to say, “We’re not all like that.” Perhaps the best I can do is say that one of the central teachings of Christianity is that nobody is perfect, that we all fall short of what we are called to be. This is why so many of us mess up when it comes to loving our neighbor. If you can find it in your heart, please forgive us. Give us grace, because sometimes we don’t know what we are doing.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Another thing I don’t want to do is preach. I don’t want you to think this letter is my way to sneak in a gospel message. Some Christians are good at that too… trying to evangelize in some covert, sneaky, or less than forthcoming way. I don’t mean to do that.&lt;/p&gt;    &lt;p class="MsoNormal"&gt;But some of my Christian friends don’t understand letters like this one. They think that by apologizing, I am compromising. They think I have abandoned the truth or gone lax on my convictions. This being an open letter, can I briefly share a few of those convictions?&lt;/p&gt;    &lt;p class="MsoNormal"&gt;I believe in God, Creator of all things. I believe He made all people in His image, and as a pastor friend of mine says, “God didn’t make no junk.” From the beginning, God has loved us and wanted to be with us, but our own broken sinfulness keeps getting in the way. Despite our blemishes, flaws, and rebellions against His good plan, God looks on all of us with love. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;God has pursued the people He loves throughout history, beckoning us to turn away from lifestyles of oppression and manipulation and destruction, inviting us to live a better way. God loved us so much He took on flesh, and dwelt among us, and lived among the outcasts and marginalized and forgotten. He started His Kingdom with terrorists and murderers and sinners, only He made them into new creations and gave them a fresh start. He loves us today like He loved us in the beginning, and the day is coming when He will return and permanently establish the Kingdom He initiated. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Today I write to you in eager expectation of that coming day, when every tear is stayed and nothing is left of our brokenness but faded scars. I wait for a Kingdom where nobody is an outsider. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;I believe Jesus my Redeemer can do that, and I want to see you there in God’s Kingdom, and One Million Moms, and people from every nation and tribe and tongue. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;And I think we’ll dance there. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;Anyway, Ellen, although we have never met, I wanted to tell you that I love you. I care about your well-being, I want you to be happy, and I want the best for you. I want you to have the same blessings I have. I want you to be as free as I am. I want you to be here with us, not because you are gay, but because you are you.&lt;/p&gt;&lt;p class="MsoNormal"&gt;And someday, we will all be able to look on one another with real understanding. I believe that.&lt;br /&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Peace to you,&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Jack &lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-8135362993009257010?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/8135362993009257010/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=8135362993009257010' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/8135362993009257010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/8135362993009257010'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2012/02/open-letter-to-ellen-degeneres.html' title='An Open Letter to Ellen Degeneres'/><author><name>Jack Legg</name><uri>http://www.blogger.com/profile/00071402167825394862</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-7179939520767381728</id><published>2012-01-15T22:00:00.000-06:00</published><updated>2012-01-15T21:02:08.233-06:00</updated><title type='text'>The Fourth Mark</title><content type='html'>&lt;span&gt;Posted by Jack&lt;/span&gt;&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;br /&gt;The &lt;/span&gt;&lt;a style="font-style: italic;" href="http://www.mulberrycommunity.com/2011/09/12-marks-of-new-monasticism.html"&gt;12 marks of New Monasticism&lt;/a&gt;&lt;span style="font-style: italic;"&gt; are simply 12 principles that have resurfaced in Christian communities throughout church history.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;In    the coming weeks, I plan to highlight each of these 12 marks, briefly     explain them, and explore their significance in relation to the     Mulberry House.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://www.mulberrycommunity.com/2008/11/first-mark.html"&gt;&lt;span style="font-weight: bold;"&gt;1) Relocation to the abandoned places of the Empire.&lt;/span&gt;&lt;/a&gt;&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;a href="http://www.mulberrycommunity.com/2008/12/second-mark.html"&gt;2) Sharing Economic Resources with Fellow Community Members and the Needy Among Us.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://www.mulberrycommunity.com/2009/01/third-mark.html"&gt;&lt;span style="font-weight: bold;"&gt;3) &lt;span style="font-weight: bold;"&gt;Hospitality to the stranger.&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;  &lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;br /&gt;4) Lament for Racial Divisions Within the Church and Our Communities Combined with the Active Pursuit of a Just Reconciliation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Chris Rice has written a very insightful and helpful chapter on this mark and I am indebted to him as I write this post. I will summarize some of his main ideas, but be sure to pick up the book and read his very relevant words in full.&lt;br /&gt;&lt;br /&gt;When it comes to racial divisions, we live in a fuzzier time than we used to. We are a generation removed from the Civil Rights Movement, and many of us today have no memory of the intense battles that raged or the freedom fighters who led us into a better age. While racial divisions still exist, they are much harder for us to see sometimes as they are below the surface, or hidden in plain sight, and not as overt as they once were in this nation.&lt;br /&gt;&lt;br /&gt;Fuzzier times do not call for quick solutions, but deeper diagnosis of the divisions among us.&lt;br /&gt;&lt;br /&gt;To see racial division in our society, one needs look no further than the church. It is reported that 95% of white American Christians worship in all-white congregations while 90% of black American Christians worship in all-black congregations (see Michael Emerson's &lt;span style="font-style: italic;"&gt;Divided by Faith&lt;/span&gt;, Oxford University Press 2000).&lt;span style="font-size:78%;"&gt;&lt;br /&gt;&lt;br /&gt;* [Please note, I am using the terms "black" and "white" in this post as shorthand representing the broad divisions among us. These terms are not meant to be blanket descriptions of all races as many unique and beautiful contours exist among us, including but not limited to Asian-Americans, African-Americans, and European-Americans as well as South and Central Americans... please give me grace as I speak in generalizations.]&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;This tells us that the vast majority of our churches &lt;span style="font-style: italic;"&gt;are&lt;/span&gt; ethnic specific. Rice begs the question, are these different church worlds acceptable? Should we accept the existence of these sub-cultures within the Body as diversity and preference? Is it okay to simply worship with people who are "like me" without harming others? Or do we declare this segregated Sabbath a sign of deep seated racialization and division?&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;What Do We Lament?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Rice writes about two congregations in his city: both of them are over 100 years old, both are situated in the same neighborhood, very near one another, but one remains essentially white and the other remains essentially black. Despite their close proximity to one another and their shared history together, these two congregations have never worshipped together, entered one another's sanctuaries, prayed together, worked together on a shared project, or even become friends with one another until very recently.&lt;br /&gt;&lt;br /&gt;In the century they have existed, they have remained strangers. If Christians everywhere are one family, how is it possible to remain so isolated from one another?&lt;br /&gt;&lt;br /&gt;Where isolation from others is rampant, language of division is sure to follow. &lt;span style="font-style: italic;"&gt;We. They. Us. Them.&lt;/span&gt; It becomes easy to put others, and ourselves, into categories. These self-imposed categories and patterns are soon taken for granted. Our divisions become "normal." The gulf between us and our neighbors continues to widen, our differences look less and less reconcilable, and division is seen as inevitable.&lt;br /&gt;&lt;br /&gt;Wendell Berry called the problem of racial division our nation's "hidden wound." He noted that this problem is not marked by open hostility, but by normalization within racialized, divided, accepted patterns of who "our people" are and who they are not. These divisions are seen as normal and acceptable on both sides. &lt;span style="font-style: italic;"&gt;Them&lt;/span&gt;, not &lt;span style="font-style: italic;"&gt;us&lt;/span&gt;. &lt;span style="font-style: italic;"&gt;Those people&lt;/span&gt;, not &lt;span style="font-style: italic;"&gt;our people&lt;/span&gt;. &lt;span style="font-style: italic;"&gt;Other &lt;/span&gt;and &lt;span style="font-style: italic;"&gt;alien&lt;/span&gt;, not &lt;span style="font-style: italic;"&gt;family&lt;/span&gt;.&lt;br /&gt;&lt;br style="font-weight: bold;"&gt;&lt;span style="font-weight: bold;"&gt;Lament as Remembering and Grieving Well&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;Rice&lt;/span&gt;&lt;span&gt; makes 4 points I will summarize briefly here.&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;ol&gt;&lt;li&gt;Divided congregations, such as the one described above, did not fall from the sky. The ground we live on is not innocent; it only seems so because of our forgetfulness. Recognizing the trajectories and histories that have brought us here is essential. We must look below the surface to understand why seemingly "normal" divisions have come to be.&lt;/li&gt;&lt;li&gt;Lament, then, becomes a practice of remembering and grieving well. We must say BOTH, "God, we see and feel the pain of our divisions and brokenness," AND, "We know this is not the way God wants things to be! We have new life in Christ!" Grief over our past, and hope for our future.&lt;/li&gt;&lt;li&gt;In pursuit of holiness, we are called to social analysis. Through theological and social discernment, we must bring visibility to divisions within our communities, whether it be between men and women, privileged and marginalized, or even between different faith traditions.&lt;/li&gt;&lt;li&gt;Diversity, or differences among us, should not be seen as divisions, but as facets of God's beautiful creation. We must celebrate the unique features of the Body of Christ, not eliminate the differences that "stick out."&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;It will be a messy challenge, but it is a vital one. This is not a matter of political correctness or mere tolerance. It is a matter of allowing the Holy Spirit to disrupt our normalized brokenness and transform us into New Creatures.&lt;br /&gt;&lt;br /&gt;Throughout the book of Acts, in the Bible, two themes pervade the growth of the church. First is the power of the Holy Spirit in the Risen Christ. Second is the formation of profound new communities across lines of language, ethnicity, and privilege.&lt;br /&gt;&lt;br /&gt;As I write this, I risk sounding naive or simplistic. Concrete solutions are hard to come by. It is not as if any of us can effectively reach a just reconciliation to address our racial divisions and brokenness.&lt;br /&gt;&lt;br /&gt;I will leave you with the words Chris Rice spoke to a friend after addressing this topic in a speech. He said, "To be deeply bothered is a sign of hope. We have to keep proclaiming what is not, even what is not in our own midst."&lt;br /&gt;&lt;br /&gt;&lt;blockquote&gt;It is absolutely right to put "lamenting racial divisions" in front of "pursuing a just reconciliation." Lament reminds us that we are not God, that visions like the new monasticism do not capture the Kingdom, that true reconciliation is only in the eschaton, when all things are reconciled in Christ. We keep naming the "not yet" of the coming Kingdom, keep praying to be interrupted by the unexpected, keep reaching out to the stranger, keep holding our hands outward for the gift of new people that the Holy Spirit may bring us tomorrow. Or not.&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-7179939520767381728?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/7179939520767381728/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=7179939520767381728' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/7179939520767381728'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/7179939520767381728'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2011/11/fourth-mark.html' title='The Fourth Mark'/><author><name>Jack Legg</name><uri>http://www.blogger.com/profile/00071402167825394862</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-4130598825357067183</id><published>2012-01-11T06:52:00.003-06:00</published><updated>2012-01-14T12:28:33.191-06:00</updated><title type='text'>Saddest City in the United States?</title><content type='html'>Posted by Jack&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.wdtn.com/dpp/news/ohio-houses-saddest-city-in-the-us"&gt;A local news&lt;/a&gt; source has informed us that Springfield, OH is the saddest city in the U.S., according to a recent Gallup poll.&lt;br /&gt;&lt;br /&gt;Granted, these polls are not infallible... in fact, they are often quite subjective. But since Springfield is making national news in this regard, maybe we ought to be alert to it.&lt;br /&gt;&lt;br /&gt;We do not quite know how to respond to this news, but in the very least, we hope to plan some joy-inducing actions here in our neighborhood. What do you think? Let's raise the Happiness Index together.&lt;br /&gt;&lt;br /&gt;More to come...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-4130598825357067183?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/4130598825357067183/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=4130598825357067183' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4130598825357067183'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4130598825357067183'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2012/01/saddest-city-in-united-states.html' title='Saddest City in the United States?'/><author><name>Jack Legg</name><uri>http://www.blogger.com/profile/00071402167825394862</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-4482508306330626899</id><published>2011-12-23T14:26:00.006-06:00</published><updated>2011-12-23T16:41:47.553-06:00</updated><title type='text'>Merry Christmas...and Peace on Earth</title><content type='html'>&lt;div&gt;Posted by Tim&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/-IZ42trbRw6k/TvTkV1HQCxI/AAAAAAAAAAk/TPryxArGMZw/s1600/Peace%2BTree.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://2.bp.blogspot.com/-IZ42trbRw6k/TvTkV1HQCxI/AAAAAAAAAAk/TPryxArGMZw/s320/Peace%2BTree.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5689423292961655570" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;Glory to God in the highest!  Peace on the earth and good will towards men.&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;- Luke 2:14&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Merry Christmas from Mulberry Street!  Jack, Carlos, and I (along with the rest of our community) would like to wish you all Grace and Peace as you remember Love Incarnate, Jesus Christ, this season.  May we never grow tired of hearing how God put on skin and showed us how to love.  The miracle of Christmas is not the Nativity itself, but the Notion behind it.  He gave up everything, that we might have Peace.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Peace...it's so easy to talk about Peace during Christmas.  It's all over cards and billboards, written into songs and sermons; but how much peace do we honestly experience?  Many take time off for Christmas, but between gift wrapping, tree decorating, caroling, and candlelight vigils, the season in which we celebrate the birth of Jesus seems to be one of the most hectic times of the year.  Add the busyness, heavy traffic, and congested shopping malls to the anxiety of finding the perfect gift and the strain of visiting relatives, and you'll find a season where many people get downright miserable.  I'm afraid that sometimes we are in such a hurry to give of ourselves that we drown out His presence.  &lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Peace...a hard concept to grasp when this year the Christian West celebrated the deaths of Bin Laden, Gaddafi, and Kim Jong Il, withdrew from one battlefield only to contemplate another, and watched as violence rose again in Afghanistan despite the presence of our "peacekeepers."  It is hard for the Church to claim Peace while trusting in earthly armies to protect it.  The Child in the manger conquered death by yielding to the sword, not wielding it Himself.  &lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;The Angels that appeared to the shepherds outside of Bethlehem rejoiced, but they weren't proclaiming generosity or victory by might.  So how do we share the Gospel message in a culture where Peace is so foreign?  Can we offer Good Will to all men?  800 years ago, a young monk named Francis offered this prayer:&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;"Lord, make me an instrument of your Peace.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is hatred, let me sow love.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is injury, pardon.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is doubt, faith.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is despair, hope.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is darkness, light.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Where there is sadness, joy.&lt;/div&gt;&lt;div style="text-align: center;"&gt;O, Divine Master,&lt;/div&gt;&lt;div style="text-align: center;"&gt;Grant that I may not so much seek to be consoled, as to console;&lt;/div&gt;&lt;div style="text-align: center;"&gt;to be understood, as to understand;&lt;/div&gt;&lt;div style="text-align: center;"&gt;to be loved, as to love.&lt;/div&gt;&lt;div style="text-align: center;"&gt;For it is in giving that we receive.&lt;/div&gt;&lt;div style="text-align: center;"&gt;It is in pardoning that we are pardoned,&lt;/div&gt;&lt;div style="text-align: center;"&gt;And it is in dying that we are born to Eternal Life.  Amen."&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;This Christmas, make it your goal to shout light into the darkness where you find it, because the darkness cannot overcome it.  Just as Jesus gave completely of Himself, pour yourself out to family, friends, and enemies this Season.  And when you have exhausted what you have, give more.  And when we have given it honestly to everyone we know, maybe we ourselves can find Peace this Christmas.  &lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;We Love You,&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;The Mulberry House.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-4482508306330626899?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/4482508306330626899/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=4482508306330626899' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4482508306330626899'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4482508306330626899'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2011/12/merry-christmasand-peace-on-earth.html' title='Merry Christmas...and Peace on Earth'/><author><name>Tim</name><uri>http://www.blogger.com/profile/05612771464779439294</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-IZ42trbRw6k/TvTkV1HQCxI/AAAAAAAAAAk/TPryxArGMZw/s72-c/Peace%2BTree.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-6578416582459956115</id><published>2011-12-19T06:11:00.008-06:00</published><updated>2011-12-22T20:52:32.112-06:00</updated><title type='text'>The Rebel Jesus</title><content type='html'>Posted by Jack&lt;br /&gt;&lt;br /&gt;This year, I have tried to be intentional about reclaiming the Christmas mythology. The following will serve as my final entry on this topic: a vision of the Rebel Jesus.&lt;br /&gt;&lt;br /&gt;Part 1: &lt;a href="http://www.mulberrycommunity.com/2011/11/grinch-was-right.html"&gt;The Grinch was Right&lt;/a&gt;&lt;br /&gt;Part 2: &lt;a href="http://www.mulberrycommunity.com/2011/12/rudolph-was-gimmick.html"&gt;Rudolph was a Gimmick&lt;/a&gt;&lt;br /&gt;Part 3: &lt;a href="http://www.mulberrycommunity.com/2011/12/candy-cane-is-lie.html"&gt;The Candy Cane is a Lie&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Part 4: The Rebel Jesus&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/x_R99iZBsA4" allowfullscreen="" frameborder="0" height="315" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;h6 class="uiStreamMessage" ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span style="font-size:100%;"&gt;&lt;span class="messageBody" ft="{&amp;quot;type&amp;quot;:3}"&gt;All the streets are filled with laughter and light&lt;br /&gt;And the music of the season&lt;br /&gt;And the merchants' windows are all bright&lt;br /&gt;With the faces of the children&lt;br /&gt;And the families hurrying to their homes&lt;br /&gt;&lt;span class="text_exposed_show"&gt; While the sky darkens and freezes&lt;br /&gt;Will be gathering around the hearths and tables&lt;br /&gt;Giving thanks for God's graces&lt;br /&gt;And the birth of the rebel Jesus&lt;br /&gt;&lt;br /&gt;Well they call him by 'the Prince of Peace'&lt;br /&gt;And they call him by 'the Savior'&lt;br /&gt;And they pray to him upon the seas&lt;br /&gt;And in every bold endeavor&lt;br /&gt;And they fill his churches with their pride and gold&lt;br /&gt;As their faith in him increases&lt;br /&gt;But they've turned the nature that I worship in&lt;br /&gt;From a temple to a robber's den&lt;br /&gt;In the words of the rebel Jesus&lt;br /&gt;&lt;br /&gt;Well we guard our world with locks and guns&lt;br /&gt;And we guard our fine possessions&lt;br /&gt;And once a year when Christmas comes&lt;br /&gt;We give to our relations&lt;br /&gt;And perhaps we give a little to the poor&lt;br /&gt;If the generosity should seize us&lt;br /&gt;But if any one of us should interfere&lt;br /&gt;In the business of why there are poor&lt;br /&gt;They get the same as the rebel Jesus&lt;br /&gt;&lt;br /&gt;Now pardon me if I have seemed&lt;br /&gt;To take the tone of judgement&lt;br /&gt;For I've no wish to come between&lt;br /&gt;This day and your enjoyment&lt;br /&gt;In a life of hardship and of earthly toil&lt;br /&gt;There's a need for anything that frees us&lt;br /&gt;So I bid you pleasure&lt;br /&gt;And I bid you cheer&lt;br /&gt;From a heathen and a pagan&lt;br /&gt;On the side of the rebel Jesus&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;As an alternative to unnecessary shopping, consider reading &lt;a href="http://www.mulberrycommunity.com/2011/11/ironman-and-polluted-water.html"&gt;this post&lt;/a&gt;    and giving the gift of clean water to families in Haiti. Jeff Cook  has   drawn our attention to a beautiful group of Jesus followers who  are   drilling wells in areas that need them most. &lt;a href="http://www.mulberrycommunity.com/2011/11/ironman-and-polluted-water.html"&gt;Click here&lt;/a&gt; to sacrifice unnecessary stocking stuffers on behalf of the poor and needy.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-6578416582459956115?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/6578416582459956115/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=6578416582459956115' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/6578416582459956115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/6578416582459956115'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2011/12/rebel-jesus.html' title='The Rebel Jesus'/><author><name>Jack Legg</name><uri>http://www.blogger.com/profile/00071402167825394862</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/x_R99iZBsA4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-4412572896187516489</id><published>2011-12-16T12:46:00.002-06:00</published><updated>2011-12-16T13:30:52.514-06:00</updated><title type='text'>The Candy Cane is a Lie</title><content type='html'>Posted by Jack&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style=""&gt;A candy maker in Indiana wanted to make a candy that would be a witness, so he made the Christmas candy cane. He incorporated several symbols for the birth, ministry, and death of Jesus Christ.&lt;/span&gt;&lt;/i&gt;&lt;i style=""&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/i&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style=""&gt;He began with a stick of pure white, hard candy: White to symbolize the virgin birth and the sinless nature of Jesus, and hard to symbolize the solid rock, the foundation of the church, and firmness of the Promises of God.&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style=""&gt;The candy maker made the candy in the form of a "J" to represent the precious name of Jesus, who came to earth as our Savior. It could also represent the staff of the "Good Shepherd" with which He reaches down into the ditches of the world to lift out the fallen lambs who, like all sheep, have gone astray.&lt;/span&gt;&lt;/i&gt;&lt;i style=""&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/i&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style=""&gt;Thinking that the candy was somewhat plain, the candy maker stained it with red stripes. He used three small stripes to show the stripes of the scourging Jesus received by which we are healed. The large red stripe was for the bloodshed by Christ on the cross so that we could the promise of Eternal Life. &lt;/span&gt;&lt;/i&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;i style=""&gt;&lt;span style=""&gt;Unfortunately, the candy became known as a candy cane-a meaningless decoration seen at Christmas time. But the meaning is still there for those who "have eyes to see and ears to hear."&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;/div&gt;   &lt;/blockquote&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;Every year, this amazing and heart-warming story finds its way into my email inbox. This year, I received a candy cane from my employer with this story attached, and I was also given a storybook version of the legend to read to the children this holiday season. There is no question that the story is touching. But there is one little detail that persists in bothering me…&lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;The story is complete and utter bulls***.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;It turns out, candy canes existed long before Indiana did, and there is little in this story that rings true. Fact-checking gurus at &lt;a href="http://www.snopes.com/holidays/christmas/candycane.asp"&gt;Snopes.com&lt;/a&gt; cried foul on the crooked tale years ago, and other verifiable histories exist. The internet abounds with various contradictory accounts, but regardless of the true history of the candy cane, it is clear that the treat has little or nothing to do with Jesus.&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;Of course, charming folklore bears no threat. But it should be noted that many people in leadership (knowingly or unknowingly) perpetuate this story every year in response to questions of the candy’s origin. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;(Psst. Did you know that PEZ dispensers were created by a Sunday School teacher in Pennsylvania who wanted to teach his children about sanctification? Spread the word.)&lt;/span&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;I am all for reclaiming cultural practices and re-clothing them with new meaning and Kingdom values. If something can be redeemed, or reworked, or celebrated in light of the reality of our King, then by all means, let’s do it! If someone wants to live old-world practices with new-Kingdom understanding, I find nothing wrong with that. If the candy cane reminds you of all those doctrinal truths, great!&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;But is it necessary to rewrite history? Must we create false origin stories to justify our favorite cultural practices? Should we take something completely secular, or neutral, and make it seem as if it has been “Christian” all along? &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;(Maybe we should go back and photoshop Jesus into the background of all those Coca-Cola Santa advertisements…)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;I got a similar vibe a few years ago when I was attending a church Christmas pageant for children. Santa made an appearance in the program. After passing out gifts to the children (including a card that spins a bogus candy cane yarn), Santa turned and knelt before a cross. It was then explained to the children that Santa Claus is a servant of Jesus and that the jolly old fat man always pauses to remember the true meaning of the Christmas. What the Fa-la-la-la-la is that?&lt;/span&gt;    &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;It seems efforts like these are an attempt to make our own Christmas traditions more acceptable. Some people seem to think there is no place for certain cultural practices unless they are somehow Jesus-related. So, these people take on the cheery chore of squeezing Biblical concepts into every nook and cranny.&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;This type of thinking looks something like this: If we can make the Christmas tree about Jesus, it is okay to have one. If we can make the gift exchange about Jesus, it is okay to have one.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;(“No, children. This is not a gingerbread man. It’s a ginger-angel! Now go hang your Jesus-footies by the fireplace and get to sleep!”)&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;Listen, there is no danger of the Gospel losing its power. Even if the population at large is consumed with consumption, we do not need to sneak Jesus into their stories in hopes of winning them over. Changing world traditions to incorporate our beliefs may make us feel better, but it is not necessary. &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;We are not needed to “guard” Christmas in the public square. It is not our job to infiltrate holiday traditions and inject Scripture. We are not soldiers locked in battle to protect Christmas. Instead, let us fascinate others into a relationship with the newborn King.&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;There is no need to create a new Christmas mythology. And we certainly don’t need to change existing Yuletide traditions to reflect a Savior they have nothing to do with.&lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;This holiday season, break the influence of the candy cane.&lt;/span&gt;&lt;/p&gt;    &lt;ul&gt;&lt;li&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;Fear not! The meaning of this season is lost ONLY if the people of God get distracted and become contaminated by the shallowness of worldly practices.&lt;/span&gt;&lt;span style="mso-bidi-font-weight:bold"&gt; &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class="MsoNormal"&gt;  &lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="mso-bidi-font-weight:bold"&gt;Good tidings! Share the true Christmas story. Do not invent a new one. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;    &lt;ul&gt;&lt;li&gt;&lt;span style=""&gt;Great joy! Allow Jesus to fill your life; do not cram your life full of Jesus by stuffing Him into places He doesn’t belong. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;span style="font-weight: bold;font-size:130%;"&gt;As an alternative to unnecessary shopping, consider reading &lt;a href="http://www.mulberrycommunity.com/2011/11/ironman-and-polluted-water.html"&gt;this post&lt;/a&gt;   and giving the gift of clean water to families in Haiti. Jeff Cook has   drawn our attention to a beautiful group of Jesus followers who are   drilling wells in areas that need them most. &lt;a href="http://www.mulberrycommunity.com/2011/11/ironman-and-polluted-water.html"&gt;Click here&lt;/a&gt; to sacrifice unnecessary stocking stuffers on behalf of the poor and needy.&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;Also, be sure to visit the &lt;a href="http://www.mulberrycommunity.com/adventconspiracy.org"&gt;Advent Conspiracy&lt;/a&gt; to learn more from some very creative friends.&lt;br /&gt;&lt;br /&gt;Merry Christmas.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4898781573048262620-4412572896187516489?l=www.mulberrycommunity.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.mulberrycommunity.com/feeds/4412572896187516489/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4898781573048262620&amp;postID=4412572896187516489' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4412572896187516489'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4898781573048262620/posts/default/4412572896187516489'/><link rel='alternate' type='text/html' href='http://www.mulberrycommunity.com/2011/12/candy-cane-is-lie.html' title='The Candy Cane is a Lie'/><author><name>Jack Legg</name><uri>http://www.blogger.com/profile/00071402167825394862</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4898781573048262620.post-2906189462740359085</id><published>2011-12-05T06:52:00.004-06:00</published><updated>2011-12-05T13:24:05.982-06:00</updated><title type='text'>Rudolph was a Gimmick</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Posted by Jack&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;This is part 2 of my own personal "war on Christmas" (&lt;a href="http://www.huffingtonpost.com/2011/12/03/bill-oreilly-war-on-christmas-crusade_n_1127075.html"&gt;not this kind&lt;/a&gt;). For further context, be sure to read my earlier post about why &lt;a href="http://www.mulberrycommunity.com/2011/11/grinch-was-right.html"&gt;the Grinch was Right&lt;/a&gt;.&lt;/p&gt;&lt;p class="MsoNormal"&gt;Today, we turn our attention to the popular and beloved character, star of stage and screen, subject of song and sonnet, one Rudolph the Red-Nosed Reindeer.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;For the unenlightened, Wikipedia provides a charming introduction:&lt;br /&gt;&lt;/p&gt;&lt;p style="font-style: italic;" class="MsoNormal"&gt;Rudolph the Red-nosed Reindeer is a fictional reindeer with a glowing red nose. He is popularly known as "Santa's 9th Reindeer" and, when depicted, is the lead reindeer pulling Santa's sleigh on Christmas Eve. The luminosity of his nose is so great that it illuminates the team's path through inclement winter weather.&lt;/p&gt;&lt;p class="MsoNormal"&gt;I think we all know the story. Actually, most readers are probably familiar with the song, or the famous Rankin/Bass stop-motion television special. But many don't know that the tale of Rudolph began as a storybook.&lt;/p&gt;&lt;p class="MsoNormal"&gt;Rudolph was created in 1939 as part of a promotional gimmick to attract customers.&lt;/p&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;&lt;img src="data:image/png;base64,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
