tag:blogger.com,1999:blog-80482620399082582832024-03-20T13:33:12.834-07:00Pitchforks&Populistsstan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comBlogger188125tag:blogger.com,1999:blog-8048262039908258283.post-13191719541417987142024-02-22T09:28:00.000-08:002024-02-22T09:28:59.271-08:00TRUMP IS A PARASITE LIKENED TO A COCKROACH<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiUKIwU17Y8jxvqExJoC8-dGp-VBCjPtcEKhmuXPxr2dwuXDKUZiXiiz5rE2vFUtSrKuw5rxjbuJIAKQvolmVMK63k0Gn-yGQjynOsAGel4sxXBT5jEgluKdAsSjCqjy9OlLkJC7wX4EZEsFEY29MNDb-Qv-qItdWgxR-vayixwL5ghRUaeIviEIA1g" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="267" data-original-width="400" height="214" src="https://blogger.googleusercontent.com/img/a/AVvXsEiUKIwU17Y8jxvqExJoC8-dGp-VBCjPtcEKhmuXPxr2dwuXDKUZiXiiz5rE2vFUtSrKuw5rxjbuJIAKQvolmVMK63k0Gn-yGQjynOsAGel4sxXBT5jEgluKdAsSjCqjy9OlLkJC7wX4EZEsFEY29MNDb-Qv-qItdWgxR-vayixwL5ghRUaeIviEIA1g" width="320" /></a></div>Republicans, you have gifted your country with a parasite who is asking for MORE TIME to pay the judgement for his fraud against the people of his state. <p></p><p> He has gone to people with little money and fewer brains on Go Fund Me for help to pay is legal bills. He has leeched on your Party for money for those fees intended to fund campaigns for your fellow fascists. </p><p>He has grifted his way to recover lost wealth through lousy business management to cheat his vendors and people to pay taxes he doesn't pay. </p><p>He has sexually abused women for his own parasitic sexual gratification and display of non-existent power.</p><p>He caused an armed rebellion by really stupid people he convinced others stole an election from them and let them pay the price of legal consequence for killing and maiming police officers, defiling their own Capital building with their own excrement while he sat watching these fools on TV munching burgers to satisfy his own hunger for crap food.</p><p>Now he wants you to make him President again in order to grift his way to a self-pardon from the crimes he parasitically covets to escape accountability for his predatory crimes. He is a cockroach and so are you for empowering him.<br /></p><p><br /></p><p> <br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-57934972779263386862024-01-15T16:37:00.000-08:002024-01-15T16:47:32.380-08:00AMERICANS HAVE THE RIGHT TO CHOOSE HOW THEY LIVE<p> <img alt="" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
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</p><p align="center" class="MsoNoSpacing" style="text-align: center;"><b> </b></p>
<p class="MsoNormal">Endowed by both nature and the Constitution created by their
fellow Americans, Americans have the right to decide what kind of life we wish
to live.<span style="mso-spacerun: yes;"> </span>This unique social contract is
the envy of much of the world without such rights in the societies in which
they live.<span style="mso-spacerun: yes;"> </span>It is unique also to the
history of humans. <span style="mso-spacerun: yes;"> </span>Let me enumerate
those rights we all enjoy:</p>
<p class="MsoNormal"><b>The right to govern ourselves:<span style="mso-spacerun: yes;"> </span></b>Our Constitution and nature both grant us
the right to decide how we govern ourselves and who governs us.<span style="mso-spacerun: yes;"> </span>Not some privileged, grievance ridden despot
who decides for us. <span style="mso-spacerun: yes;"> </span>That has been tried
throughout history and those governments and despots failed because their
interests were served but not the interests of those they governed. <span style="mso-spacerun: yes;"> </span>We also have the right to freely and
peacefully dissent from the policies and leadership of our elected government. This
right includes electing our leaders, providing a secure vote to do so and the
ability to amend the laws protecting our rights and our Constitution and
changing that leadership through our vote.</p>
<p class="MsoNormal"><b>The right to decide whom we choose to love and what kind
of family we wish to create together.</b><span style="mso-spacerun: yes;">
</span>That right has recently been removed from us through <span style="mso-spacerun: yes;"> </span>the interference of a despotic Supreme
Court<span style="mso-spacerun: yes;"> </span>giving government the power to
decide if, when <span style="mso-spacerun: yes;"> </span>and how we wish to create
our family. <span style="mso-spacerun: yes;"> </span>We can take that right back
with laws we create and amend and our vote.</p>
<p class="MsoNormal"><b>The right to a fair unabusive economic system through
which we support our families.<span style="mso-spacerun: yes;"> </span></b><span style="mso-spacerun: yes;"> </span>We decide through our vote what is a fair
price for our food, housing and transportation and how fairly we are paid
compared to our fellow working citizens. <span style="mso-spacerun: yes;"> </span>And the right to fairly share in the tax
contributions we make with our fellow citizens in order to receive the public
services necessary to have a good life.<span style="mso-spacerun: yes;">
</span>This includes services to help elderly, disabled, unemployed and retired
older persons with whom we share this country.</p>
<p class="MsoNormal"><b>The right to justice and equality in a free society.<span style="mso-spacerun: yes;"> </span></b><span style="mso-spacerun: yes;"> </span>Our Constitution guarantees a right to seek fair
treatment from our peers when we are accused to violating the laws of our
country.<span style="mso-spacerun: yes;"> </span>This is called due process. <span style="mso-spacerun: yes;"> </span>And we are guaranteed the right to be
protected from the violation of our rights <span style="mso-spacerun: yes;"> </span>and physical security by fellow citizens and
their organizations which are required to treat us all as equal human beings.<span style="mso-spacerun: yes;"> </span>This includes the right to freely socialize
in public through our public and private spaces, including our educational institutions
without fear of physical harm from anti-social citizens and to have protection
from such harm and remove those persons from society until they reform their
behavior. </p>
<p class="MsoNormal"><b>The right to education and <span style="mso-spacerun: yes;"> </span>health.<span style="mso-spacerun: yes;">
</span></b><span style="mso-spacerun: yes;"> </span>These are rights all humans
should enjoy from a society to which they contribute because education and
health are necessities to a just and well-functioning social order.<span style="mso-spacerun: yes;"> </span>Uneducated and poorly educated citizens are
not able to make adequate contributions to society.<span style="mso-spacerun: yes;"> </span>Citizens with health problems that can be
mitigated by science and good care are in a better position to fully contribute
to that society. </p>
<p class="MsoNormal"><b>The right to not be a white Christian.<span style="mso-spacerun: yes;"> </span></b>Many of us citizens and many more in the
future are non-white.<span style="mso-spacerun: yes;"> </span>And many of us are
neither Christian nor religious.<span style="mso-spacerun: yes;"> </span>We have
a right to be that way because that is how we are born into life <span style="mso-spacerun: yes;"> </span>without a choice. <span style="mso-spacerun: yes;"> </span>Our ethnicity makes us no less equal in our
human rights and as history and science has proven, no less capable as citizens
that white persons. <span style="mso-spacerun: yes;"> </span>Some of us decided we
were created by a deity and chose to pay homage to them.<span style="mso-spacerun: yes;"> </span>Some of us decided otherwise and choose not
to pay homage to a deity.<span style="mso-spacerun: yes;"> </span>That makes us
no less human or a good, productive citizen. <span style="mso-spacerun: yes;"> </span>This social diversity makes all our lives much
more interesting. </p>
<p class="MsoNormal"><b>The right to an unspoiled environment.<span style="mso-spacerun: yes;"> </span></b>We need clean air, water, and a climate
that we can exist in.<span style="mso-spacerun: yes;"> </span>We have the tools
and knowledge about how to provide these to a livable society and how to
prevent fellow citizens from fouling them for their own selfish benefit to the
detriment of fellow citizens. </p>
<p class="MsoNormal"><b>The right to peace and the absence of destructive
conflict.<span style="mso-spacerun: yes;"> </span></b>This is with both external
societies and factions within our own society that threaten our physical
safety.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Humans have the mental capacity to resolve
conflict through negotiation and forgiveness for wrongs done to us rather than physical
harm and destruction. </p>
<p class="MsoNormal"><b>In America, these rights provide us the freedom to prosper
and enjoy a productive and satisfying life.<span style="mso-spacerun: yes;">
</span>All of us.<span style="mso-spacerun: yes;"> </span>Not just a few of us. <span style="mso-spacerun: yes;"> </span>It is called democracy. </b></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"> </p>
stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-30189402327834950692023-12-03T10:37:00.000-08:002023-12-03T10:37:13.315-08:00AMERICA IS ASLEEP TO ITS DEEP FASCIST HISTORY REPEATING<p> <img alt="Wake Up, America," 1917 | State Historical Society of Iowa" class="sFlh5c pT0Scc iPVvYb" src="https://history.iowa.gov/sites/default/files/primary-sources/images/history-education-pss-war-america-source.jpg" style="height: 183px; margin: 0px; max-width: 1000px; width: 122px;" />Liz Cheney has warned us. So has Rachel Maddow in her latest book PREQUEL. How many Thanksgiving dinner table conversations this year centered on our alarming Fascist movement organizing to end our democracy, even among well read, informed and democracy supporting families? I think very few. Our mainstream media seems to be sleepwalking on the adoption of the Republican party of the MAGA movement which is clearly fascist, because it will help them retain power.</p><p>Read Rachel's amazing historical account of the pervasive fascist organizing in America, all across the land, in part funded by the Third Reich in the 30's and 40's. It was supported by power hungry elected officials who even used the government funded Franking Privilege to disseminate Nazi propaganda. numerous grassroots organizations met and launched support for Fascist Germany and Adolph Hitler, held meetings, staged events, recruited and raised money in tandem with racist and anti-Semitic organizations with longer-standing histories of hate in our country. Are you and your family members familiar with this history? Likely not as it is not taught in our elementary and secondary schools. And as a political science major in college, I can attest to its absence in much of academia. </p><p>Much like the chaos the MAGA movement has initiated, or disruption as Steve Bannon characterizes, the attempts to legally restrain these actors was largely sabotaged by lawyers both in courts and through legislation, with anti-democratic fascist organizers characterized as just "good Americans." Much of this movement then was driven by white nationalist Anglos trying to preserve the whiteness and ethnic purity of our country. The same motivation drives the MAGA movement today which also includes a desire to establish a "Christian" character to our society. </p><p>America, we are repeating our history which we neither study nor learn from. If pro-democracy patriots do not mobilize now against this threat to our magnificent experiment, we are about to lose it in 2024. </p><p>Making our neighbors aware of the very real loss of our freedoms to a totalitarian future that will be very hard to reverse and mobilizing a vote in 2024 for democracy is the only solution to stopping a society transformation that limits the rights and participation of women, minority persons and non-"Christians" and dooms us to a dark, limiting future for both us and our children and grandchildren. Wake UP America.<br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-41315670539726306362023-07-16T08:26:00.000-07:002023-07-16T08:26:30.291-07:00Comparing Florida Fascism To The Third Reich<div class="separator" style="clear: both; text-align: center;"><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiTHUY9gxWttjZd7fz43HpauP6FTkzLSUMCaKbcE-KA2FysxziFBmTpt04GLq-xxOq7AgV4LJbMbFhw7wVL7HSNu206_TX7O8UNGvNe5IAWlljzrPEFPpma8bGSvrE1lQB5Qv3HAqyJJmfk4evhexwnbS0kFt3N-3tXupxstGhWyyrf_NwtJvtDgQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="92" data-original-width="92" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiTHUY9gxWttjZd7fz43HpauP6FTkzLSUMCaKbcE-KA2FysxziFBmTpt04GLq-xxOq7AgV4LJbMbFhw7wVL7HSNu206_TX7O8UNGvNe5IAWlljzrPEFPpma8bGSvrE1lQB5Qv3HAqyJJmfk4evhexwnbS0kFt3N-3tXupxstGhWyyrf_NwtJvtDgQ" width="240" /></a></div><br /> </b></div><div class="separator" style="clear: both; text-align: center;"><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b>Florida is modeling itself after the Nazi Third Reich, under Governor and Presidential hopeful DeSantis. Historians report that Adolf Hitler studied U.S. Jim Crow and segregaton for his discrimination of German Jews. </b></div><p><b>Here is a 2023 comparison of DeSantis's Florida policies compared to the Third Reich starting in the 1930's.</b></p><p><b> DEMOCRACY AND VOTING</b></p><p><b>Florida-</b>Adoption of authoritarian rule by the State Executive embodied in termination of a duly elected state prosecutor whose policies DeSantis opposed, incarceration of parolees who legally voted, restriction of voting drop boxes and highly restrictive/punitive voter registration rules, limits on third party activists groups, limits on mail voting and restriction on providing water/food for line-waiting voters. Punish legal rivals through dubious legal action. Attacks on free press critical of DeSantis administration.. Takeover of the Republican Party by the MAGA movement. <br /></p><p><b>Third Reich-</b>Exploited democracy vulnerabilities to make imposition of authoritarian/undemocratic policies appear legal, undermined political norms to advantage fascism, use of emergency powers to advantage rule by their minority party. Elimination of independent Press and instituted a state propaganda press, creation of a police state. Takeover of the Conservative Party by the Fascists.<br /></p><p><b>EDUCATION</b></p><p><b>Florida- </b>Ban diversity, equity and Inclusion from curriculum. Ban and criminalize "wokeism" among public school teachers.<br /></p><p><b>Third Reich-</b>Taught ethnic superiority of Aryans and Propagandized German Nationalism.</p><p><b>BOOK BANNING</b></p><p><b>Florida-</b>Selectively banning books written by Black authors and those with anti-racism themes and history of minority U.S.A. persons and tolerance for LBGTQ persons; proposing using libraries for USA nationalism indoctrination.<b> </b><br /></p><p><b>Third Reich-</b>held public events burning books written by Jews and objectionable anti-authoritarian themes.</p><p><b>TREATMENT OF NON-HETEROSEXUAL PERSONS</b></p><p><b>Florida-</b>Condemnation of<b> </b>citizens espousing tolerance and support for those with differing lifestyles and sexual orientation or "wokeism"</p><p><b>Third Reich-</b>Repression of homosexuals, arresting and jailing them and ultimately, murdering them.<br /></p><p><b>ABORTION</b></p><p><b>Florida- </b>legislation banning abortions after 6 weeks</p><p><b>Third Reich-</b>Support for the Catholic Church's position of banning abortion through agreements with local Catholic bishops and the a fascist neutrality agreement with the Vatican. <br /></p><p><b>HEALTHCARE</b></p><p><b>Florida-</b>Reduce/eliminate Medicaid services for low income<b> </b>Floridians<b>, </b>ban/criminalize gender affirmimg medical care, redu<b>ce </b>budgets for mental health care. Opposed Covid vaccines based on anti-science ideology.<br /></p><p><b>Third Reich-</b>Instituted forced sterilization of physically/mentally impaired and extermination of them, reduced health services funding to fund the war effort. </p><p><b>TREATMENT OF UNDOCUMENTED IMMIGRANTS</b></p><p><b>Florida-</b>Transport undocumented immigrants to Blue states.</p><p><b>Third Reich-</b>Banning of immigration of those deemed not Aryan.<b> </b></p><p><b> </b></p><p><b>This situation in Florida is clearly not coincidental. It is a deliberate undermining of democracy in the interest of attaining power for leaders with authoritarian leadership tendencies. The research is clear.....those tendencies reside primarily with members of the Republican party. It is ironic that many Florida residents are members of minority groups such as those north Americans of the Jewish faith and Hispanic persons whose roots or families immigrated here to escape from south and central American countries with highly abusive authoritarian/fascist leadership. </b> <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-53053470527109186902023-05-14T14:41:00.000-07:002023-05-14T14:41:40.326-07:00America Has A Gun To Its Head: Bullies Or Frady Cats?<p> <img alt="Gun To The Head GIFs | Tenor" class="rg_i Q4LuWd" data-ils="4" height="135" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTfmneWWj7SrFEQhyQy6Hsiqd2kQbXGUrmyuw&usqp=CAU" width="220" /><b>America's fascist right is terrorizing us. Is it because they are abusive bullies or afraid, or both? </b></p><p>Probably it is a combination of both from my youthful experience with schoolyard bullies. They enable the gun culture that is mass killing our fellow citizens at a rate the world, outside of declared warfare, has never seen. It is a way of intimidating us to submit to their will which is largely rejected the the majority of Americans. But they are not satisfied with intimidating us; they are restricting our right to convenient, fair elections with numerous voter suppression tactics, many of the tactics employing our voting laws and procedures. </p><p>Why? Because they are unsuccessful in selling their many bad ideas on race, personal rights, religion, economics, governing and many other cultural arenas. So, rather than employing logic and salesmanship, they find intimidation and fear inducement much easier and apparently more fun. </p><p>The bullying tactics emanate from their innate authoritarian personalities. The fear comes from their attachment to the status quo where they, the fast disappearing white/anglo majority, foresee their power and dominance reducing in the very near future. Rather than embracing a society of diverse ethnic and economic backgrounds, they somehow believe that life and privilege is a pie; with more of the pie to share with others taking pieces they covet for themselves. </p><p>So, how do we end the bullying and the gun to our heads? We use the legal system to fight them, the electoral arena to reduce their abuse of power, education to change some hearts and minds and imbue future generations with a love for participatory democracy, fairness and enjoyment of cultural diversity.</p><p>It will take time, but we can disarm them. <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-72243587186718878212023-04-08T15:27:00.002-07:002023-04-09T08:48:45.527-07:00Most Americans Don't Understand What They Get From Paying Federal Taxes<p> </p><p> <img alt="" src="data:image/jpeg;base64,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" />Today, 56% of Americans say that the amount they pay in taxes is “more
than their fair share,” given what they get from the federal government,
up from 49% in 2021. This is research from Pew.<br /></p><p> </p><p>Let me share with you what impact federal taxes have on my daily life. When I got up, I put on a cotton robe, the cotton having been subsidized to a U.S. farmer to grow it. I also woke up in a country free from a foreign invader because my tax dollars funded my own military training and salary. They also funded my foreign ally Ukraine fighting to keep their freedom from being annexed by invading Russia. </p><p>My federal tax dollars are also protecting me and other Americans from the physical assault on our democracy from authoritarian, fascist fellow citizens who are unappreciative of their own democracy. <br /></p><p> I went to the kitchen for my coffee, which had been imported under import rules set by the federal government, made by an agency supported by my taxes to enable me to enjoy its fine quality. Made with tap water made safe to drink because of federally funded agencies protecting me with quality and safety personnel paid with my tax money.<br /></p><p>I put bacon in a pan, produced in a federally inspected meat plant to be sure it was clean and safe to eat.</p><p>I took my blood pressure medicine which was produced under federal regulations created by a tax supported federal agency which funded the research to create this medicine funded by my tax money. It was supplied to me by the VA funded with my tax money, Put on my VA provided glasses and hearing aids provided by VA employees paid with my tax money.<br /></p><p>I hopped into a car to run errands that was made safe for me to drive by federal regulations created by Congress to assure my safety in using it, whose federally paid legislators were elected by me thanks to voting rights granted to me. My state had no voting rights laws created by their state tax funded legislators. My car is fueled with gasoline supplied by federal trade partners negotiated with by trade agency and staff paid with my tax dollars. My car has reduced toxic emissions regulated by federal agencies staffed by employees who keep me and others healthy.<br /></p><p>I entered I95, a federally funded freeway build with my tax money.</p><p>I drove over a bridge recently repaired as a result of federal tax money given to Delaware to do the repairs.</p><p>I am retired from jobs which were working on government contracts or government reimbursement funded by my taxes and regulated by federal agencies dedicated to protecting employees from unfair treatment and abuse.<br /></p><p>I had lunch at a restaurant whose business was saved by a subsidy from the federal agency during the recent Covid crisis. Others of other races and abilities are there with me as a result of federal funding of programs to assure consumer protection and civil rights.<br /></p><p>When I got home from work, I got on the internet, created by the federal government agency funded by my tax money, run on a broadband system funded by my tax money,. </p><p>My computer was in my home I was able to purchase through a federal VA and FHA backed loan funded through my tax money. </p><p>I paid a bill electronically through my bank, which maintains my account insured by the federal government and regulated to protect my finances with my tax dollars. I buy products and services in interstate commerce via the internet which are regulated with federal agencies to keep be safe, healthy and from being ripped off.</p><p>This litany can go on and on but I think the point is over made. We are almost hourly impacted positively with federal services designed to make our lives better and protect us. Wake the fuck up,America.<br /></p><p><br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-28920605365312818292023-02-26T17:39:00.000-08:002023-02-26T17:39:57.338-08:00President Jimmy Carter: A History of Unrecognized Accomplishments<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiGPYvUr5jACbJuyzErsr3dNmvyefnqWlk8JwtHMetPICPuSTPpSvbwhBFtPFFdGHhDGFCZwZIMqcfC6I7uLASbk2e9pzzgbCBboNCjhsu9YnyROExNnvibD7TaUBUjUJWf-bLwWCEEyiajFn70FQv0bC8sNZs1GP0PmIVIOGycQsq8GRd1nilD3w" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="605" data-original-width="480" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiGPYvUr5jACbJuyzErsr3dNmvyefnqWlk8JwtHMetPICPuSTPpSvbwhBFtPFFdGHhDGFCZwZIMqcfC6I7uLASbk2e9pzzgbCBboNCjhsu9YnyROExNnvibD7TaUBUjUJWf-bLwWCEEyiajFn70FQv0bC8sNZs1GP0PmIVIOGycQsq8GRd1nilD3w" width="190" /></a></div>America is soon to say a forever goodby to one of our finest Presidents. I had the privilege of serving his Texas campaign in several capacities giving me a chance to consider his many fine qualities as one of our great leaders.<p></p><p>Jimmy first served us as a cadet in the U.S. Naval Academy and subsequently as an officer in the various naval assignments, including on a nuclear submarine. He was extensively educated in nuclear physics.</p><p>First, as a Governor of Georgia he instituted many reforms in state government, and as a so called southern moderate, he began the process of awakening Georgia to necessary racial reforms for its black citizens to give them full citizenship, long denied.</p><p>As a Presidential candidate, Jimmy ran a brilliant campaign based on restoring honesty and integrity to our Presidency, post Richard Nixon. His campaign communications, considered one of the best ever undertaken was directed by University of Texas Communications graduate Gerald Rafshoon who managed his own Atlanta based ad agency. It struck a tone of a populist restoration of our democracy by a peanut farmer from Plains, Georgia. </p><p>His Presidency was marked by speeches acknowledging America's loss of confidence in its federal government resulting from Nixon's criminality and the damage to America by the Vietnam war. His speeches were critically appraised by Republicans as not sufficiently uplifting with the myth of America's greatness. He chose rhetorical honesty over mythical nonsense.</p><p>He acknowledged forthrightly early in his Presidency the need to relieve his OMB director of his duties resulting from revelations of alleged financial improprieties while a Georgia banker. Bert Lance was later acquitted of these charges. And he tamped down the behavior of his erratic brother and distanced himself from his actions undermining Jimmy's credibility. Sound familiar?</p><p>But these reputational setbacks did not dissuade him from pursuing the acclaimed and successful Israel-Egypt peace treaty and for his administration to negotiate a guarantee of the neutrality of the Panama Canal with Panama. He also negotiated full diplomatic relations with China. One of his signature accomplishments was a new bilateral strategic arms treaty with the Soviet Union limiting nuclear weapons delivery systems. This agreement was later withdrawn from Senate consideration when the Soviets invaded Afghanistan and boycotted our participation in the Moscow summer olympics.</p><p>He kept us out of war with Iran, advocated by many hawks in Congress during the Iran hostage crisis. Many hawks saw this as a U.S.and Carter leadership weakness, while rational people advocated continued negotiations for their release which was undermined through back channel communications with the hostage takers by candidate Ronald Reagan to damage Carter's re-election prospects. Reagan went on to commit the Iran-Contra scandal.</p><p>His early environmental policy, including addressing our dependence on foreign oil and advocacy for alternative, cleaner energy sources was largely responsible for huge oil price increases causing massive inflation, which further damaged his domestic policy agenda. He basically went to war with our oil industry and they retaliated with lying about the impact of carbon on the environment and manipulating their pricing to damage Carter. Carter lost that war and his Presidency.</p><p>Undeterred by domestic opposition to undermine his Presidency, he created the Superfund to clean up toxic waste dumps.</p><p>His post presidency Carter Center initiated legendary foreign election oversight, intervened in Nicaragua promoting the return of Miskito Indians to their homeland and worked on solving conflicts in Ethiopia, Haiti and Bosnia. The Carter Center negotiated to end nuclear weapons in North Korea.</p><p>Jimmy Carter's work for Habitat For Humanity is legendary and his break with the Southern Baptist Convention, as a born again Christian for their opposition of equality of women is less legendary but enormously significant.</p><p>Jimmy, you are an honorable, brilliant and thoroughly decent person and Americans thank you for your amazing service to humankind and our Nation.<br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-56376152302426781782023-01-29T16:57:00.004-08:002023-01-29T17:11:45.692-08:00What Explains America's Pervasive Violence?<p> <img alt="" src="data:image/webp;base64,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" />It is all around America, every day. Sickening violence by our law enforcement officers we commission to protect us. American on American with firearm violence at an all time high to mass shootings. Turn on the TV.......and many of our favorite action/adventure shows depict physical and sexual violence. Go the the movies.....action adventure films with car crashes and shootouts. Go to the stadium or sporting event and we are bashing one another on football fields and boxing or wrestling rings. Go to computer games and more of the same. It simply is an obsession with us. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjo9CQWVTQetWj-9pEmxBOM5qAWZFQr61ALv6RrCFmnOX94twcLZe-mRxjcx5AO1ebawitsIn6tyqzJjlRCJqD5e5SnFfInYtY1WrWbe6ha0WG7g3yj7XjY1sfttFi0pNcslJUxwqwg3NyB66o2VXsPfZ6BqtxgxDi845mmTjDxU_reM63Jow83XA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="200" data-original-width="300" height="213" src="https://blogger.googleusercontent.com/img/a/AVvXsEjo9CQWVTQetWj-9pEmxBOM5qAWZFQr61ALv6RrCFmnOX94twcLZe-mRxjcx5AO1ebawitsIn6tyqzJjlRCJqD5e5SnFfInYtY1WrWbe6ha0WG7g3yj7XjY1sfttFi0pNcslJUxwqwg3NyB66o2VXsPfZ6BqtxgxDi845mmTjDxU_reM63Jow83XA" width="320" /></a></div><br /> <p></p><p>I am wondering if our competition via capitalism and cult of individualism in our politics and economic system are an expression of our need to dominate and win at all cost or a result of some innate need to inflict harm out of resentment, fear or survival impulse? I don't have the answer and our social scientists and psychologists don't seem to either. It starts early, such as as bullying among our kids in school. And expresses itself all through our aging process. </p><p>There is no doubt that the culture of Trumpism, to attack and dominate has either unleashed, released our violent urges or Trumpites have modeled such behavior and many of us want to mimic it for some reason or other. </p><p></p><p></p><p></p><p></p><p></p><p>It is time for a national reckoning on cause and effect and an examination of solutions, culturally and politically. This atmosphere in which we live is untenable. For many life is unlivable, in too many cases literally due to violence done to them.</p><p> <br /></p><p>Cruelty is a companion of violence, often a precursor to it. The ideology of our far right in the political sphere exhibits it every day. Political leaders in Texas (Abbott) and Florida (DeSantis, Scott) embody the worst of it with their repeated abuse of migrants and citizens alike. Toughness in the far right culture is a key positive attribute to these people and a small cabal of these types now dominate the leadership in our House of Representatives and are cheered on by many. </p><p> <img alt="" src="data:image/jpeg;base64,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/></p><p>I for one find this culture of cruelty oppressive and intolerable. But it now dominates our everyday lives. Ironically the far right espouses the dominance of religion over our politics but the religion they advocate is punitive and fear inducing, not a religion of love and forgiveness. Our religious leaders have failed us and we cannot depend on them to aid in the humanizing and gentleness of our society. Our political leaders on the right undermine efforts to create a society that values caring and support for one another. </p><p>I have no answers, but despair is unacceptable. Hope resolves to perfect the human condition, the goal of liberalism is the answer. We need to empower more advocates for liberalism in every sphere of our society, political, social, religious and commercial. Be a liberal. Support liberals, vote for liberals, worship with liberals and do business with liberals. That is a beginning. But liberals must remind themselves and be reminded by conscientious conservatives that liberalism can also transition into oppression as world history reminds us. There is a fine line between freedom, tolerance and oppression.</p><p>Let me propose a possible solution to the current environment of violence with which we Americans live. What is missing from our national culture and governance is the concept of Social Responsibility. Lawmaking and governance must factor this concept into both lawmaking and administration of government at all levels. It is sometimes discussed but never has there been an attempt at evaluating government and civic action into the world of commerce/capitalism from the viewpoint of the social impact institutions in those sectors as well as religion. </p><p>So, I'd propose we explore methods of creating oversight of all actions and policies through some sort of Social Responsibility Commission. Possibly this Commission would have term limited members appointed or elected representing citizens from every State or geographic region of the U.S.A. It should be non-partisan but consist of representation of both liberal and conservative viewpoints. Cases would be brought much like they are to courts with citizens able to bring cases that are considered to violate the Common Good or the Social Responsibility of the offending institution or organization. </p><p>The Commission should have the authority to either create rewards or sanctions on the acting organizations/institutions whose actions are brought before the commission by citizens. A clearing house would be needed to screen the issues/actions brought by citizens for their merit for action by the Commission, lest it be overwhelmed by trivia or manipulation. </p><p>What has been missing in our litigation system is this concept of the common good/social responsibility. This concept, roughed out here would require extensive work to assure fairness and relevance to citizens rights and well being. The Commission would be a new forum to provide our citizenry the opportunity to have public discussion about issues and actions that impact our daily lives. </p><p>Give it some thought. I know many of you can greatly improve on this very crude blueprint to save our democracy from self ruin.<br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-58088884179215159172023-01-25T09:41:00.003-08:002023-01-25T09:50:23.273-08:00It's Time To Laugh After So Many Covid/Trump Era Tears<p><br /></p><p> <img alt="Matt Friend (@themattfriend) / Twitter" class="n3VNCb KAlRDb" data-noaft="1" src="https://pbs.twimg.com/ext_tw_video_thumb/1611530162083864576/pu/img/WVKVOgK1JyBSEo04.jpg" style="height: 336px; margin: 0px; width: 189px;" />'Disgusting, like a dog': See the unbelievable Trump-MSNBC segment (Comedian Matt Friend) - YouTube </p><p>Go to MSNBC, Ari Melber to see the most hysterical impressions of Bernie Sanders and Trump you'll likely ever see. <br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-82267808235273993222022-12-22T13:59:00.000-08:002022-12-22T13:59:59.971-08:00How Do Americans Feel About Democracy?<p> <img alt="Democratic ideals in the Declaration of Independence and the Constitution (article) | Khan Academy" class="rg_i Q4LuWd" data-ils="4" height="182" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ7cotBTvvmv8ThQ-qnvn0gW02PXgwCSFceHQ&usqp=CAU" width="278" /><b>This image depicts a partial democracy; all men, all white. Americans have moved it forward since the founding of our country. Do we want to continue with this form of governance?</b></p><p>Pew research tracks how Americans and others living in declared democracies feel about their governing system. On July 4 , 2022 Pew surveyed citizens about their government. It is interesting to me that 76% of older citizens age 50+ responded felt that the U.S. either stand above all other countries or is among the greatest countries; 27% of citizens age 18-49 agreed. So, it would appear that the longer Americans live here the more we appreciate their country and its government. Most appreciators are Republicans. More skeptics lean Democrat. Puzzling that the Jan. 6 attackers on the Capitol and Democracy were likely not Democrats.</p><p>This Pew study reports that about 2/3 of us say our openness to people from around the world is essential to who we are, with younger people leaning toward this view.</p><p>Among the 17 self declared democracies, U.S. citizens ranked #13 believing democracy works well with 58% not satisfied. 85% of us feel we need major changes or need to be completely reformed; most say they are not confident the system can change. Ironically, about 2/3 of us, from both Parties were confident of our future with Democrats being the most confident.</p><p>Another Pew survey reported in December 2022 looked at satisfaction with democracy and political efficacy, studying the attitudes of citizens of 19 democracies. The U.S. ranked 16th among those feeling not satisfied with the way democracy was working. Only 38% were satisfied. The top 6 satisfaction levels ranged from 79% to 57%. In the U.S. 49% of those satisfied were Democrats or leaned Democrat; 25% of Republicans and R leaners were satisfied. 71% of Americans felt that few political systems allow people like them to have influence. 70% of them are dissatisfied with democracy The survey was taken prior to the midterms. This explains a lot to me about the rise of authoritarianism in America.</p><p>Another Pew study reported on Dec. 7 2022 that 85% of Americans feel our system needs to be completely reformed or need major changes. We were # 4 of 17 democracies surveyed with the strongest negative feeling. 82% of us are economic optimists, 87% economic pessimists. </p><p>A 2017 Pew study across 38 countries reported that between 78% to 68% of citizens of democracies supported the idea of democracies and 17% to 30% did not. 49% supported rule by experts, 26% rule by a strong leader and 24% rule by the military. In the U.S. 14% on the left supported the idea of a strong leader without constraints, 23% in the center felt that way and 27% on the right.</p><p>An overwhelming majority in the U.S. believe we are not a model democracy to follow. 46% of us believe our country is run for the benefit of all of us.</p><p>Probably an overwhelming number of statistics to absorb but the net net is that while there is hope for our democracy, we have lots of work to do to achieve close to our democratic ideals and ideas. Which of course is the whole challenge of having a democracy. It takes work from all of us, work that many of us do not want to do.<br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-9695118191094148472022-11-13T14:39:00.001-08:002022-11-13T17:52:18.650-08:00Democrats Answered "What Have You Done For Me Lately?"<p><img alt="This is a “People Power” Moment: It's Time for a Revolution in the Name of Democracy – UC Press Blog" class="rg_i Q4LuWd" data-ils="4" height="167" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSLRXZMpTK4JPihrhDdK-LDj_2KUef9SA_3Ug&usqp=CAU" width="302" />Voters asked Republicans "What Are You Going To Do To Me Now?"<b> </b>So the Red Wave didn't materialize and Blue washed over the electorate. The Call To Activism site listed these Biden administration wins for our citizenry: </p><p>. The Inflation Reduction Act including lowered RX drug prices</p><p>. CHIPS and Science Act</p><p>. PACT Act for veterans</p><p>. First major gun safety laws in decades</p><p>. Took out the leader of al Qaeda</p><p>. Historic job growth</p><p>, Significant reduction in the national deficit <br /></p><p>. Historic low unemployment</p><p>. Expanded the NATO Alliance and major support for Ukraine</p><p>. American Rescue Plan leading fasted jobs recovery in history</p><p>. First African American woman on the Supreme Court</p><p>. Major infrastructure investments</p><p>, Life saving interventions to mitigate the tragedy of the Covid pandemic <br /></p><p>. Applying the Rule of Law to Jan. 6 insurrection participants and planners <br /></p><p><b>Voters rewarded Democrats with a major historic mid-term election success.</b></p><p>Writer Thomas Clay Jr. and I point out that the Trump Insurrection administration:</p><p>. Lost 5 million jobs<b> </b></p><p>. Killed more Americans than the Nazi's</p><p>. Attempted a coup</p><p>. Got impeached twice</p><p>. Got banned from social media</p><p>. Received and filed more lawsuits that any other President</p><p>. Supported efforts to suppress the vote <br /></p><p>. Stole national security secrets and mishandled classified documents</p><p>. Potentially endangered national security <br /></p><p>. Flushed and destroyed national documents in the White House</p><p>. Voiced more documented lies that any other President </p><p>. Welcomed the support of avoid racists and fascists and supported them <br /></p><p>. The First President to face state and federal indictments for illegal behavior</p><p>. Advocated falsely that the election he lost was stolen from him<br /></p><p><b>And with this record managed to maintain the support of friends and family members who refused to disavow him and refused to support Joe Biden. </b></p><p><b>AMERICAN VOTERS SHOWED WISDOM IN THE MID-TERMS BEYOND MY EXPECTATIONS. </b><br /></p><p><b> </b> <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-3499030481793084082022-10-20T11:07:00.001-07:002022-10-20T11:19:33.725-07:00Cast A Fact Based Vote On Nov. 8 2022<p><img alt="Image result for graphic on voting in 2022" class="mimg vimgld" data-bm="146" data-thhnrepbd="1" height="180" src="https://th.bing.com/th/id/OIP.lpzPBCP0svxbunqvTWoBsQHaEv?w=267&h=180&c=7&r=0&o=5&pid=1.7" style="background-color: #c6bc05; color: #c6bc05;" width="267" />Republicans are trashing the truth with their bullshit about key issues American voters care about in casting their midterm elaections votes. Here is some solid truth to drive your vote on November 8 on inflation and crime increases.</p><p><b>INFLATION</b> <br /></p><p>We're all feeling it. The receipt and the grocery store and the gas station. Food bought for home use is up 13% in the past year. The Consumer Price Index has a target of a 2% annual increase. Republicans tell us it is Joe Biden's and our federal legislator's fault. NO IT IS NOT. Data and research tells us it is over 50% caused by increases in corporate prices and<b> </b>resulting profits. This is hard data from the non-partisan Economic Policy Institute. And a more than 25% increase in their non-labor costs. Things like increases in fuel and transportation of goods, supply chain disruptions, WTO limits on stockpiles of goods and Covid as well as the impact on the flow of goods like wheat from the Ukraine invasion. No, Joe and your Democratic Representative/Senator didn't cause these factors.</p><p><b>Democrat's Solutions</b> <br /></p><p>Dems are instituting solutions: Such as, major changes in the tax law for 2023 to give taxpayers lower taxes to mitigate the impact of inflation on family budgets, the Inflation Reduction Act and the most recent increases in our petroleum reserves. Short and long term solutions. What are Republicans doing? Nothing but opposing these measures.</p><p> </p><p><b>CRIME</b></p><p><b> </b>Always a Republican attack tool, implying the centers of recent increases are our heavily minority populated cities. Here is the latest data from state crime data and and FBI. Much of the recent crime increases are seen in violent crimes. With most of the violence involving guns/firearms. Guess who adamantly oppose reforms to our gun laws? Not, Democrats, nor even much loved law enforcement officials, advocating major changes to reduce gun violence through mass shoots. No, the leading, top 10 states with the highest per capita violent crimes of murder are Mississippi, Louisiana, Kentucky, Alabama, Missouri, South Carolina, Arkansas and Tennessee, all red states. Only two blue voting states are on the top 10 list, New Mexico and Georgia. If you look at violent crime data (murder, armed robbery, assault, rape), added are Arizona, Michigan, South Dakota. Crime a big city problem? Yes, but the two leaders in violent crimes per capita are Anchorage and Memphis, ahead of the big minority populated cities you usually think of such as NYC, Chicago and LA, who certainly have crime issues they are dealing with. Oh, and did you know that overall, crime rates are about half today of the rate in 1990 ?</p><p><b>Democrat's Solutions</b></p><p>No, we are not supporting defunding police departments. Quite the contrary; we are advocating adding crime mitigation with increases in social workers and violence prevention training and staffing. Democrats are aggressively advocating gun reforms including such measures as increasing the age to purchase, background checks, safety locks on guns and in many cases, limitations/banning of the purchase of weapons of war by citizens/civilians. </p><p>So, my appeal to all rational voters out there is know the facts on the roots of our major issues and the role our parties play in proposing and initiating government measures to address solutions. </p><p>Vote with critical thinking on November 8. <br /></p><p> <br /></p><p><br /></p><p> <br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-48533931417454990782022-08-29T17:49:00.006-07:002022-09-05T07:41:23.130-07:00American History Explains Alternative Facts<p> <img alt="" 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" />Kurt Andersen's brilliant survey of magical thinking in the American historical psyche finally explains to me the evolution of how we got to Trump, Q Anon and all of the current madness.</p><p>He explains that it starts with the Enlightenment period in Europe where individuality and intellectual freedom permitted people to believe any damn thing they wanted. They founded the Age of Reason in Europe. That included freethinkers but it also included the tightly wrapped Puritans who settled in the northern part of what became America and fortune seeking capitalists populating the southern part. Puritans were separatists from the Anglican church, whereas the Pilgrims believed they could coexist with Anglicans and possibly reform that Church. The latter group populated New England later than the magical thinking Puritans.<br /></p><p>Thus, the creation of a sort of Christianity- believing colony which was to be a Utopia, also dedicated to the myth that their religion would be the eternal salvation of the "savages" who greeted them on the eastern shores. Puritans were full of zeal about the end times and certainty about their path to god. Andersen's analysis of history cites the Puritans as the founders of the Age of Unreason and the tribe to whom we can trace our current Fantasyland segment of society.<br /></p><p>And the settlers of Jamestown whose vision was a commercial boom town there and endless riches from finding vast quantities of gold, neither of which worked out for them, at least, right away. Their legacy is associated with the current capitalist segment of our modern society who have their own form of magical thinking about the pursuit of riches. <br /></p><p>Andersen traces our history's connection to the evolution of Protestantism from stiff necked communities of worshipers to charismatic preachers introducing deep emotion and passion into belief and worship with many settlers attracted to camp meetings and chaotic gatherings of believers anxious to find the secret of their salvation through praising and pleading with a deity to grant them eternal life and forgiveness. In the early American years, snake handling and speaking in tongues came in to vogue as means of worship.<br /></p><p>This populists approach to religion and worship led the creation of all forms of bizarre new belief systems such as Latter Day Saints, Seventh Day Adventists, Christian Scientists and Evangelicals, side by side with mainstream protestant communities. </p><p>In early colonial life great fear of so called satanic behavior enveloped communities leading to Witchcraft trials and marginalizing of women.</p><p>These aberrant communities of colonists developed side by side with groups of pragmatic realists who began the the process of founding a country based on enlightenment values of freedom, rationality, the rule of law, self governance and freedom from religion for those so inclined. The founders were representative of the reality-based segments of our culture.<br /></p><p>From the aberrant communities and the inevitable con-artists in every society came quack medicine, side by side with science-based medicine. Also, faith healing came into vogue, a weird confluence of religion and medicine. During this period, as Euro-Americans pushed west, lo and behold the gold so many fantasized would enrich them was discovered and the gold rush had a pretty formidable run.</p><p>Andersen equates a prophet of the 17th century named Anne Hutchinson who asserted whatever you want to believe is true to our Kayne West. Boundaries between fantasy and reality are fogged up, blurry. Thus the creation of myth stories such as Washington's Cherry tree and the myth stories of our early history which are mixed with historic fact teaching in our schools. And the mixing of magic and actual science with medicine and invention. We dared to imagine that nearly everything was possible. <br /></p><p>This mix of fantasy, entrepreneurial ambition and science led to America's industrial revolution and world envy for our innovation. Nearly anything was possible in the American Dream, including the belief that nearly anyone could become rich. <br /></p><p>But romanticism and showmanship fueled the American imagination. The majesty of the West became and major obsession with the glories of our great outdoors featured in art and public obsession. Thus the legends of the Wild West, Buffalo Bill and victories over the resistance of the First Americans evolved into traveling road shows and theater. Our current gun culture is traced to that period of our history. </p><p>The American belief that nearly anything is possible led to P.T. Barnum and the huge popularity of traveling shows of the weird, strange and outlandish. And through our history, belief in conspiracies and imaginary plots conceived by evildoers and Satan worshipers were abundant. According to Andersen 200 persons were imprisoned, accused of Satanic victimization of children in the 1980's. </p><p>Our science fiction literature and film flow from this mix of reality and fantasy. As do also our theme parks and Las Vegas, not to mention most TV, including so called reality TV which is usually far from reality. The allure of escapism from reality surrounds American's daily.<br /></p><p>Conspiracy beliefs are a small industry in the current day around events like JFK's assassination and 9-11. Skepticism has resulted in accusations of fake staging of the moon landing and cover ups on alien visitations. According to Andersen, only a third of Americans understand that Co2 is a cause of our global warming crisis threatening our future. </p><p> Americans love their fantasy films and theme parks including those devoted to biblical stories, not to mention fantasy computer games which followed the 60's psychedelics and fantasies about the counterculture and New Ageism. Feeling dominated reason. Fantasy dominated reality. UFO culture flows from that, according to Andersen, as does our addiction to youth culture and plastic surgery. We are taught to do our own thing. Realists respond that you are entitled to your own beliefs but not your own facts. <br /></p><p>Kurt Anderson further tells us that today two thirds of us today believe angels and demons are active in our lives. More than half of us, according to his research believe there is a heaven and a personal deity with human, male nature. A majority of us believe the bible stories are literal. </p><p>Thus, a neurosurgeon can build a huge TV audience pitching unproven fake cures and remedies and a TV con man; no, two show business con men can be elected President and many believe the most recent was the actual winner of a closely monitored and audited election. Oh, and super-realist computer genius Bill Gates funds a creationist pseudo-science according to Anderson.</p><p>So, here we are, America The Beautiful, mixing truth with fiction and reality with fantasy. This is not new. It connects back to our origins and has a lot to do with innovation of dreamers and American inventors and entrepreneurs. I strongly urge you to read Fantasyland. </p><p>Tragically, our magical thinking and fantasy is a bad mix with our politics, governance and civics. The fascism we face might not be so fanciful. <br /></p><p><br /></p><p> </p><p><br /></p><p><br /></p><p> <br /></p><p> <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-88570548763420733762022-07-20T13:57:00.000-07:002022-07-20T13:57:12.926-07:00How Do We Live With These Fascists?<p><img alt="Image result for Graphic of A Broken American Flag" class="mimg vimgld" data-bm="152" data-thhnrepbd="1" height="185" src="https://th.bing.com/th/id/OIP.qDvkNU9WL74gB8B5Rprw2gHaEW?w=316&h=185&c=7&r=0&o=5&pid=1.7" style="color: #b11f1a;" width="316" />There is much talk these days about a pending civil war. I for one do not feel that I need to engage these anti-democracy people in any kind of combat as a foot soldier for democracy. They are just not worth giving up a life for. I guess I'll just have to depend on our federal military to take that risk should these deplorable fascists launch such a war against what is left of our union. </p><p>I will continue to engage them in mental, verbal and intellectual combat, knowing that convincing them that democracy is a better way to live is next to impossible. They want authoritarians to make decisions for them rather than engage in the hard work of participating in self government. These people are authoritarian personalities either genetically or culturally. That is the way they want to live.</p><p>They are going to have to decide if they can live with neighbors who value self governing and or as their 60's moral majority predecessors used to tell us liberals, "Love it or Leave it." <br /></p><p>The elections of 2022 and 2024 will likely determine if we will choose democracy or fascism. I have been warning those around me for many years now that fascism was on our horizon. It has been lurking in the nooks and crannies of American life for many decades. Racism has been a major driver to keep it churning inside the American experience.</p><p>We are largely dependent on the roughly one-third of our citizenry who do not participate in our elections to join with the plurality of us who believe self government and democracy serve us best. If we can mobilize enough of the non-participants to join us as the polls, we have a chance to return the fascists to their red communities to suffer in silence. If that mobilization does not materialize, we pro-democracy Americans will have to either craft ways of surviving fascism or defeating it. </p><p>We pro-democracy Americans will have to become strategic rather than election to election tactical as the promoters of fascism through such decades-old organizations of the Republican Party as the Federalist Society and movement conservatism have done. Democrats and Liberals have failed to establish long term strategies on the offensive, looking decades forward as have the Republicans and conservatives. We have a myriad of groups competing for funding working various niches of the pro-democracy world who could unite into a much more powerful force for progressive change and reform but haven't. Their competition rather than cooperation has produced defensive tactical actions each election cycle which has reduced their effectiveness to incremental slowing of fascism but not outright defeat. But movement conservatism has powered its way through liberal incremental defenses to the point of national crisis evident at this very moment.</p><p>We may now have to settle for a grinding pro-democacy education and marketing process spanning several decades ahead to overtake the fascists. They were quite clever in embracing Trump and powering his cult like following. They know what they are doing, but so do we.</p><p>Good governance has not been enough to convince the American electorate at large that democracy is of value to their lives. It is going to take education, persuasion and marketing of pro-democracy thinking aimed at future generations to build the support needed to sustain the success of liberalism and democracy. Republicans and movement conservatives have done very astute marketing. Liberals, Democrats and pro-democracy Americans have created laundry lists of policies which are unmemorable and as communicated, unconvincing as our current affairs would suggest. </p><p>Let's unite on the pro-democracy side and build a strategic program. Or, wallow in the misery of cruel, selfish and punishing fascism. <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-54763779280766242412022-06-25T08:15:00.000-07:002022-06-25T08:15:38.663-07:00These Supremes Don't Understand Their Own Religion<p><img alt="" 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" /></p><div dir="auto" style="text-align: start;"></div><div dir="auto" style="text-align: start;">The 6 Catholics on the Supreme Court are of the Opus Dei variety, extreme and weird. They clearly have a flawed understanding of their Church's teaching over the decades which has changed significantly. The overarching teaching, not declared infallible is that primacy of conscience should guide ones position on abortion.</div><div dir="auto" style="text-align: start;">Their rigid position on abortion was not established until 1917; in the early Catholic years abortion was treated much like adultery, not a mortal sin.</div><div dir="auto" style="text-align: start;">Here is some history:</div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q"><div dir="auto" style="text-align: start;">The medieval Church rules of penance did not consider abortion murder until after the first 40 days of conception; this was true up until the mid 1800’s. It was a sin but the context was associated with adultery and the punishment similar to that for adultery.</div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q"><div dir="auto" style="text-align: start;">St. Augustine , Bishop of Hippo (ca. 415 AD), one of the most influential of all Catholic theologians, persuaded early Church leaders that abortion should not be regarded 'as homicide, for there cannot be a living soul in a body that lacks sensation due to its not yet being formed.' He, and Thomas Aquinas after him, taught that the embryo does not acquire a human soul until the end of the first trimester. At the beginning of the 13th century Pope Innocent II proposed that 'quickening' (the time when the woman first feels the fetus move within her) should be the moment at which abortion becomes homicide. Abortions occurring prior to that moment constituted a less serious sin. Pope Gregory XIV's declaration in 1591 that early abortion was not grounds for excommunication guided Church policy until 1869. In that year, Pope Pius IX eliminated the distinction between the animated and non-animated fetus and insisted on excommunication for anyone having or providing an abortion at any stage of pregnancy. That instruction was written into the Canon Law in 1917.</div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q"><div dir="auto" style="text-align: start;">These people cannot be trusted to be guided by authentic teaching of either their Church or their Constitution.</div><div dir="auto" style="text-align: start;"> We are just fucked until we replace these twisted people steeped in the misogyny and authoritarianism of my former Church.</div></div>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-32139410106006583242022-06-23T18:02:00.002-07:002022-06-23T18:03:45.219-07:00America's Descent Into Madness And The Way Out<p> <img alt="" src="data:image/jpeg;base64,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" />Mass shootings and killing have become routine in America. My friend in LA reports that he was getting eye care next door to a hospital where a man killed three people with a knife. A Missouri Senate candidate, Eric Greitens launched an ad campaign threatening to kill RINOS. The J6 Insurrection event inspired by a failed Presidential candidate was populated by thousands of really pissed off miscreants bent on resurrecting the hangman's noose used in America's not too distant past. <br /></p><p>We've got millions belonging to Q type groups believing all kinds of crazy, nonsensical shit. They have been well prepared for nonsense beliefs by American Evangelical religion and such belief systems as Catholicism replete with a tone of nonsensical beliefs. More legions of testosterone laden young men joining together with AR 15's, training for urban combat and intimidating peaceful protesters at Black Lives Matter and LGBTQ events. Americans seem to be meth charged up terrorists ready to heap violence on one another. </p><p>It is not clear which came first....American propensity for nonsensical beliefs inspired by religions or madness which leads to belief in nonsense. But the similarity is unmistakable between delusional religious beliefs, clinically diagnosed madness or our nonsensical political Trump inspired belief in "The Big Steal" and political violence around us. </p><p>American belief in our myths of the American Dream, our divinely inspired Founders and American Exceptionalism seem to be precursors to the craziness of our current time. Not much grounding in realities such as our history of genocide in "civilizing" and discovery of the New World or the cruel institution of slavery on which our currrent capitalistic economy was built. Oh, and another myth of the superiority of capitalism as the economic engine that seems to drive everything about our society and culture. </p><p>It is clear that our mental health professionals have few answers about dealing with madness and serious, clinical delusional thinking so I wonder how us non-clinicians are to deal with this psychosis that seems to affect around 30 % of us? Many of this 30% are in high drug abuse areas and so are self medicating, rendering many not sufficiently functioning to present a huge threat, excepting the many among them whose rage has driven them to own firearms which do pose a major threat to those of us in touch with reality. We are seeing a major escalation of threats to both Republicans seen as RINO sellouts by Trumpites as well as public officials trying to preserve what is left of our democracy. It is reported for example that the J6 hearing committee members are now in need of security services. Voting officials across the country are in a similar situation of bodily threat.</p><p>It seems that the best we of the 70% of American citizens who desire a continuation of this noble democratic experiment can do is present the rational truth through our personal interactions and strongly support media outlets which can advance truth, reason and critical thinking. This can reclaim some conspiracy theory believers who are close enough to rationality as to abandon the untruths and myths they had been fed by the right wing propagandists. </p><p>We are obligated to advocate and support reforms to our political, social and economic systems which can serve all of us and provide relief and fairness to the disadvantaged among us and those our white nationalism has harmed or left behind in our pursuit of justice and fairness. </p><p>Our best audience among our fellow citizens are our young people who will replace their elders in our future generations. We need to focus reforms that have meaning for the young and recruit them as strong advocates for a more perfect union and create a society where they can flourish. A Union that emphasizes active and aggressive participation in our democratic institutions, especially our training grounds for future leaders and active engagement with our electoral systems. </p><p>The best we can do to protect ourselves from the misdeeds of mature and older white nationalists is to shore up our defenses and law and order institutions to restrain their corruption of our democracy. I have advocated shunning fascists and traitors, calling them out and encouraging their isolation from leadership positions in our institutions. They need to be excluded so they cannot do us harm, physical, social and political. This requires a powerful commitment to defense of our current generation. <br /></p><p>Our salvation as a democracy rests with the next generation whom we must strongly support while we shore up our defenses against political corruption and political violence aimed at the current body politic in America. The current J6 Congressional Committee hearings are a great start at holding power accountable. </p><p>The Democratic Party, whose messaging currently is nearly non-existent must launch a major next generation initiative of recruiting and training our youth as the vanguard for a democracy which serves us all in making lives and their futures better. <br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-74994468451037058932022-04-20T17:30:00.000-07:002022-04-20T17:30:08.625-07:00Is There A Solution To The Divide In America?<p> <img alt="" 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" />Let's examine some solutions. </p><p>l. <b> Let the majority rule and just let it go with the minority in anguish. </b>This really has been our status quo and likely will lead to another divide crisis as we had leading to both the Revolutionary and the Civil Wars which solved nothing on a long term basis.<br /></p><p>2. <b>Lets just have another Civil War. </b>That solved nothing because the Revolutionary War led to our Constitution which ignored the divide as well as an era of semi-forgiveness for the losers of the Civil War which allowed them to oppress the freed slaves in Reconstruction, which led to segregation oppressing millions. The losers fought back to reinstall both authoritarianism and create or ignore policies intended to either control the losers or empower them as a minority of the electorate. And, the oppressed slaves and their successors continued to suffer oppression. Abolishing slavery did not end the conflict.....it just delayed the rebellion of the opponents of democracy for what was a pretty good 250 years for white Americans, not so good for non-white Americans. I think there is little chance that citizens of red states will invade blue states to convert them to their living with red state inferior metrics in humane treatment, medical services or education. This is the story liberals have to tell....the better life metrics enjoyed in blue states.....that argument stops all but the most ardent racists in their tracks. The racists want civil war to punish blue state leaders and citizens for trying to bring people of color and immigrants into their standard of life. Fortunately, the racists are badly outnumbered and soon will be subjected to minority status by liberals, immigrants and people of color.<br /></p><p>3. <b>Lets have a national conference on government/economic reforms to reach a consensus on solutions to the divide. </b>We appear not to have consensus on the roots of the divide.......our economic system which allows gross inequality and power held by the more affluent, or our core values about equality of people, irrespective of ethnicity or gender or sexual orientation, or the role of religion in a democratic society and the rights of people to not be forced to adopted a particular set of religious beliefs, or the role of our National government in protecting the rights of individuals to live their lives lawfully without restrictions on their liberty, or the role of citizens to assist one another in a democracy, or whether a democracy is our preferred system of social organization vs. authoritarianism, or the elements of a democracy as originally set forth in the values expressed in our founding and amended constitution and bill of rights. These issues are a tall order that a single conference likely is not able to address.......it will take many such conferences over an extended period.....which our representative government was designed to facilitate through legislative action and legal opinion respected by all, but has not succeeded in facilitating.</p><p>4. <b>Regulate our media, especially social media to limit or restrict conflict while maintain free expression of opinions/beliefs. </b>Clearly, before the advent of social media or for that matter, conventional print media in our early founding years, conflict and disagreement did not have the numerous outlets for expression as we have today. Disagreement was suppressed and the appearance of consensus of agreement on public issues was an illusion. These disagreements on values and public aspirations were always present, just seldom and minimally expressed. In this regard, there were fewer outlets for distribution of lies, erroneous opinions and "alternative facts," misinformation, propaganda and slander. There is unlimited opportunity today for all of these sources of conflict and division.</p><p>There is substantial research that there are varying degrees of preference for authoritarianism and or presence of tolerance and benevolence according to how people are genetically wired and impacted by upbringing and social environment. Old fashioned religion would characterize these as good and evil. Maybe evolution and improved social order will rectify this divide, but likely no time soon. Greed and generosity are learned values, are they not? </p><p>5. <b>Let's have a national reconciliation process.</b> Maybe then what we need is a national initiative to create a set of values that can be shared by people with all kind of personalities and makeups. It should include thought leaders, clergy, physicians, psychologists and counselors, philosophers and locally elected leaders from government and commerce in public community forums and open discussions to face to face facilitate a discussion among us citizens to explore solutions and explore our shared values. This will take time and lots of effort and an abundance of goodwill from many of us. Yes, and social media can play a role with facilitator of forums of open discussion without animosity, in fact, with animosity prohibited. We have too few venues for such exchanges and they should grossly outnumber tribal discussion groups which I find myself deeply engaged with. But they should be extensions of the public gatherings to avoid devolving into conflict. </p><p><b>I opt for all but #2, led by liberals/Democrats after massive re-democratizing elections in 2022 and 2024 powered by a rejuvenated Democratic Party at all levels, putting restoring democracy and defeating authoritarian/trumpian fascism with Marshall plan funding by the Party. Why? Because, on balance who the hell wants to live like those in our reddest states and in third world authoritarian countries around the globe. We have fast diminishing chance to save humanity from fossil fuel induced global warming and this is our best hope. And liberals have the best and improving handle on humane governance and economic fairness, pure and simple, hands down. And we also have a handle on global warming to save all of humanity, including the fools opposing its solutions. <br /></b></p><p><b>All you have to do is look at the alternative that James Carville calls the Party of the Weird. He and we Democrats align with normality, truth and reason. Who the hell wants to live with goofy conspiracy crap, lies, inhumane treatment of some among us and irrationality? We believe in the perfectibility of humankind and are willing to take our chances on future relapses by the weird among us. </b><br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-48124765390682332482022-04-05T19:14:00.000-07:002022-04-05T19:14:24.720-07:00Julie's Flag<p><img aria-hidden="true" class="ajn" data-hovercard-id="merrimanstan@gmail.com" data-name="Stan Merriman" id=":8f_27-e" name=":8f" src="https://lh3.googleusercontent.com/a-/AOh14GiRnbReKMRtQUoDP88pwRhHhH0oJGQfgkuveUKU=s40" /></p><div class="gs"><div class="gE iv gt"><table cellpadding="0" class="cf gJ"><tbody><tr class="acZ"><td class="gF gK"><br /></td><td class="gH bAk"><br /></td></tr></tbody></table></div></div><table cellpadding="0" class="cf gJ"><tbody><tr class="acZ"><td class="gH"><br /></td><td class="gH acX bAm" rowspan="2"><br /></td></tr></tbody></table><table cellpadding="0" class="cf gJ"><tbody><tr class="acZ xD"></tr></tbody></table><div class="gE iv gt"></div><table cellpadding="0" class="cf gJ"><tbody><tr class="acZ xD"><td colspan="3"><table cellpadding="0" class="cf adz"><tbody><tr><td class="ady"><br /></td></tr></tbody></table></td></tr></tbody></table><div class=""><div class="ii gt" id=":z1"><div class="a3s aiL " id=":z0"><div dir="ltr"><img alt="image.png" class="CToWUd a6T" data-image-whitelisted="" height="494" src="https://mail.google.com/mail/u/0?ui=2&ik=5aaac8a867&attid=0.1&permmsgid=msg-a:r7869834849906054195&th=17ffc74da0b5d90b&view=fimg&fur=ip&sz=s0-l75-ft&attbid=ANGjdJ_JfFRRmddws1wskbb2rtBsnqrJIQMAehpz_VwxWmuTPKQaeO8f2QIyQHxihDxuLLJSfqPbhkByjHoxBUs-SPAOgbnLFvfIuY9Rrwe3n8qe2djlvN7SyW2jyNY&disp=emb&realattid=ii_l1mvr66i1" tabindex="0" width="226" /></div></div></div></div><br />
<p align="center" class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt; text-align: center;"><b>Julie’s Flag<span></span></b></p>
<p align="center" class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt; text-align: center;"><b><span> </span></b></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">Julie and I share the value of patriotism.<span> </span>We also share our mutual distress at the
erosion of civic pride in our very unique, though flawed democracy.<span> </span><span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">She has observed to me that she is not going to let the
authoritarian American right have exclusive right to flag waving.<span> </span>She is going to own her share of it.<span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">So, since I’ve been her partner, she has owned a large
American flag and has displayed it routinely on significant patriotic holiday.<span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">Lately though, she has brought the flag out, lovingly folded
in a triangle and hung it on our porch overlooking Wilmington Delaware.<span> </span><span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">This simple act of an activist, dedicated American, my life
partner moves me every time she does this which is, if not daily, very, very
often.<span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">I treasure the fact her father served our nation, as did I
and my father and his father.<span> </span>The latter
volunteering for Army service as officers during WWI, WWII, Korea and during
the Viet Nam era.<span> </span>Notwithstanding
Julie’s and my work as anti-war activists during Vietnam and Iraq/Afg. <span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">It so moves me that this brilliant woman and devoted spouse,
mother and grandmother will not let the right own patriotism and displays of
dedication to our democracy so under threat of extinction and sabotage by
forces of authoritarianism and fascism. <span> </span>It so moves me when she often chokes up when
the pledge of allegiance is said or the national anthem is played. <span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">I am so proud of her leadership in a women’s activist group
promoting democracy here in Delaware starting with the Women’s March in 2017 to
rise up against the authoritarian elected by our Electoral College to undermine
women’s and American’s rights.<span> </span><span></span></p>
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;">She’s a fighter and lover of freedom for all.<span style="color: #888888;"><span></span></span></p><span style="color: #888888;">
<p class="MsoNormal" style="font-family: "Calibri",sans-serif; font-size: 11pt; line-height: 107%; margin: 0in 0in 8pt;"><span> </span></p></span>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-45301751523060668882022-03-27T18:02:00.001-07:002022-03-28T13:10:05.896-07:00Here's A Crazy Idea-An Ununited State for Authoritarians<p><img alt="" 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" />Clearly, the democracy consensus in America is broken. I'm struggling for an idea as to how to rebuild a democracy consensus. But here is an idea to liberate us from these crazies who want to destroy the U.S.A. and embrace authoritarianism. They can even choose Trump as their leader, or Rudy Giuliani, DeSantis or whomever. <br /></p><p>Let's allow one or two states to disengage themselves from our democracy and set up a refuge for those hating the liberal democracy we created 250 years ago and want their own thing.</p><p>Here is what that would look like. Their citizens would not be subject to federal law and regulation. They can pollute freely as long as it does not impact neighboring states. They can embrace racism, reinstalling something like Jim Crow. Let them outlaw homosexuality and sex confirmation procedures. They can install a state religion and require adherence to its tenets, be they protestant, catholic or whatever the rulers choose. They can abolish all regulation and taxation and rely on voluntary contributions to run the government services, if their rulers want any such services. </p><p>Healthcare can be totally free market, with care providers charging as they see fit and serving whomever they choose. Capitalism can be completely free market. </p><p>There would be no public education with families deciding how to educate their children with their own curriculum or unregulated private schools teaching what they want excepting chool curriculum will be provided for them and sanitized to exclude the genocide done on the first Americans, slavery described as happy cotton pickers singing spirituals in the fields and segregation the choice of all involved in society. Firearms would be totally unregulated with open carry allowed with any form of weapon.</p><p>Fire Departments would be private, with a subscription required for service. Neighborhoods can provide their own voluntary police forces or wealthy people providing private policing for themselves.</p><p>There would be a central committee assigned to approve of appropriate conservative content for books. Libraries would contain only those approved books. <br /></p><p>Press and news services would be private organizations reporting and disseminating any content they choose with no fact checking or licensing in the case of electronic media, modeled after Fox.</p><p>Speech would be monitored and violators expressing liberal or progressive ideas would be charged, tried and incarcerated.<br /></p><p>The rulers can choose any form of government organization they wish with no Constitution and can change the form at will. They rulers would be appointed by the wealthy and deposed as they choose at any time. There would be no elections, ever. Military protection from invasion would be provided by private militias.<br /></p><p>Grocers and pharmacists can charge anything they choose for products and services. There would be no regulation of the safety of their products. There would be no public mail services; Fedex et al would serve this purpose and charge at will, case by case.</p><p>There would be no currency; the state can set up its own bitcoin or bartering service. There would be no retirement funds by employers and citizens would be on their own to provide for their own support.</p><p>I'd be open to suggestions on my Facebook page where this would be published as to which states might opt to volunteer for this undemocracy project......Montana, Idaho, Florida, Texas, whatever.</p><p>Texas has had a longstanding secession movement.....maybe Abbott or Cruz would like to lead this movement.<br /></p><br />stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-17169197838491138772022-02-21T12:08:00.004-08:002022-02-21T17:46:18.039-08:00Three Books To Read On The Way Out of America's Fascist Distopia<p> <img alt="" src="data:image/jpeg;base64,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" />I've been trying to figure out all this fascist insanity going on. I've read three books I recommend you read to figure it out with some hope. The way out first is I think well identified in Thomas M. Nichol's OUR OWN WORST ENEMY. The way in to where we are I think is best understood by two books written by House Impeachment Managers: MIDNIGHT IN WASHINGTON by Rep. Adam Schiff and UNTHINKABLE by Rep. Jamie Raskin.</p><p>Schiff's book is a massively chronicled detailing of all the evidence of Trump's betrayal of America in the Ukrainian saga attempting to secure dirt on President Biden's family for political/campaign advantage and all the players complicit with him in that effort and the integrity filled story of how your Congress worked to secure legitimately secured evidence of that abuse of power. </p><p>Raskin's book reveals massive evidence of Trump's betrayal of the country that enabled all his personal financial success and resulting influence over the gullible among us. Here the impeachment centered on the Trump lead insurrection effort leading up to, including and continuing after the January 6 attack on democracy, our Capitol and duly elected government leaders. Raskin identified in this book the three rings of the insurrection. He details the three rings as the protesters feeding the riot, the outer ring. The middle ring, the insurrection itself. And the inner ring, the plotters and executors of the first failed Jan. 6 and future planned coups. </p><p>Nichols provides some well researched historical examples of un-engaged citizenry in communities in Italy and Utah and their parallels to the more recent America as we know it with what he describes as clannish self interest and disengagement from civic participation and abandonment of the idea of the common good influenced by libertarianism and our extreme cultural prioritization of individuality over community cooperation. This trend was identified in the 90's by researchers as cocooning. The evidence has been clear Nichols observes with our historic low voter participation and a prevailing attitude expressed by many including my own family members as "fuck politics".</p><p>I will not be a spoiler regarding Nichol' solutions. I want you to join me in reading his book to formulate your own solutions to restoring our democracy which takes hard work compared to autocratic governance. Reliance on authoritarian leaders looks to autocrats to do the work, not the citizenry. Under fascist autocracy history tells us, citizens are willing to forego their personal agency and impede the freedom of others in their interest not to be bothered with the work of self-governing a community and nation, excepting their own family which they proclaim is their preferred lifestyle. <br /></p><p><br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-81468279161012942562022-01-26T09:47:00.000-08:002022-01-26T09:47:41.919-08:00SCOTUS Has a Central Role in American Corporate Fascism<p> <img alt="" 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TH7Mbe0u+2/Pyqp9oHnDajL9tb010i08b+Rn30qX8sRuP+KRXu8q3dluGr3fe3UEHUFhIgbafE1ULNrM6oDMmP41duL43JhXC6eHKPOdPxqub7IRBK7ZUeLY43rrOdifCOijRR8Kl7JtGMtHp3v/AGblKS1HdnmjEoeguf8Abasy/wAb+mZj3mvtHQOCsfzgBjM25EbAZ20PU8/eatgqndmmm9tEW1Gu58TGR5H8KtwNTYPQNz+sIwJ+0X1P0NULtzijbvs66kZ4B2JKt/Gr3gP7Rff9DVfewt7FXJAKo+s8yNVEeuvwpnLNxOosi/JqxPDrRJklrxnr9q+tU3A68bu/t3vkpFdXtgAAAADoNPkBWmA7MW7rm6Fs22kjPlXOSd9gDr1Jp3Ing4x2cE42/wD/AO3/AHRVjxKQlw9LT/Q1Z+IdmbeHvNFlFc/fQAFgTMz5kfEUvfDguVIkFYIMEEGdDQvkLsc9wgP5vgcqliXv7TpL5Z02id6tfZGyM1wptCgRrGvUehp41lVXIMtuRCgQNTtApd2WwwTvBzBQEGPaGad/QVk2Fj2TIOOXYvuP2f8AKK8oftEf6xc/d/yispFjKG/aI/1dp6r/AJ1qrpigbhKuuiMNRIJ6esSZ1261dcZbDIVYSDoRE/Kq5a7PqWMqI9KKeLU7Ewy6diC3jSRGbSASGKka/tjWlfGsvghEUklpVVUkAdV03YfCrMOzacpHpp9Kq/aTBi1eCAkwk6mdyevoKzw9JX0klPKlQq400WrY6sxP7qpl/wA7fGjfya25x9tjsi3HPuQr9WFZd4NdxJtW7RWcpaC0HKXCMwncLlBI310BorsZhGsYjGZgQbWGvDxAqTJGUweoE++r4NLF+mI6m59TL7ojt3sxY82M/HU0fhtt6U2TBppg3GxrzGfTxNwK97sGtraEtlAknYDUn3DWnmH7NX4z3AthOb3mFsD1nX5VsYt8GZMkIK5NIR2zBgiRTTBWlO3P+Yitr93h1k+O/cxLD7thcq//AJG3H7NScN7SXHYW8Dh7OHZpCmQ9xo2Ge5AkjkRvVmPpMj3ex5mf8phiqjuWLCcKvqufJlAA8TFUHlOYgx51nB+OtgbhYMtzDEzcVGDi0T95SugHUUj4219WyYhma4FBliWEsoJCk6aTGmkg1v2H4RdxV8okqiwb1zkqnXIOTO3TYDU8g1uTpIqOrUeFLrXkm/KdswWLS6i3LbBlYSCKB7T8PS/hbqXJy5S2hgyviGvqBSDF8PfhjG/hFLYTTvsOJJtxvdtc45svvHOH2J4hbvYO5dtMGRrTkEfsH51Jq7Pk5x7x4KHwi2FwqqNg5HwkV5iMWie26r+0QPrUV/GCzgnunUJ3jx1y5jHviK5E3Er2IY3bgDHmTsB0A3j02pEVsPkrZ0jtDeV7YyMGGbdYbYE8j5VWuL4O5ds5bKm4RdUnLGwtET8xTDszhrN6wyMrLcmVcTsI0MmCN9PmK0tdpEQsrWixDaygbbQjMTJGnOPWkZL1px7FEYpQpvkrq8GxQgnD3RHRCfpXlyzf2e1fZemS5H0qyntXblj3VwTygAL6Q0n3/OvR2st6eG8oEkxrI5AmdD5ii8bJ/aB4WP8AuKTiMLdkkWboHTu30+VE8AsuL0sjCEuHVSv3T1q3N2ssmfDeU8oZtPnrUV7j2HcZCzwdCzZ9Z8hMfzpyrJZpuNaTY4YKV6hj2auA3jqJFpV+ZPymrdNU3s3ctm9msyAUAYcsw5gxt7zVvBosKqIrN6gnhx+0Hv8ApXN/yl2GFp2Ygq19ABryRjXReHN9oPQ1Q/ylWXfDoERnPfKxCqWIHdNqYG2opkfUYvSWHsAI4dhh+oT8WY/jR/YZsSFxPeWmCjEXjbLgguhuFhlnXLqYMQdIrf8AJsGTC4YFYZbSyGGoJ3EHY1ebt1Xhuo+dNAOYcR42mI4gyoHUWrGVlZSgzG7uoPtRB8XnpSvtK5WxiGBIItNBGhGh2rqnEcv5u6kA6eGQNDA26a61yjte0YbE/wD1x8YH40PdBIq+FE3eFA6nKWk6nVp/CrZwvE58TcBGoaJAIIUE6GOsjeqrgT/WuFr0w6t8Vc/hXR8gGXQasT8h5VmTg6BUuMpN9z5/QRWVNixNxz+s3+Y1lT2NHto1OtqhLLUdaNUEpstuuX9qr+fF3o2UhB+6AD85rqF++ERnbQKpY+gEmuNXLpYs7e0xLH1Jk/M0E+D0fxsfO5exve43dw9xGsvlItqDoDMXHbKSRMGRIBE0x7HuWt8QuR4mRRprrcdtPOqzxM+Mfsj8aK4L2gv4VbgsFVNzLLEZiMuaMs6feO4O1WwhqxJL2Jc89HUt+zLRhOzt4r3l3LYt83vMEHwOvxipf6T4dY0BuYxx+j9lbn19oj0zCkXZzBNxHE5cReuEiGzHxaZgGQSfATOkcxt0UYmybdxklWg7o4dSOUMp1rsfSwTp7sPL+RzT4dL4Lhf7eYiCmHS1hk6W0Bb3uwM+oANS8V7N4n83XGXLrYgMVZSSzMtpkLF2FzVdcoyiY1MxVOsIzNlQFmOyqCxPoAJNXWz2dx122oxl1bNoObgbEPmfMVCnKsknQDwkiqfLCqpEfmm/dlZLU27OviDc/qoY3AIlEDsJ0kaHL+1pHWnlnh/DrGuW5i3H6R7q3Pko8R9GkUd/xBeKi3ZVbKSFW1YQJJJhQI1LEkDQ6zS59bBbLcqx/jc01b8q+Rz/AEFiMRdRb7qt25H2ebOyqAM7wJCJA3ndgNyK6fwLg9rCWRZsrCiSSdSzHdmPMn6ADYClPYvs6cKha7Bv3FBuHeNTltqeYXWTzJJ6AWagnllOr/2I5QhGTUd/n3Kh28vhTYZ7vdW7d1Lnhcq7lTJVQs5oHIiNfPRH2ouWuHA4ixeQYTEjLcs5hoXEd9YE6jWSvw6Up/LIxbEWkzEBFYjeSXKyB7l/marva25hbPCDbW2pxN68igzLKluHzanwpoVgaEnyo82NeHG/YVgnJSb+SfjvafC/mjYcMbpuLcBNuCFzZgJnnrMRpGtUHhLBRlOVhuZkQYiR10J3pbw/CXr75Vtqx5+EH4mYHvNNrvCGQwblpGBjKHuXIPRgltwvpIqJxilpsthOV66HtnHWzZFu/LWl1DTBH6uhAadoPWrrh+HoQGFvLInKwWRPI5SR8zVD7I4DEXLyeCFtOpZpWBrMjU6kBhoOddPIpemhmXJqSoC/o5Og+FeHhifoj4CjqwVwkXNwm3+iPgKhu8EtH7g+FN6yuNF/DuGLaMqIppNR16TWHBHDm8f7p/Clzu0+ExoPPkOtGYA+Jv2TS5n1rlyMj6SR8WwZcphhrPTb+Yq4YO+GScw1156GfTrXLeO8Vay6FQDIaZny6Ubge21xbaqbKn94jczRXRumy98cvv3fgg9eUKAZOtUxvE7bbDfXlNR3u2rFGXuQJBHtnSRHSvLLeNvT/wAa67ZzjSCkU+E6fDp0oot7P734UIG0HvqYn2PRvqPLyrJcGLkrxElj+u/+Y17Wto6epJ+JNZU9jKGVp6YWHpGt6jExMCaqIwLt5jsmGyDe6wX90eJvoB+9VEwOBe6SEiBqzMcqqOrMdqJxvFGxY77ERas2yVESSxJnKgPtOYHkIk1X+L8Ye74AO7tLotoaARzf9JvM+dasepl+PqFgxJLl7lgs8Cs4l37q6YtJlLkQl25lYgqZkAGJ01UA86rGJABK5lMc1MqfQ86y7dUG29qVYIsnaHEgka84B95p32GID33yqXt2HdCQGysCNRPrVcXoj8ELbyT35bNuE9kMWwW8cuHUEMty64SCDIIGpkQDqBTOxwjh9kzdu3MW/NbY7q3Pm0yfUH3UuxGKe4xa4xZup/AbAeQrEFSz6qfbY9nF+Lxrebssa9oGUZMNbt4ZOltRmP7TEanzgGhO+ZmzOxZjuWJJ+Jpehoi21TOTk92ejjxwxqoKgtnArqH5MOzWUfnd4eOPskP/ACwcylyP0yAfQHqTVJ7J8KF1u9uA5VhkUjRzI8Z6qDsOZ12Anp1/iFyzgWeyua5kfIIzS03SIUasZGw3qjBjuR5P5LrfL4cP3/0WG9xrDIYfEWlM5Ya4oOYCSup3AIMeYpVxXjOJa6LeBtpcyQbrPEAN7OTxqTs06dKWJ2Gw7W1e6bxbM14hYH2l0KHEBZA8I9NdatuFw0AgqqggDLuYA++efp9as8q3PCts5B+Vp7ovWgbhuNke5lA8KCY0gcspkyaX/lbs2O6weHsc7YxHeGCxW5IQT+ifGY9OldM4n2euXMe15raXLD4b82jPlZAxOdgIg6EjrXF+2+Fu4a+LF5xcezatWwwn2QsqNegaKLq8kXiio8oPpYf1Hq4EdzFixYKWpVtBOx19oyDvE0qW5G3uFecSYlPSgLV41HiWxTne6XYeYfil1AXtuysBoVMacwevodK6Jhu2GGyLLmcomTaBOm5GfQ+6uY4fkeuhFF4a69izbZgrW2LqJAMMjagyNNCCPI+VFKKYMN9jpSdrcKfvj3sg/wDOt27V4Ubv9D9DXOP6YsneynwitH4lYP8AygPSh0IZpR0n/i3Cf3n/AEt+Ar3/AItwn97/AND/APrXM3xtjlbFDXManJFrNBulHVv+K8J/fD/C/wD61Jh+0WFuNlS8hY7Ays+mYCuN3cZ0C/ChcNiIuZmE76bbiPxn3V2gF0j6EwL/ANp5IaWNiwpchgADDHTTWAD0rzsxiu8sZuZsIdepH1pdxLFqt5SzKq/aEsxgCASJ1jUwJO00p7MZH0iLtNiAzrBBgHYg86hsnwjXlXnaW5N0fs/ia8RdB6V0hkCVTJGvMVZ8xzsRz/hVWsr4l9R9abDEZXlWAg5cocqYJJByDRlBSJOxI61yZkxyr7CiM/s/s/8AkfP8KCGIJGtTXbkA+Vufqa6XAEeRLhD4F9BWVph9FX0H0rKSGed5RNu7pHlS8PUjeJSskSI0MH3EbVSSHO7XEyLtshQ6poqMAwnmYI3LayNab4vCi4/e41wjEf2NkS3vklbZO5567VXbpNt2yEiCR7qyziSDrTZXWweLQ5ecYcVCM6LYs5AQFVQS7OxY6kndjIHuFH9hz9piB1wl/wCin8K94Vx04Vs4TPmAEFoAgg5tic0EgEREnepezOLz4rEPAUHD4mAFVIXKSBCACY50abePcPJBQz1H3RAtEWqHFSg1Az6ZcE81YuxPBRi8Sq3J7ldX/XgT3YPQ6T5ac9EfC8I164EXTmzforzPryA/1rp3ZLD5HsqikKLfTSSJJJ6kyffW415lZD1vUaIuMeRnxMBbrsICgZegHiEDptTngmMuMq27JT+yzZmBYJN26CYG50Gkjeqt+U1gMHdA1JWNOpI2FOvyM4XJw9GZQGaYlcpyhjAM6kSWPvq6Cptnzs3aSLxYQLuZaBLHn+A9BUoNQC22djqQQIE89ZgTpyqZfQ+//eiYCZq95RoWAPmQK+evyxWiOKXidmW0y+Y7sLp71b4V3vFXlB1W6SP0Q+vw0rg/5ZrobiBIYGLVtWWZKEFjlaNmhg0frCl5VUR2B3I58+tLLghqZ3Adjt1pfiEpWN7j8qtElrEZT5VY8BjcPdBw18ZUuQyXQJa3c1APmvVTvPIwaq9oSIonDYUt4CJP3Y39PxpklaEwlTPeL8OuYa4bV0axKkaq6nZ0PNT+BBggig+8q64FO+tDC4tHyiTaulSWtMfqp0lecciAaRY3s/ctObbWySNQVGZWU7MpA1U9fjBBFDGXZ8j3B8rgT95Wd5Rz8MI3Rv8ACajOAPQ/CiM0yA2esw97I4aASCDrqNDOo5iiWwZ6VG2BbcKfgTWpi5RkdU7AcbtXLbW84D5VRVO5AJIGognL9DQPEMGjvlMwwedTz0/GqL2bxDJiLQA3u2pka6OPeNzXQLz/AGo29k8vOkTjTGQlaKrZGZgGJDIrB/vHNbViYBImcumvOmWIxyW4DZzIkZVVtPOXEHyoW8f66pEEOyo0frDJPzpGLpMSSdOZolFMxzceCzYbiFsksM/ghmBUAxvp4zNZiCfzt8pEqqifVi30iq13h5EiehirPw63NzOde8t2G/8A1AH/AKlNZKKS2OU3J7liwFxiviAB8ulHYxiEuHpb8/0J9OdL7WlE44+G9+xHLklBIOIuVtKyos1ZSaDA+9qe3cpdnomy1UkhQeID7RvU0PRXEx9o3qfrQtOXAA0vx+bWjHiL3NfJVQfMt8qM7LtlGIfn3WQetx1U/wDTmr1RaW1he+BNspdYgSCTn+7HPRRrpRpu22Fy5ZXIlx1Ea6lFLvv7Ot1BA08OldJ1jZXii8meN/H+EQAVuKjJrexbZgzgHKilj6AST8jUsY6me3nzrFC+/YtvYp17pWKAMzPmJJ5EqBvGgFXHAY9VgCSwjQA9NtdAffVD7IYJLthHZASWYySROraLB3/1q24HAJOixsdHuyNOYnqKPZSPEk5TVvlnvErffkPfEgezb3E9TG9Wjs/dGTRYECNCCdSOmg8qQ3sCDElxttdbXrE6Tvzp1wbBQsZrkRr4gT7R5FfXX0p8cm5PKFIudy/BiN1BJ003qfDXBlP+lDGz4RBPsgcv5HpXtq3AbxEn0G3IADlqfjT3RMrK9xq4e8UC4y67h431riv5TCq4+6AQS2V2g5oZlGjRs0BfjXc+I4Eu6sGGkz9nOvqGEbcxXCO3fix+JmDD5doByqq7e6k9RNNIp6aLsrWehMQJo18OOQ+QqC9b9ami1ZVJOhchg0bhMVqBED0kxzoe9Z0ke+obZiqE7JGnFh1xcpIObT9b/Sn+B4ravWfzXFMyqJNq9u1tvOPaU6SvP1AqvNdLLzDD2QOYnWfn8aGi55/ChcbGrLXYID/rMPfXven9NvjQpz+fwrIfoa2jNYV37fpt8T/GvDfb9NqhQN0o7AWQT4kzD1ArHsapWe8EGbFWJM/a2/k4J+lWbFu8kz9zQ+/lFJ8JhguMshFj7xGZT7OcnWYGi8+lXD8xJUILBCjYB0ImP299PlS5vgKKKzbxADBjqVIaecgg0pxahbjr+i7D4MRVwxXAmcZe6caQIa3z2/5la3+zCszM1u9JJJIeyBJOsSTpJ+dbGcUZOEn2KbNWfgl05LLcsrKf3XePkwqZ+yifoYgfv2eXu8xROF4MbaBBbukZi3i7tjqAORGkD610pJrYGMJJjHvgT1oziWHIS5BnMD9NqTW8AykFbdxdeQWPhmijMZirxEZG/wAP/wDVA6YzcDZG/RPwNeUKb2I/uifOCPlNZWaEdrYvzUdhLZbb4nQUOAi/rH5f616uJJOu3wAFHQlIqvHrOS6wmdTry60AbZidKccZwrXHLLEeemwApfewmUgEyTAgb6/T301PYCnY1uWxcwIOzWGG/O3c8OnUhwD6MelZw+8TZVeSlgPeZJPnsPcKJwdrDshVpNzKck6W0CxNxyDJGpjrERqJzid3PkFi3lthQidSNTJ6sSWJPnQ5PRpZ6GGUYZXk7JV9v4FWOxgnKPeauvBeHF8OZbIjJ7WgiRuZERH1Fc6uoQxUgggka6V0/srdcYW2zAqwEZYjOB7MSQCxUL4tRp60MlpjsIeWWbI3Ibdn+HJh7K2sxIH6UQ8mdBG+8AHpM02wTF3WJAGoBmV5EE9d4+XWgMLbLQBoNCBrCmdYgCTqdN/dReJxXdkWbPtnczOQHf30rlh7KIRiMSouFZdo0OUzvELrv/rT3gt8BdRcAHJgNx0k6DUbeVVzC2/Eo5NOpBkkax6mOmg05k1acFnAHcqIkaiJGskHMdPd/szG1rpAZItQtloa+Au5941/3oe5id9f+n05RUrXSFE6DnnAX6fzpSzEYwTCHQneDqdtDtVcmkySMWTWrokeL5H/AHFcF/KJ4eJYoDbvJ95RSfmTXecE0aRPoJnzietcs/Lth7Fg2blu0VxN8ku0tBt21CwyzGaWTUD7u9LyQuI3HNQluc5a40UHdurzNDXsSx0JjyHxrQuN/fSY4fcZLP7D7s9gRiLhthgPCSZ5gESNeevyp3f/ACfpmzLcKrA8AZCc0awxMRMaRz3qr9n8Ubd5X1jnGhg7wfSuo3OGINc06QM5nxcydRK7beetdNaHszoPxFujnTdnr2HxqWwfCXBW5IgrIk+o2j5a10Z8IskogYCTyGkarsTOuwiguJ8Ea4i9wtoEkAl80qBMsCh32jQ77UXh+AgL4hnaJzFWMa/Py391KnLVyPhFRWxt/R+p+yGwB21MmDpq22stG22ta/0aP7nSeajbSfDAEcwTJ0NSXOFqQYtEaaaMcvkY3J661H/Q41yqRoCJD6Ho0HU+mnnQGmjcMWJNk7TIQMfpAJAMgLz9Kz+ikn+x1kDQDn1bU6bzpv5GNrnDl1jMukgFo16En6DpuajbhgPsu+2YeKST+iQRpy318q7b3O39je3wi33iv3PiCtBKkBeugOp231o8WNx3ZERrkHOYgbeXu8xK63grkiHOq5hMxHlDSd+Q6bTXrWLo5sSw0hiI+UD31zRyYZbt6z3baT90SYnmdBuK1YDQ920GNMvXUSTrz2/1oG2DB/tOkhmYT7miai/OF+89xd93MHpMaj3Vm5vPdDEnWMjSZ+6AB105nf4VrcImAp0iWy/QTpz/ANaHFokSLj8jpdJ+AzfjQ7BtZd1HUtdUeoJ1NdqSN0thsrzUgdBuSBOpn+flQt5liY325ADz61u+HKrnN5gsHWWPzmltzEqTpfPPcsvzIj5iiFtdje4igkMGnnEj5A1lDdzeOoZiPcfxNZXWvcyhC14DzPT+NDvf3JIgSDroOnv+dBX8UF0gE6eEeX6RH039K1wuEuXzJ0XrsB+yOZqnbkmNMRjGdstsEnrGvTwj7vrv6VIvDCoEmbjcp0UfeJ66TTZMMtoRbAzcyTqeskfSvUk5iwkKDrEyOYUtpQa9w1ErOIvnW3IygnYRmIJgsdz5Ttyq4cKtFUTQsrqCCAZOmo0HhERqTzqkGSZHmf8Aert2b4or2RZuAZlELpowXVfhGo5+80zLugMT8xWeOhmvsQhAO0KRMASY50fwLj+Jw9xGgvkBVVdWYAHkIgxtpMaCrnhbLOVLAkzqcui67wYEe8n15Nr9xMOkLq5kqpzaTu0EwvoNKDxOFQzwqt2QcM46fzZCLbJeYlQraka+3qATPKR/GieEWvvQzGRtpn1EsCPaUSeepE9KX2rYVj3gYsVLMddzAFseZnUDXlzNHW7ojLLA8gukAdfcANRprp0RJ26iUQVLVP8AX/vcataGoGh18TSIERuRv7M6EQOdM+CXVQBF8TCMxbdteQjlykbdarTWD7bAqJAJCtMaD7qlmGo0Hh8xVo4KiqpUAeEjKwOfTQkEZYGu0ydd6djilK2KyzbjSDr9xp8KwCYknST0nn759a3w1rrrrBjoOe2tb3sUCPaEsMwBE+mkg8ucD0ry00kkmBpv4jprpOg19apvclrbcOfEpZttcc5UthmY7QqqW57GBXzT2t4/fxuIa/dYnNOVSZFtJOVF8gPiZNdr/Kdxe3b4fdtgy98C2kmS2ZhnI3gBZ6bjrXAXt7jptRPcGqIkH8K8cwPWpXbQTTDtFwJ8OLTMZDqMwgg23iTbcHZoIPnrG1BaWx1N7i/DGDtXTuHcZv8A5pYbMw7xu78C2/DlbKIz/wBo5AmBsNTG9cuw241iuncC4t3mH7lj9oqoqgEqGVBKkanKQRqVWdjW1a4Cg6ZbmvMyd1cLd9ln7OZAOgYnZSYmCTz3iaXvhro0LsTr4WLpmMSAGOnuDT1kig/6YZVNxwQygIzqy2jrJVSLhNq4YBaM0ifZExTHhmMtYu3mDMQjAm2cigMplScg1WY2Mac6inimt2ti/Hkj2Arz6CM4fNlyMzak8tHIXbQmZrXEF/C6m5JfK1v7VSvPYRv4vFtoKMKtcuO15DrAyqHZRE6mB4jrvHp1r23gBmuBVbJc3zWjA11JJXMT00MSddqn3KLQHdxjDwobjPmAyktI11DZm0kdPxo/A3iHK3mDwBKqDcK7nWF0kR8CaHTCBNYcsDIbJcEgbCVTaeo91T4W5Nw6FGY5SwUqHgEKWVhBMEaiNQByrU2gZJNEV+/cW45RUNsKGACN3hMkHwqQY03I661vg8RnVWVV8gLhDCd/BdTSfWtuMYtLHdG8xAD+AW7Zksv3ZLGAddOYMUpxOJVi1xrIW3iCihCEZzlk94UYQNIOs6BTppNWOOpbr9ks5Vwwy+UVghZkMyFYByZnRQpJj3fCtlhgYZXLa6MCY/eE7TqKHGKAgQWC57gYsXC6FSoJAyySNMxG52FaEBBlRLao0AK4YeI+0bmZ4PPYHfeieJArIyS9gUkyuURy8BJ6TMTp0jWg2wPdkMhILbCBqJB1JynoSDWl3EPLDCo7ANGZbngbTXIHzLodKlRr2cK9pQCCS4JQqehjRidNvOgeNruFrvsCteuqWHtCNQDmB9xGv1qC5ilIKsuUGdBK776GQPjTLGWIBlt+upk9Dyn0pdfiBAAWD7MMJ3kQP4Vmk7UwazbtwI7weWv4aVlCXry5jHyJ/hWUW4Nr2K/wzhIMNc16L/Gm9nGBgFAENKwfIaiMpA586ysreeQONkFtZClMxO4UKNZ0PXkN/wB33UVi1Ah/CAvtFgxgbnKBzO0+Q3rKyl90M7MA4zwGywNxZQ7kjaNfERGsZeWuvlW3BezaC6Ct5nKAPGXLIOgP+k1lZTI3T3BaV8FvvMuGtAmWOyZtST+sY199LcOzEd658THQ7xuJjroQB5SeU+1lBFWvthSdS+lZLh7BYhUB10nMM0aSZOw11A+Bplh8JkLIAQ+jI5CkHpAJOxB1bmdNKysoXKtkMitXmfIwNiGzZYzEZisCQoMFp1bp/Jr3h+LiGCgjUB8qhmnmAICg6efpWVlFGT1ATXlDMTxpEbu1QZvvHXrGs+0a3tudCGIMQpIBAaRqFk8tvTesrKdGTsFwSWxy78pPFTfxOQnSwvd8/bOtxhJkawv7lU03wNzMeUV7WU8kfI57E8M7/FBny5bf2hmSJB8KwNTrqfJSOddN4jwS3jbd0XLmdngB8uUW2WSmRfIsZkkkEisrKiyyfiUW4YLwrOMY3CPYuvauRmRipjUSOY8qc8LxwUozA+EiY5rOo8jvr769rKsxvYikqZ0+/ew1tO+azKCCLt0l5zREe0w5chRqX7rWhctKly2QGi2cjBYkEd4onTlpWVledOb5+T0YRVfomcXYlLpdRq6nwMBPtKV0Ok6EVpbtG432V0sFjvUuFwwDAkMjqQPdHWsrKy3v8BUjZsC8q9tybeodWLZwQSAVYHKRIjVa1s94YdLrPZJZCWgXFdSVI9nKwkHkNt6ysoVJ/wCaNcUZi0bwZsl22+zFBoImWUkabDQk67UsvYWzbui09lbb3tVFpjFzzIKhZ/aGnWvKyijOS7+4MoRBbuCS5cIS+6usIyssaA5gk24Eem40oXiHCbiQxGYJmMKQQQwAIOZkHLoflWVlURyyqxUoKxXw/iyHNhDmKsxCMPaUTIV53jbcyOtNrgVAA9tFiAXVRHrAhl+dZWUWeCUtvawcc3pFhxyO6ojF1ImSIKEc5b2hIjr7qFNhwTDbH4gjQydvSayspMthq3bQIzvPtD/BPzkVlZWVupg6Uf/Z" />Legal analysis provided by Elie Mystal reveals history regarding Chief Justice John Robert's role in our declining democracy in his leading the high court to restrict voting rights. He advanced the work of his predecessor, Republican racist Justice William Rehnquist who also made it his life's work to restrict voting rights for Black Americans.</p><p>Mystal cites Robert's leading the court to reducing the role of the Federal Government in protecting voting rights often restricted by States through the 2013 Shelby V. Holder decision overturning the requirement of States with a history of voter discrimination to protect voting rights.</p><p>Robert's prior political and legal history had a pattern of racism in his chosen work on public policy, in the tradition of two other modern Republican icons, Pat Buchanan and Newton Gingrich., completing the circle of all of the three Federal Branches led by Republicans in their day in this dreadful discrimination. Republicans have a log history of promoting an apartheid, white nationalist America, post Lincoln and the short lived so called reconstruction era. This discriminatory behavior is also recognized in their Federalist and Heritage societies also dedicated to advancing white control of government. This is all about Corporate dominance of our economic and social systems. <br /></p><p>This core value of Republican political leadership is at the root of their support of so called States Rights and their longstanding work to diminish Federal authority over our States, excepting the Federal role in National Defense and low Federal taxation, particularly of the wealthy and corporations. </p><p>Mystal argues that the 15th amendment has not been enough voter protection; it requires detailed statutory law to be enforceable. Thus our need for the recently failed voter protection the Republicans, in total fascist fashion, shot down with the help of two DINO Dems. </p><p>As is the practice of Fascists across the globe historically, Republicans have focused their efforts on restricting rights, such as those for Women's choice as well as voting rights and as Mystal observes, maintaining white American and Corporate dominance in the social order and politics. Corporate dominance over government and public policy I would add. <br /></p><p>They have done this with favorable treatment in taxation for the wealthy to preserve their wealth, authoritarian policies from the Executive branch, discriminatory legislation favoring the white wealthy citizens at all levels of governance from the Legislative branch and favorable treatment of the Corporate and wealthy classes in areas of criminal and economic justice. </p><p>To not recognize these practices as fascism is to not read or understand both world and American history. I find the majority of my fellow white American's just do not chose to understand this reality of our life here through willful ignorance.</p><p>A significant influence on America's flirtation with fascism is Corporate America. In the 1930's major Corporate leaders were harsh critics of the Roosevelt initiatives to dig America out of a Corporate caused depression via casino capitalism, generating fear that these remedies to the collapse of the economy would lead to communism. This was repeated in the 1950's and now again in the early 2000's.</p><p>Some of these Corporations went on before and during WWII with trade with fascist Germany with slight of hand initiatives to conceal their betrayal of the American people. This included aiding and abetting U.S. money supporting manufacture of tools of war in Europe covered up with a shell game. </p><p>Further, Corporate America initiated complicity with support of central American authoritarian government leaders who collaborated with them in economic initiatives in their countries. America's shameful history with our own authoritarian take over of economies and ultimately governance of Hawaii and Puerto Rico for the sake of Corporate profit. </p><p>American citizens' apathy toward their own citizenship and responsibility to maintain democracy has enabled authoritarianism as the economy reigns supreme over self government. America has advanced itself through get rich quick schemes over increasing freedom and self governance schemes. </p><p>This in my view explains the current crisis to maintain our union. We are led by economic predators who have attached themselves to Republicans and Wall Street Democrats. </p><p>Our way out of this is reform of our Corporate regulatory policy and emphasis on domestic economic cooperation over competition evidenced by our emphasis on education to further economic advancement rather than enlightened citizenship and improvement of lives for all of us, not just the chosen few. This is how we have wound up with a hand full of billionaires calling our shots, not patriots advancing democracy over autocracy. Racism is fueled by our economic need to foster an underclass in service to white nationalists, the privileged class in America who advance a theory of our genetic superiority to motivate the white underclass to support the advancement of the predatory privileged few. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMQYngBtOsu0lOWP8Wy6i0Pw1DvlCFd56ylefGq4PdZQp8eGf5LyxqO4wFVN2arRiaACGSX9_0oeVqH09RnFhmosy0GegN_dCjleBrL8BQm1hVXDFG6xPCUaq-9eXfoCE1OH5pWfd3Dw/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="261" data-original-width="500" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMQYngBtOsu0lOWP8Wy6i0Pw1DvlCFd56ylefGq4PdZQp8eGf5LyxqO4wFVN2arRiaACGSX9_0oeVqH09RnFhmosy0GegN_dCjleBrL8BQm1hVXDFG6xPCUaq-9eXfoCE1OH5pWfd3Dw/" width="320" /></a></div><br />Note the appeal to Christians behind Bannon over his right shoulder. Christianity in service to fascism. Germany and Italy showed these predators how it's done.<br /><p></p><p><br /></p><p><br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-15983193100361900062021-12-09T13:47:00.000-08:002021-12-09T13:47:22.183-08:00American Fascism- Ideological Chaos<p> <img alt="" 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" />The Republican Party adoption of the Trumpian version of fascism mirrors the mental chaos of Trump and his enablers. This strain of fascism finds its roots in the ideological work of Republicans like Wm. F. Buckley Jr., Pat Buchanan and Newt Gingrich. As a former and recovering Catholic, I cannot help but be struck by the influence of hyper orthodox Catholicism with these three as well as the Republican party.</p><p>The ideological strains to which I refer in Republicanism include libertarianism, authoritarianism, Catholicism and evangelism. The coalition that is Republicanism has created a dysfunctional merging of these very dissimilar value systems that explains the chaotic nature of this party and its destruction of our attempt at advancing our form of democracy for the past 250 years.</p><p>Libertarianism finds its American roots in our esteem for rugged individualism as a part of our national character. It is highly incompatible with authoritarianism found both the Evangelical and Catholic traditions espoused by many Republicans. What they have in common with libertarian political thought is a certainty of their rectitude and the undermining of individualism by community responsibility espoused by liberalism.</p><p>Magical thinking is a characteristic of libertarianism in common with Evangelism and Catholicism and their embrace of fantastical ideas such as those found in theology such as miracles, divine intervention and salvation. I attribute the Republican/Trumpite embrace of conspiracy theories and rejection of critical thinking and the scientific method to this magical thinking to these influences. <br /></p><p>This dysfunctional coalition of conflicting ideas and values explains the chaos we experience today in American political life and the inability of people grounded in rationality and logic to find common ground with the American fascist right. Cynicism found in liberal suspicion of hero worship and myth further accounts for the challenge of unity with Trumpite Republicans. This explains the challenges for any kind of national reconciliation.</p><p>Traditional Republican favor states rights over federal governance has given way to a full blow fascist effort to destroy our federal system. They fail to embrace the positive contributions federal legislation has made to enhanced citizen rights often neglected or undermined by local governance.</p><p>This sabotage of the system envisioned by the founders, combined with American propensity toward myth driven religion largely abandoned in Europe has set the stage for much of our populace embracing authoritarian rule seeking faster, easier, less citizen engagement in government democracy requires. </p><p>The propensity toward faith rather than reason and critical thinking has led to hero worship and acceptance of wild, unverified distortion of truth and unverified, fantastical thinking. The presence now of social media relied upon by many for information has undermined validation, verification and fact based analysis by much of our population.</p><p>Some of this chaos can be diminished with regulation of communications outlets and the restoration of the equal time clause to both our conventional and social media outlets. Enhancement of our civil laws governing harm caused by distortion of truth and disinformation, holding communicators responsible for harmful speech and go a long way toward restraining society harming speech and communications. </p><p>The chaos is well understood by our foreign allies and rivals as well. They observe a country rife with Americans killing one another, including children and a shadow post Trump administration challenging the very basic elements of democracy operative within our country, including our very electoral process. This week, in the wake of international meetings, we are something of a laughing stock lecturing other countries on how to conduct a democracy in the wake of our own very visible chaos.</p><p> Defenders of democracy embrace critical thinking and the scientific method, not method to madness. We will not convince these autocrats in our midst with logic and rationality embodied in critical thinking and the scientific method. It appears our only recourse to preserve democracy is to use our legal system to shut down insurrection and punish leaders advocating it with the legal system which must be much more timely and real time, not letting the insurrectionists run out the clock or delay justice. The passive supporters of this insurrectionist movement at the grassroots, including within our own families must be called out for the betrayal and shunned. </p><p>Fascism wins when the people passively ignore it and fail to engage in the restoration and improvement of our governing system or challenge its betrayal. <br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-19209084460373494332021-09-02T14:32:00.000-07:002021-09-02T14:32:35.607-07:00America Needs To Stop Trying To Export Democracy And Import It<p><img alt="" 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" />The Trump era, and particularly January 6, 2021 urgently suggest that we have absolutely no business getting into other countries' business regarding governing with democracy. Our own malpractice of it strongly suggests we have little to teach and much to learn about it. </p><p>A significant portion of our own citizenry have a major deficit in their understanding of the workings of our democracy and neglect to hold our lawmakers accountable for protecting our rights as voters and the necessary focus primarily on our needs, wants and rights of us all. This has led to corporate domination of our lawmaking and neglect of us as citizens. It has also led to a crisis in the adoption of authoritarian ruling ideas by the Republican party whose abandonment of principled advocacy of policy ideas to contrast with the Democratic party in favor of manipulation of the system to retain power without majority public support of their ideas on governance. </p><p>I do not need to remind my readers of the myriad of Republican actions in recent decades and currently which have badly damaged our Constitutionally guaranteed rights to vote and have our economic and social needs and problems addressed. The Trumpian takeover of the Republican party has resulted in many actions historically attributed to authoritarian fascist regimes, past and present. </p><p>Our use of military force as a key instrument in our foreign policy designed to enhance our global economic domination has taught a significant minority of our citizenry that the exercise of force, physical power and intimidation is a preferred way to secure their domination over women, citizens of color, immigrants and those of lesser financial means rather than political bargaining and the refined art of political compromise with the competing party. </p><p>Thus the loss of the core method to function in a democracy. Republicans have adopted the practice of blockage of the competing party's programs, legislative proposals and election of those presenting themselves as candidates and officeholders rather than democratically competing for public favor with better ideas, legislation, candidates and officeholders. The latter development is largely a result of Republicans currying favor with corporations and obscenely wealthy citizens and not doing the hard work as public citizens striving for improvement of the common good.</p><p>Our historic federal emphasis on military might and foreign military intervention has led to neglect and decay in our commons and common good. Our clearly wasted investment of billions in our failed interventions in Vietnam, Iraq and Afghanistan, causing huge dislocations of people from foreign lands have contributed to world instability and resentment of immigrants and neglect of our immigration policies. It has led our citizenry to adopt similar practices of the tools of warfare such as firearms and the use of violence in our policing and settlement of disputes among our citizens, in my opinion. </p><p>Yet, we seem to not have learned the lessons of our failure in the use of intimidation, violence and armament might in addressing foreign problems and perceived threats. Our military in the early years of our country was intended to defend our people and land from foreign attack. Early on it was converted to a tool of empire building and our own colonization of foreign entities, the very reason we engaged in our own successful revolution. </p><p>America chose military intervention over skillful diplomacy in our foreign affairs post WWII and it has failed miserably. </p><p>Now Republicans and fascist Trumpites are choosing intimidation, domination and violence and threats of violence over skillful exercises of democracy and it is doomed to failure, the failure of idealism and our own democracy unless the majority rises up to defend our very important though often flawed pursuit of a more perfect democracy and union. </p><p><i>I want to thank personal and Facebook friend Donna Hackemack Bryant for my use of her American Flag graphic. </i><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-9258305326082947992021-08-22T09:57:00.000-07:002021-08-22T09:57:04.821-07:00What Is Happening To Democracy Part II<p> <img alt="" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxIPDxAQEBARFQ8PDw8PDw4SDxAPEA8PFRIWFhUSFRUYHSggGRomGxUVITEhJiktLi4uFx81OzMsNykuLisBCgoKDQ0OFQ8PFSsdFx0rLSstKy0tKy0rKy0tLSs3NysrLS0rLSstLSsrKystNystNysrLS03Nys3KysrKzctN//AABEIALcBEwMBIgACEQEDEQH/xAAcAAEAAgIDAQAAAAAAAAAAAAAAAQgFBwIEBgP/xABMEAACAQMBBQMFCQwHCQAAAAAAAQIDBBEFBhIhMUEHUWETcYGh0hQiMkJSkZSxwQgVIzNTVHJ0kpOywhY1Q1VioqMlREVkgqTD0dP/xAAWAQEBAQAAAAAAAAAAAAAAAAAAAQL/xAAXEQEBAQEAAAAAAAAAAAAAAAAAEQFh/9oADAMBAAIRAxEAPwDeCZJW3ZrtburfdjUlvwXDEuJs/Qu1i0rpKrmEn15oLGwwYyz1+1rJOnXg8+OH8zMjCaaymmu9PIRyAAAAAAAAAAAAAAAAAAEEgAAAAAAAAAAAAAAAAAAQAiQQAqjxzhVceTZwBUZO01ytT5Tfzs9FpnaJd0fg1ZfOzxQJFrcWm9tVxDCqKM113lx+dHrtH7arSphXFOdN/Ki9+Pzcyt5OQVbupt5p6t3cRuIzpxSclDDqJdXuPDeO5ZZiqHapZur5OpSuaUc/j6kKSopd7e/vJegq5CtJcm+PPxO7996uGt98YtZy0+KwRci5Nhe07inCrRmp06iUoTWcNPzn1q1owWZSSXe2kvWU+tdstRpR3YX1yo9zrTljzZfA+d7tRd3Ed2tc1Z/pTbKRZzWu0bTLOThUuoSmucKX4Zrz7vBM8JtD27U0nGxtpSl+VrvdivFQXF+lo0Q5sKRFiwnZl2pVL+59zXm4pVeFGUY7sd9LO56V6/ObaKU6bqE6FWnUpyxOnUhUi/8AFGWUW62N2jp6laQuKfPLhUj8ma5/Y/SE3jOAAqAAAAAAAAAAAEEgCCSCQAAAAAAQSQEQCQUUeBa3UOyvSa3O0UH306lSPqzgwF52FafP8XWuqfhvU5r1xCq4g3tddgEP7LUJeadBP1qRiLnsDu1+Lu7aX6SqwfqTIRqAGx7jsT1aL97C3mu+NdL+JI6dbsg1iP8Auif6NxQf8wI8ID01/sHqFqt66tatKnnHlHGNSO9xwsxfgzBXNm4ccppc2ozWOOOOUhcJsrrAlI+rtppKTi1CTwpv4Dfdvcij5E8/OfRWzfdjv6ec+Uo4eH0IUlFrmbN7D9sFZXvuatLFC8caeXyhWziEvTnHpNa76aSfTk+7w8xFLhJYfHo13hV3zA65tdaWNalRuKu7Kr8bnCkn8F1H8VPv6dcLieI03tVpR0WjXm1O/wAO38hnjOrBJOrLuhjDfi8GmdT1epcVZ1a03KpUk5Tk+rf1LwJSLcxmmk08prKa4prvORXrs47Sp6fu29zvVLLgo499UtfGC5yh3w6dO57+srynXpwrUZxnSqRUoVINSjKL6plR9wAAAAAAAACMgSCEyQAAAAAAQAAABUSACKAAAAAPhe2VOvDcrU4VIZzuTipRz34ZgbzYLTa0JwqWVJxnjPwk4tZw4NPMXxfLB6UAa4pdimlRnv4uGvyTrJw/hz6z0ujbD6fZ73krWnmosTnUTrSku73+cLwWEeiAHkdQ7NtJrtuVjTi5c3RlUt/VTaRXztI2Ir6PcKMmp2tXe9zV1GK3kucJpcprK8HzXVK2DMNtbs5Q1O0na3EcxliUJrG/SqL4NSD6NZfnTa5MCm4Mpr+i1LK4q2tZNVqFRwkse9kucZxfc1hrwaMduCkfa0rYeO87E5HWp0uTPtJkVzhPqe47P9va2l1McalpOWa1vnk/ylPPwZ+p9ejXgkz605YAuFo2rUbyhC4t6inSqLKkuDT6xkuakuqZ3yrew+2dbTK29Te9Sm15a3k8QqLvXyZro/rLH7N69Q1C3jcW88xfCUXwnTn1hNdGWpGVAAAAAAABwawckyWcEgjmAAoAAIBIAAAAAAAAAAAAAAAAAHW1C+p21KdatOMKVOLlOcnhJfa+mOp2TW/bNoV5dUIVLeTnb0E51bSMX5Ry4/hVj4eFw3ea4tZzwDTnaPtO9VvZV9xQpwiqVCG6lPyUW2nUa5ybbeOSzhdW/IOJkq8c8TpzRMa1CIBJURglMYJwQc4yPRbI7VV9NrqtQlweFUpPO5Vj8mS+p9DzaOcWBbLZDaqhqlBVaLxNYVWi2t+lLx713MzxUrZzXK1lXhWoVHCcX54yj1jJdU+4sbsVtpR1OmkmoXMV+EoN/wCaD6x+oUj1AAKgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADVXaZ2Yq437uwglcPM61qsRjXfNzp9I1PDlLwec6Jr0Wm00002mmmnFp4aafJp9C5ZrTtR7OFe715ZxUbxLNWlwjG6SXPwqJcn15Po1ItV2lEhHcubdwlKMouMotxlGScZRknhpp8n4HUaIJCCGQByRwOUVkD70uZs/sh2Vq3deF3JyhbW0878W4yr1V/ZxfyV8Z+jnnHnOzvY+eqXO776NtTw7isvirpTi/lv1Lj3J2XsLOnb0oUaMFClSioQhFYUYouLuuwCMjJWUghyXeN5d6+cCQRvLvJAAAAAAAAAAAAAAAAAAGMuNobOlJxqXlrCSbTjO5owkmuaacgMmDDraqw/vCz4f8AN0PaOE9r9OXPUbFee8t/aAzYMF/TTTP7zsPptv7RK2y01/8AErH6Zb+0BnAYaG1mnvlqFk/Nd0H/ADH0/pLY/n1p9Ko+0BlTjKOTF/0nsfz60+lUPaOrqu0lB0Kitr6w8u4/g3UuaTpqX+LdlkDzvaT2cQ1GMri2UYX0Vx+LC5SXCM+6XdL0PvVeL+0nRqTpVYShVpycZ05LEoyXRo9xX2U1KVSrX+/mnxqVqkqtRQ1apB70nl8ljHp5I8drzq0q0oXN1C6nhJXEK8rhxxwS35cXHw+bxmqxzOOT4uuQq3nA7ET0ex2zFbU7mNvQWOUq1Vr3lClnjOXj0S6v0teYhcLuZ7nY2/upRlSs7+2sqflN/frVJ0qlR43d6WMxfDo+XTvAsVoGgUbC3hb0I4hBcW/hTk+c5Pq2ZHyZpKppep1Jb72qs14QvWo93wU0jZ2z2tQjQhC6vbKdanGMHWpXUJKtuxSdSSljdk3ltcfOaRn3A4ukjqvXLX86t/39L/2fKW0Vmud7arz3NFfzBHZnbo+MqCXQ689prL8+s/pdD2jr1NprH8+s/pdD2i5o7m7g+9GeGvWYWe09gud/Z/S6HtHCO12nf3jY/TLf2i6PWJg8/abYafJqK1Cycm8Riryg233Jbx6BMwoAAAAAAAAAAAAA69/X8nSqVPydOc/2Yt/YUw1G7dWbk3ly4t97Zb7bSruaZqE1zhY3cl51QmymxUAAAAAAAAAAAAAAAAAAAAAAAAAABIIAEluezG8dfRtPqN5fuaNNtvLbpt0+L/6SopabsPnnQbNfJldR/wC5qP7SK94AAAAAAAAAAAAAwm29Jz0vUIRWZSsLyKXe3QmkindSGHgu7UgpRcZJOMk4yi1lNNYaa7is3bvYUbfVYwoUqdOHuOhLcpwjTjvb1SOcLhyjFehAa4ABUAAAAAAAAAAAAAAAAAAAAAAAAAABKLP9hD/2HR8K9zj94yvWxlOL1HT1NKUZX9mnCSUoyh5eCkmnzTWeZcG1tadGO5SpwhDelLchCMI70pOUpYXVttvxZFfYAACCQBAJAAAACCQBGCtX3Qf9cr9TofxVCyxWr7oVf7Yj42VD+OoBrIAFQAAAAAAAAAAAAAAAAAAAAAAAAAAGX2T/AKwsP122X+tAuWU22L/rTT/1+z5Jt/j4dFzLge6491T9zV9kiuwwdZ3se6r+4r+yfKWqQ+TX+iXT/kCO7kHQ++9P5Nx9Cu//AJnGOtU3yhc88cbG8X10yjIg6H31h8i4+iXPsADsxtIrrU9Naq/rkcvc0fH0zm/tPsQ3ji+RFfPyEF8VfWcI2sd9VN33yi4x4tJJ4zw5N8Fx6el55we9x+L08fE+oEYK3/dExxq9LxsKL/1ay+wsiV8+6StsX1nV+XaSp/sVZP8A8gGoAAVAAAAAAAAAAAAAAAAAAAAAAAAAAAZ/YCm5avpqXP3faS9Ea0ZP1JlwSp3ZHS39c09d1Wc/2KU5fYWvTAkEZAEg4tkKQEgAD6nWa8o2viReH/ifd5gCK7CznpjhjvJAAGnPukdLc7Wzulyt61SlPlyrRi0/np/5gANAAAqAAAAAAAAAAAAAAAAAAAAAAAAAAA2D2H04x1q2nU4b0LmNB4zvVfJPK8PeufEsxUgmmmk00001lNPmmgAOUWTkkFRBxXDhx9Lb+skARvoABX//2Q==" />This segment attempts to understand Trumpism and what drives those adopting this fascist authoritarianism. IMO religion plays at least a correlating role, if not an actual driver. </p><p>According to post election studies from NOAC and the University of Chicago, of Trump's support base, 80% of evangelicals supported Trump, 71% of LDS (Mormons),50% of Roman Catholics but only 26 % of those with no religious affiliation supported him. I believe this stark contrast in support among these groups is very telling. The religious groups listed all have pronounced authoritarian theology, with a strong belief system that:"God" drives events and demands a fidelity to the theological beliefs advocated by each organization.</p><p>In all cases, these sects have belief systems rooted in human created myths that IMO are fanciful and "magical." They require a fidelity to the belief system that threatens a dire after death result if not followed.Thus, a basis of fear drives the fidelity.</p><p>Myths require no rational, empirical evidence. Likewise,Trump's fabricated narratives have myth like qualities that are easily digested by gullible people looking for affirmation of their prejudices. And like television preachers and leaders of mega churches, Trump is a convincing story teller and con artist capable of persuading these gullible people to support him financially, though he presents as an already very wealthy person. Yet many are persuaded that they will benefit if they support him and his movement with their comparatively meager financial resources. </p><p>So, my analysis and that of other observers is that the mentality of people influenced by the Trump fascist, authoritarian message that he alone can solve their problems. And the more arduous processes of compromises and direct personal engagement required of citizens in a functioning democracy is less effective for them than an authoritarian leader who will make decisions for them.</p><p>Most of these supporters are typical Americans who vote infrequently, are engrossed in their own pursuits without much engagement with their communities outside of their immediate congregations with whom they share the same myth values. These are the people around us who only increase their empathy for others with differing ethnicity, values and lifestyles only when their lives and impacted by such things as relatives/offspring coming out as LGBT, or racial intermarriage in their family for example. Or the loss of a loved one to disease or war. </p><p>This influence of religious belief without rational evidence and the myths of American rugged individualism being preferred over communal cooperation and American Exceptionalism as well as a huge amount of mythology around our history are a toxic combination which is driving their abandonment of our great experiment with a democracy.<br /></p><p>Trump's political appeal is largely based on fear.....fear of immigrant takeover of our society, fear of minority domination over the shrinking white minority, Fear of the loss of power and influence and government services favoring white citizens and refavoring minority persons and immigrants. <br /></p><p><br /></p><p><br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.comtag:blogger.com,1999:blog-8048262039908258283.post-91225636769591777902021-07-19T13:31:00.001-07:002021-07-19T13:31:28.997-07:00what Is Happening To Democracy?<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJtJTITgtCDW0Oxv_1h_9ZAqYrifmR5coUJeRtgUL05hjWSJjXTb8pjV70LyvESC1BFsLkXf9q0aQE5VOwDqFydUKhQPSpV2o6Sz3Sfi-cRNA9FkLkjzTrSnSNWyJ_a2Cw2S1On8yvig/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="183" data-original-width="275" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJtJTITgtCDW0Oxv_1h_9ZAqYrifmR5coUJeRtgUL05hjWSJjXTb8pjV70LyvESC1BFsLkXf9q0aQE5VOwDqFydUKhQPSpV2o6Sz3Sfi-cRNA9FkLkjzTrSnSNWyJ_a2Cw2S1On8yvig/" width="320" /></a></div><br />I am hoping to start a series of blogs exploring data on the troubling trend across the globe, including in our own country, away from democracy and toward authoritarian governance. This is my first installment.<p></p><p>I've gone to a couple of sources for balance: The Economist Intelligence Unit, a subsidiary of the respected conservative publication, The Economist, and Pew Research, generally regarded as non-ideological. </p><p>The Economist's data studies 167 countries and creates a complex index ranking/rating the governments on a scale from "fully democratic" to "authoritarian". Their index says there are only 23 full democracies among the 167, 52 mostly democracies, 35 hybrids and 57 authoritarian governments. They make the general observation that the trend is away from democracy. They list the top 5 democracies as Norway, Iceland, Sweden, New Zealand and Canada as of 2020.</p><p>Pew research studied 34 country's democracies in 2019 in terms of citizen attitudes toward their government. 52% overall were dissatisfied; 59% of U.S. citizens were dissatisfied with their democracy. </p><p>The primary issue Pew research revealed was that citizens believed elected officials did not care about their needs. For example, 46% of U.S. citizens disagreed with the statement that "their country was run for the benefit for all". In contrast, 56% of Canadians agreed with that statement. Overall, the countries comprising Eastern Europe rated their satisfaction with that statement higher than citizens of Western Europe and the USA. <br /></p><p>Pew research found that gender equality and a fair judiciary were the most important issues for citizens in the 34 democracies. Freedom of the press also ranked high in citizen priorities, with the USA the highest rating on that quality at 80%. USA citizens also rated freedom of religion among the highest with democracies at 86%. I know this is a lot of data to digest, so I'll stop here and let readers digest and think about the meaning of this research as we stumble into a better understanding of our democracy in crisis and grope for solutions. </p><p>In perusing various opinion writers on the dynamics of the international nature of this trend, the consensus seems to be that authoritarians, especially government leaders in office observe the results of authoritarian policies elsewhere and are emboldened by their implementation. The research I've read on authoritarian personality profiling suggests this is a correct observation. <br /></p>stan merrimanhttp://www.blogger.com/profile/00032059185530427197noreply@blogger.com