tag:blogger.com,1999:blog-92631672024-03-18T12:22:57.322-04:00Stayin' AliveDiscussion of public health and health care policy, from a public health perspective. The U.S. spends more on medical services than any other country, but we get less for it. Major reasons include lack of universal access, unequal treatment, and underinvestment in public health and social welfare. We will critically examine the economics, politics and sociology of health and illness in the U.S. and the world.Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.comBlogger4899125tag:blogger.com,1999:blog-9263167.post-90252912910332551882024-03-17T09:14:00.002-04:002024-03-17T09:30:13.904-04:00Sunday Sermonette: Moar Anachronism<p></p><p>Psalms 79 and 80 are attributed to Asaph. As you will recall, Asaph was purportedly one of David's chief musicians, but the setting of these psalms is evidently the fall of Judah to Babylon, so that makes no sense. These must have been written during the exile, after Nebuchadnezzar sacked Jerusalem and kidnapped the elites. It's also possible, though less likely, that the setting is the sack of Jerusalem by the Egyptian Pharaoh Shishak in the 10th Century BCE, in the reign of Rehoboam, but Asaph, if he ever existed, would certainly have been long dead by then. In general, most of the psalms seem to be responses to events in either the communal history, or the biography of an individual writer, which are unspecified. </p><p> </p><p>"According to Lilies" in the introductory note to Psalm 80 probably refers to the name of the tune. <br /></p><h4 class="psalm-title"><span class="text Ps-79-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-79-1">A Psalm of Asaph.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-79-1"><span class="chapternum">79 </span>O God, the heathen have come into thy inheritance;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-1">they have defiled thy holy temple;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-1">they have laid Jerusalem in ruins.</span></span><br /><span class="text Ps-79-2" id="en-RSV-15187"><sup class="versenum">2 </sup>They have given the bodies of thy servants</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-2">to the birds of the air for food,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-2">the flesh of thy saints to the beasts of the earth.</span></span><br /><span class="text Ps-79-3" id="en-RSV-15188"><sup class="versenum">3 </sup>They have poured out their blood like water</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-3">round about Jerusalem,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-3">and there was none to bury them.</span></span><br /><span class="text Ps-79-4" id="en-RSV-15189"><sup class="versenum">4 </sup>We have become a taunt to our neighbors,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-4">mocked and derided by those round about us.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-79-5" id="en-RSV-15190"><sup class="versenum">5 </sup>How long, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>? Wilt thou be angry for ever?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-5">Will thy jealous wrath burn like fire?</span></span><br /><span class="text Ps-79-6" id="en-RSV-15191"><sup class="versenum">6 </sup>Pour out thy anger on the nations</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-6">that do not know thee,</span></span><br /><span class="text Ps-79-6">and on the kingdoms</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-6">that do not call on thy name!</span></span><br /><span class="text Ps-79-7" id="en-RSV-15192"><sup class="versenum">7 </sup>For they have devoured Jacob,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-7">and laid waste his habitation.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-79-8" id="en-RSV-15193"><sup class="versenum">8 </sup>Do not remember against us the iniquities of our forefathers;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-8">let thy compassion come speedily to meet us,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-8">for we are brought very low.</span></span><br /><span class="text Ps-79-9" id="en-RSV-15194"><sup class="versenum">9 </sup>Help us, O God of our salvation,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-9">for the glory of thy name;</span></span><br /><span class="text Ps-79-9">deliver us, and forgive our sins,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-9">for thy name’s sake!</span></span><br /><span class="text Ps-79-10" id="en-RSV-15195"><sup class="versenum">10 </sup>Why should the nations say,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-10">“Where is their God?”</span></span><br /><span class="text Ps-79-10">Let the avenging of the outpoured blood of thy servants</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-10">be known among the nations before our eyes!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-79-11" id="en-RSV-15196"><sup class="versenum">11 </sup>Let the groans of the prisoners come before thee;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-11">according to thy great power preserve those doomed to die!</span></span><br /><span class="text Ps-79-12" id="en-RSV-15197"><sup class="versenum">12 </sup>Return sevenfold into the bosom of our neighbors</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-12">the taunts with which they have taunted thee, O Lord!</span></span><br /><span class="text Ps-79-13" id="en-RSV-15198"><sup class="versenum">13 </sup>Then we thy people, the flock of thy pasture,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-13">will give thanks to thee for ever;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-79-13">from generation to generation we will recount thy praise.</span></span></p><p class="line"><span class="indent-1"><span class="text Ps-79-13"> </span></span></p><h4 class="psalm-title"><span class="text Ps-80-1">To the choirmaster: according to Lilies. A Testimony of Asaph. A Psalm.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-80-1"><span class="chapternum">80 </span>Give ear, O Shepherd of Israel,</span></span><br /><span class="text Ps-80-1">thou who leadest Joseph like a flock!</span><br /><span class="text Ps-80-1">Thou who art enthroned upon the cherubim, shine forth</span><br /><span class="indent-1"><span class="text Ps-80-2" id="en-RSV-15200"><sup class="versenum">2 </sup><span class="indent-1-breaks"> </span>before E′phraim and Benjamin and Manas′seh!</span></span><br /><span class="text Ps-80-2">Stir up thy might,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-2">and come to save us!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-3" id="en-RSV-15201"><sup class="versenum">3 </sup>Restore us, O God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-3">let thy face shine, that we may be saved!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-4" id="en-RSV-15202"><sup class="versenum">4 </sup>O <span class="small-caps" style="font-variant: small-caps;">Lord</span> God of hosts,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-4">how long wilt thou be angry with thy people’s prayers?</span></span><br /><span class="text Ps-80-5" id="en-RSV-15203"><sup class="versenum">5 </sup>Thou hast fed them with the bread of tears,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-5">and given them tears to drink in full measure.</span></span><br /><span class="text Ps-80-6" id="en-RSV-15204"><sup class="versenum">6 </sup>Thou dost make us the scorn<sup class="footnote" data-fn="#fen-RSV-15204a" data-link="[<a href="#fen-RSV-15204a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2080&version=RSV#fen-RSV-15204a" title="See footnote a">a</a>]</sup> of our neighbors;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-6">and our enemies laugh among themselves.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-7" id="en-RSV-15205"><sup class="versenum">7 </sup>Restore us, O God of hosts;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-7">let thy face shine, that we may be saved!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-8" id="en-RSV-15206"><sup class="versenum">8 </sup>Thou didst bring a vine out of Egypt;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-8">thou didst drive out the nations and plant it.</span></span><br /><span class="text Ps-80-9" id="en-RSV-15207"><sup class="versenum">9 </sup>Thou didst clear the ground for it;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-9">it took deep root and filled the land.</span></span><br /><span class="text Ps-80-10" id="en-RSV-15208"><sup class="versenum">10 </sup>The mountains were covered with its shade,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-10">the mighty cedars with its branches;</span></span><br /><span class="text Ps-80-11" id="en-RSV-15209"><sup class="versenum">11 </sup>it sent out its branches to the sea,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-11">and its shoots to the River.</span></span><br /><span class="text Ps-80-12" id="en-RSV-15210"><sup class="versenum">12 </sup>Why then hast thou broken down its walls,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-12">so that all who pass along the way pluck its fruit?</span></span><br /><span class="text Ps-80-13" id="en-RSV-15211"><sup class="versenum">13 </sup>The boar from the forest ravages it,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-13">and all that move in the field feed on it.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-14" id="en-RSV-15212"><sup class="versenum">14 </sup>Turn again, O God of hosts!</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-14">Look down from heaven, and see;</span></span><br /><span class="text Ps-80-14">have regard for this vine,</span><br /><span class="indent-1"><span class="text Ps-80-15" id="en-RSV-15213"><sup class="versenum">15 </sup><span class="indent-1-breaks"> </span>the stock which thy right hand planted.<sup class="footnote" data-fn="#fen-RSV-15213b" data-link="[<a href="#fen-RSV-15213b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2080&version=RSV#fen-RSV-15213b" title="See footnote b">b</a>]</sup></span></span><br /><span class="text Ps-80-16" id="en-RSV-15214"><sup class="versenum">16 </sup>They have burned it with fire, they have cut it down;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-16">may they perish at the rebuke of thy countenance!</span></span><br /><span class="text Ps-80-17" id="en-RSV-15215"><sup class="versenum">17 </sup>But let thy hand be upon the man of thy right hand,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-17">the son of man whom thou hast made strong for thyself!</span></span><br /><span class="text Ps-80-18" id="en-RSV-15216"><sup class="versenum">18 </sup>Then we will never turn back from thee;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-18">give us life, and we will call on thy name!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-80-19" id="en-RSV-15217"><sup class="versenum">19 </sup>Restore us, O <span class="small-caps" style="font-variant: small-caps;">Lord</span> God of hosts!</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-80-19">let thy face shine, that we may be saved!</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15204a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2080&version=RSV#en-RSV-15204" title="Go to Psalm 80:6">Psalm 80:6</a> <span class="footnote-text">Syr: Heb <i>strife</i></span></li><li id="fen-RSV-15213b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2080&version=RSV#en-RSV-15213" title="Go to Psalm 80:15">Psalm 80:15</a> <span class="footnote-text">Heb <i>planted and upon the son whom thou hast reared for thyself</i></span></li></ol></div></div></blockquote><div class="poetry top-05"><div class="footnotes"><ol><li id="fen-RSV-15213b"><span class="footnote-text"><i></i></span></li></ol></div><p class="line"><span class="indent-1"><span class="text Ps-79-13"> </span></span></p></div><p> </p><p><br /></p><p><br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-42193699756733791212024-03-16T12:15:00.002-04:002024-03-16T12:15:43.790-04:00Distributive justice<p><!--[if gte mso 9]><xml>
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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><br /><br />One last point about Economics 101 may be the most important, is likely to be overlooked or even denied in the U.S. today. Economists claim they can show that if all their assumptions are true – perfect information, willing sellers and willing buyers, perfect competition, no externalities – the hypothetical free market will create what is called a Pareto optimum. That is a situation in which no person can be made better off without making someone else worse off. This is the basis of the claim that the free market allocates resources “efficiently.” But there can be a Pareto optimum in which everybody has an equal or close to equal share; and one in which one person has 90% of the wealth and the remaining million people have 10%. The latter is actually much closer to the situation we’re in right now. <br /><br />But there is nothing in the theory of the market to support a claim that whatever distribution results is just, or fair, or desirable. If you don’t think it’s fair that one person has 90% of the wealth, there is no reason in the theory of the market why you shouldn’t tax 99% of that wealth away and share it with everybody else. Maybe you can think of arguments against doing this, but they aren’t to be found in introductory economics. The question is simply ignored. <br /><br />Liberalism, in the modern sense, can be thought of as favoring government policy to repair the defects of the market, and make it more like the theoretical ideal. Environmental and workplace safety regulations limit some externalities. Food labeling requirements and protections against fraud limit information asymmetry. Generous investment in public goods fills important gaps left by market forces. Provision of basic income support and social services reduces inequality. Regulations prevent the formation of monopolies or break them up when they occur. The irony is that conservative libertarians who oppose most liberal policies are actually rejecting attempts to make the world more like their theory claims it should be. </p><p> </p><p><i>Let me just add that the problems with the UK National Health Service are the result of decades of conservative governments starving it for resources. Once the Tories get smashed in the next election, the problems will be fixed. Meanwhile, the British are free to buy private insurance or pay out of pocket for private health care if they can afford it, so nobody is losing anything by having the NHS available. Try using logic.</i> <br /></p><p> </p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-60429482700920279922024-03-14T13:06:00.002-04:002024-03-14T13:06:50.780-04:00Goodness! <p>The essential, first-order or pure concept of "public goods" is whatever we benefit from that is "non-excludable" and "non-rivalrous." That means you can use it without paying for it, and if you use it, it's still there for others. An example, at least for the time being, is the oxygen in the air. Back in the good old paleolithic, there was a lot more of that. Basically, the land and the water and the plants and animals were there for the taking, and there was usually plenty so rivalry was uncommon. Of course, this only worked within your own tribe -- sometimes people of different tribes tried exclusion and rivalry, and even killed each other. But you get the idea.</p><p><br /></p><p>For better or for worse, nature for the most part doesn't work that way any more. Land is now a commodity - it is owned, bought and sold, and the law says you can exclude people from your property. The products of the land are owned as well. Most public goods nowadays are actually created by humans, and they may also be thought of as goods and services with very large positive externalities. A classic example is a lighthouse. It was worth it to the local port authorities to build it and maintain it -- perhaps a joint investment of merchants, and/or navigators, or the king who stood to gain from taxing them and dispatching his navies more safely -- but every sailor benefits, even if they're just passing by. A comparable example today is the Global Positioning System. </p><p> </p><p>The point is, the Free Market™ could not create a lighthouse, or the GPS, because there's no way to make people pay for it. Most examples are not quite so pure. The market would produce some amount of the good in question, but less than the optimal amount for society as a whole. That is because the good or service has large positive externalities -- benefits to society beyond their market value. A classic example here is education. Affluent people would send their children to private school, if there were no public education, as they have indeed done since Aristotle tutored Alexander. </p><p> </p><p>However, there are major benefits to society if every child is educated, because nowadays the economy needs a workforce that is literate and numerate, and a lot of people with more specialized skills, be it carpentry or nuclear physics. The road and highway network is another example. People would build some bridges and perhaps roads on which they could charge tolls, but the transportation network that the modern economy requires is far too extensive and interconnected for the market to produce. There is no nation on earth that doesn't have a government funded road network and educational system, and the richest countries have the best ones. But guess what? In order to provide these public goods, the government needs to make you pay taxes.</p><p><br />Medicine also has huge positive externalities. (Of course it has negative externalities as well, including carbon emissions and notably, a huge quantity of plastic waste.) A straightforward positive externality is infectious disease control. Preventing or curing infectious diseases prevents them from being transmitted to others. This is an immense benefit to society that goes far beyond the direct value to people who are vaccinated or treated. <br /><br />Another positive externality is that people with curable or ameliorable sickness or disability who might otherwise not be able to work can remain in or return to the labor force, and so improve the economic well-being of themselves and their families, and the productivity of the entire economy. They can also better take care of their children or other dependents, maintain their households, volunteer in the community, pay taxes, give to charity, and whatever other good things healthier people are better able to do. And obviously it is distressing to people when their friends and loved ones are sick, disabled or in pain. It may even require them to give up other productive work to care for someone else. <br /><br />Even if they aren’t directly affected personally, many people are disturbed by the thought that people who are in dire need may go without care that could cure or succor them. It would constitute a great public offense if people were dying at the doors of the hospital because they could not pay, as would the sight of seriously ill or injured people on the streets. Or rather, we do see such sights all the time, but homeless people’s illnesses and injuries are mostly psychological, and for some reason the public seems willing to tolerate that. We’ll get to this problem later.</p><p>For now, however, one argument in favor of universal health care (not the only one) is that it will more than pay for itself through these positive externalities. And you know what? That is actually true. <br /></p><p><br /></p><p><br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-68347010835874934842024-03-13T09:04:00.003-04:002024-03-13T09:04:30.617-04:00History Lesson<p>Psalm 78 is, I believe, the third longest psalm. It's also one of three so-called "long history" psalms. It basically recounts events from Exodus and Numbers, in chronologically confused order, and then skips ahead to touch on the establishment of the reign of David. The listing of the plagues of Egypt does not exactly correspond to the canonical version of Exodus we have today -- there are no caterpillars or frost in Exodus. This may just be a fanciful addition, or it may be that it draws on a lost version of the story. Once again, keep in mind that there were no printing presses and any document would have existed in various versions. Otherwise, what is most noteworthy about this is that it accuses the tribe of Ephraim of cowardice and then goes out of its way to point out that the kingship went to a descendant of Judah, which would seem to be the central intention of the piece. </p><p> <br /></p><p><i>BTW, just to finish the story, Aaliyah Edwards did not play in the Big East final game. Nevertheless, with just 7 players dressed, UCONN crushed Georgetown. It was no contest from the beginning. We'll see if they get a number 2 seed in the NCAA tournament, but it doesn't much matter. They'll have to beat a top team to get to the round of 8, and then we'll see what happens.</i><br /></p><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-78-1"><span class="chapternum"></span></span></span></p></div><blockquote><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-78-1"><span class="chapternum">78 </span>Give ear, O my people, to my teaching;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-1">incline your ears to the words of my mouth!</span></span><br /><span class="text Ps-78-2" id="en-RSV-15115"><sup class="versenum">2 </sup>I will open my mouth in a parable;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-2">I will utter dark sayings from of old,</span></span><br /><span class="text Ps-78-3" id="en-RSV-15116"><sup class="versenum">3 </sup>things that we have heard and known,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-3">that our fathers have told us.</span></span><br /><span class="text Ps-78-4" id="en-RSV-15117"><sup class="versenum">4 </sup>We will not hide them from their children,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-4">but tell to the coming generation</span></span><br /><span class="text Ps-78-4">the glorious deeds of the <span class="small-caps" style="font-variant: small-caps;">Lord</span>, and his might,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-4">and the wonders which he has wrought.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-5" id="en-RSV-15118"><sup class="versenum">5 </sup>He established a testimony in Jacob,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-5">and appointed a law in Israel,</span></span><br /><span class="text Ps-78-5">which he commanded our fathers</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-5">to teach to their children;</span></span><br /><span class="text Ps-78-6" id="en-RSV-15119"><sup class="versenum">6 </sup>that the next generation might know them,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-6">the children yet unborn,</span></span><br /><span class="text Ps-78-6">and arise and tell them to their children,</span><br /><span class="indent-1"><span class="text Ps-78-7" id="en-RSV-15120"><sup class="versenum">7 </sup><span class="indent-1-breaks"> </span>so that they should set their hope in God,</span></span><br /><span class="text Ps-78-7">and not forget the works of God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-7">but keep his commandments;</span></span><br /><span class="text Ps-78-8" id="en-RSV-15121"><sup class="versenum">8 </sup>and that they should not be like their fathers,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-8">a stubborn and rebellious generation,</span></span><br /><span class="text Ps-78-8">a generation whose heart was not steadfast,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-8">whose spirit was not faithful to God.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-9" id="en-RSV-15122"><sup class="versenum">9 </sup>The E′phraimites, armed with<sup class="footnote" data-fn="#fen-RSV-15122a" data-link="[<a href="#fen-RSV-15122a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalms+78&version=RSV#fen-RSV-15122a" title="See footnote a">a</a>]</sup> the bow,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-9">turned back on the day of battle.</span></span><br /><span class="text Ps-78-10" id="en-RSV-15123"><sup class="versenum">10 </sup>They did not keep God’s covenant,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-10">but refused to walk according to his law.</span></span><br /><span class="text Ps-78-11" id="en-RSV-15124"><sup class="versenum">11 </sup>They forgot what he had done,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-11">and the miracles that he had shown them.</span></span><br /><span class="text Ps-78-12" id="en-RSV-15125"><sup class="versenum">12 </sup>In the sight of their fathers he wrought marvels</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-12">in the land of Egypt, in the fields of Zo′an.</span></span><br /><span class="text Ps-78-13" id="en-RSV-15126"><sup class="versenum">13 </sup>He divided the sea and let them pass through it,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-13">and made the waters stand like a heap.</span></span><br /><span class="text Ps-78-14" id="en-RSV-15127"><sup class="versenum">14 </sup>In the daytime he led them with a cloud,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-14">and all the night with a fiery light.</span></span><br /><span class="text Ps-78-15" id="en-RSV-15128"><sup class="versenum">15 </sup>He cleft rocks in the wilderness,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-15">and gave them drink abundantly as from the deep.</span></span><br /><span class="text Ps-78-16" id="en-RSV-15129"><sup class="versenum">16 </sup>He made streams come out of the rock,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-16">and caused waters to flow down like rivers.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-17" id="en-RSV-15130"><sup class="versenum">17 </sup>Yet they sinned still more against him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-17">rebelling against the Most High in the desert.</span></span><br /><span class="text Ps-78-18" id="en-RSV-15131"><sup class="versenum">18 </sup>They tested God in their heart</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-18">by demanding the food they craved.</span></span><br /><span class="text Ps-78-19" id="en-RSV-15132"><sup class="versenum">19 </sup>They spoke against God, saying,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-19">“Can God spread a table in the wilderness?</span></span><br /><span class="text Ps-78-20" id="en-RSV-15133"><sup class="versenum">20 </sup>He smote the rock so that water gushed out</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-20">and streams overflowed.</span></span><br /><span class="text Ps-78-20">Can he also give bread,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-20">or provide meat for his people?”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-21" id="en-RSV-15134"><sup class="versenum">21 </sup>Therefore, when the <span class="small-caps" style="font-variant: small-caps;">Lord</span> heard, he was full of wrath;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-21">a fire was kindled against Jacob,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-21">his anger mounted against Israel;</span></span><br /><span class="text Ps-78-22" id="en-RSV-15135"><sup class="versenum">22 </sup>because they had no faith in God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-22">and did not trust his saving power.</span></span><br /><span class="text Ps-78-23" id="en-RSV-15136"><sup class="versenum">23 </sup>Yet he commanded the skies above,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-23">and opened the doors of heaven;</span></span><br /><span class="text Ps-78-24" id="en-RSV-15137"><sup class="versenum">24 </sup>and he rained down upon them manna to eat,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-24">and gave them the grain of heaven.</span></span><br /><span class="text Ps-78-25" id="en-RSV-15138"><sup class="versenum">25 </sup>Man ate of the bread of the angels;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-25">he sent them food in abundance.</span></span><br /><span class="text Ps-78-26" id="en-RSV-15139"><sup class="versenum">26 </sup>He caused the east wind to blow in the heavens,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-26">and by his power he led out the south wind;</span></span><br /><span class="text Ps-78-27" id="en-RSV-15140"><sup class="versenum">27 </sup>he rained flesh upon them like dust,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-27">winged birds like the sand of the seas;</span></span><br /><span class="text Ps-78-28" id="en-RSV-15141"><sup class="versenum">28 </sup>he let them fall in the midst of their camp,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-28">all around their habitations.</span></span><br /><span class="text Ps-78-29" id="en-RSV-15142"><sup class="versenum">29 </sup>And they ate and were well filled,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-29">for he gave them what they craved.</span></span><br /><span class="text Ps-78-30" id="en-RSV-15143"><sup class="versenum">30 </sup>But before they had sated their craving,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-30">while the food was still in their mouths,</span></span><br /><span class="text Ps-78-31" id="en-RSV-15144"><sup class="versenum">31 </sup>the anger of God rose against them</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-31">and he slew the strongest of them,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-31">and laid low the picked men of Israel.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-32" id="en-RSV-15145"><sup class="versenum">32 </sup>In spite of all this they still sinned;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-32">despite his wonders they did not believe.</span></span><br /><span class="text Ps-78-33" id="en-RSV-15146"><sup class="versenum">33 </sup>So he made their days vanish like a breath,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-33">and their years in terror.</span></span><br /><span class="text Ps-78-34" id="en-RSV-15147"><sup class="versenum">34 </sup>When he slew them, they sought for him;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-34">they repented and sought God earnestly.</span></span><br /><span class="text Ps-78-35" id="en-RSV-15148"><sup class="versenum">35 </sup>They remembered that God was their rock,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-35">the Most High God their redeemer.</span></span><br /><span class="text Ps-78-36" id="en-RSV-15149"><sup class="versenum">36 </sup>But they flattered him with their mouths;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-36">they lied to him with their tongues.</span></span><br /><span class="text Ps-78-37" id="en-RSV-15150"><sup class="versenum">37 </sup>Their heart was not steadfast toward him;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-37">they were not true to his covenant.</span></span><br /><span class="text Ps-78-38" id="en-RSV-15151"><sup class="versenum">38 </sup>Yet he, being compassionate,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-38">forgave their iniquity,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-38">and did not destroy them;</span></span><br /><span class="text Ps-78-38">he restrained his anger often,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-38">and did not stir up all his wrath.</span></span><br /><span class="text Ps-78-39" id="en-RSV-15152"><sup class="versenum">39 </sup>He remembered that they were but flesh,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-39">a wind that passes and comes not again.</span></span><br /><span class="text Ps-78-40" id="en-RSV-15153"><sup class="versenum">40 </sup>How often they rebelled against him in the wilderness</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-40">and grieved him in the desert!</span></span><br /><span class="text Ps-78-41" id="en-RSV-15154"><sup class="versenum">41 </sup>They tested him again and again,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-41">and provoked the Holy One of Israel.</span></span><br /><span class="text Ps-78-42" id="en-RSV-15155"><sup class="versenum">42 </sup>They did not keep in mind his power,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-42">or the day when he redeemed them from the foe;</span></span><br /><span class="text Ps-78-43" id="en-RSV-15156"><sup class="versenum">43 </sup>when he wrought his signs in Egypt,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-43">and his miracles in the fields of Zo′an.</span></span><br /><span class="text Ps-78-44" id="en-RSV-15157"><sup class="versenum">44 </sup>He turned their rivers to blood,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-44">so that they could not drink of their streams.</span></span><br /><span class="text Ps-78-45" id="en-RSV-15158"><sup class="versenum">45 </sup>He sent among them swarms of flies, which devoured them,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-45">and frogs, which destroyed them.</span></span><br /><span class="text Ps-78-46" id="en-RSV-15159"><sup class="versenum">46 </sup>He gave their crops to the caterpillar,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-46">and the fruit of their labor to the locust.</span></span><br /><span class="text Ps-78-47" id="en-RSV-15160"><sup class="versenum">47 </sup>He destroyed their vines with hail,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-47">and their sycamores with frost.</span></span><br /><span class="text Ps-78-48" id="en-RSV-15161"><sup class="versenum">48 </sup>He gave over their cattle to the hail,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-48">and their flocks to thunderbolts.</span></span><br /><span class="text Ps-78-49" id="en-RSV-15162"><sup class="versenum">49 </sup>He let loose on them his fierce anger,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-49">wrath, indignation, and distress,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-49">a company of destroying angels.</span></span><br /><span class="text Ps-78-50" id="en-RSV-15163"><sup class="versenum">50 </sup>He made a path for his anger;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-50">he did not spare them from death,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-50">but gave their lives over to the plague.</span></span><br /><span class="text Ps-78-51" id="en-RSV-15164"><sup class="versenum">51 </sup>He smote all the first-born in Egypt,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-51">the first issue of their strength in the tents of Ham.</span></span><br /><span class="text Ps-78-52" id="en-RSV-15165"><sup class="versenum">52 </sup>Then he led forth his people like sheep,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-52">and guided them in the wilderness like a flock.</span></span><br /><span class="text Ps-78-53" id="en-RSV-15166"><sup class="versenum">53 </sup>He led them in safety, so that they were not afraid;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-53">but the sea overwhelmed their enemies.</span></span><br /><span class="text Ps-78-54" id="en-RSV-15167"><sup class="versenum">54 </sup>And he brought them to his holy land,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-54">to the mountain which his right hand had won.</span></span><br /><span class="text Ps-78-55" id="en-RSV-15168"><sup class="versenum">55 </sup>He drove out nations before them;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-55">he apportioned them for a possession</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-55">and settled the tribes of Israel in their tents.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-56" id="en-RSV-15169"><sup class="versenum">56 </sup>Yet they tested and rebelled against the Most High God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-56">and did not observe his testimonies,</span></span><br /><span class="text Ps-78-57" id="en-RSV-15170"><sup class="versenum">57 </sup>but turned away and acted treacherously like their fathers;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-57">they twisted like a deceitful bow.</span></span><br /><span class="text Ps-78-58" id="en-RSV-15171"><sup class="versenum">58 </sup>For they provoked him to anger with their high places;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-58">they moved him to jealousy with their graven images.</span></span><br /><span class="text Ps-78-59" id="en-RSV-15172"><sup class="versenum">59 </sup>When God heard, he was full of wrath,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-59">and he utterly rejected Israel.</span></span><br /><span class="text Ps-78-60" id="en-RSV-15173"><sup class="versenum">60 </sup>He forsook his dwelling at Shiloh,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-60">the tent where he dwelt among men,</span></span><br /><span class="text Ps-78-61" id="en-RSV-15174"><sup class="versenum">61 </sup>and delivered his power to captivity,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-61">his glory to the hand of the foe.</span></span><br /><span class="text Ps-78-62" id="en-RSV-15175"><sup class="versenum">62 </sup>He gave his people over to the sword,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-62">and vented his wrath on his heritage.</span></span><br /><span class="text Ps-78-63" id="en-RSV-15176"><sup class="versenum">63 </sup>Fire devoured their young men,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-63">and their maidens had no marriage song.</span></span><br /><span class="text Ps-78-64" id="en-RSV-15177"><sup class="versenum">64 </sup>Their priests fell by the sword,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-64">and their widows made no lamentation.</span></span><br /><span class="text Ps-78-65" id="en-RSV-15178"><sup class="versenum">65 </sup>Then the Lord awoke as from sleep,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-65">like a strong man shouting because of wine.</span></span><br /><span class="text Ps-78-66" id="en-RSV-15179"><sup class="versenum">66 </sup>And he put his adversaries to rout;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-66">he put them to everlasting shame.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-78-67" id="en-RSV-15180"><sup class="versenum">67 </sup>He rejected the tent of Joseph,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-67">he did not choose the tribe of E′phraim;</span></span><br /><span class="text Ps-78-68" id="en-RSV-15181"><sup class="versenum">68 </sup>but he chose the tribe of Judah,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-68">Mount Zion, which he loves.</span></span><br /><span class="text Ps-78-69" id="en-RSV-15182"><sup class="versenum">69 </sup>He built his sanctuary like the high heavens,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-69">like the earth, which he has founded for ever.</span></span><br /><span class="text Ps-78-70" id="en-RSV-15183"><sup class="versenum">70 </sup>He chose David his servant,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-70">and took him from the sheepfolds;</span></span><br /><span class="text Ps-78-71" id="en-RSV-15184"><sup class="versenum">71 </sup>from tending the ewes that had young he brought him</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-71">to be the shepherd of Jacob his people,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-71">of Israel his inheritance.</span></span><br /><span class="text Ps-78-72" id="en-RSV-15185"><sup class="versenum">72 </sup>With upright heart he tended them,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-78-72">and guided them with skilful hand.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15122a"><a href="https://www.biblegateway.com/passage/?search=psalms+78&version=RSV#en-RSV-15122" title="Go to Psalm 78:9">Psalm 78:9</a> <span class="footnote-text">Heb <i>armed with shooting</i></span></li></ol></div></blockquote><div class="footnotes"><ol><li id="fen-RSV-15122a"><span class="footnote-text"><i></i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-4625405146310204602024-03-11T09:34:00.003-04:002024-03-11T09:34:53.359-04:00The worst assumption of all<p> <i>Before getting back to Econ 101, I won't keep you in suspense. Aaliyah Edwards didn't play yesterday, so Auriemma had only 7 players suited up, which meant that Ice Brady had to play 40 minutes. The most minutes she has played in any game previously is 14. Ashlyn Shade also played 40 minutes, while Bueckers and Muhl played the entire game until Geno pulled them in garbage time. No problem. Marquette scored zero points in the last 14 minutes of the game, which means the box score shows a bagel for the fourth quarter. UCONN won 58-29. Apparently there's precedent for zero points in a quarter in women's college basketball, but I seriously doubt it's ever happened in the Big East tournament.</i></p><p>The most ridiculous -- and perhaps consequential -- of all the non-existent can openers is the assumption of zero externalities. It is in fact difficult to imagine a transaction without externalities. Let's say you want to buy some tomatoes. You drive to the supermarket spewing CO2 and PM2.5 out of your tailpipe, contributing to congestion and delay for other drivers, and risking a crash. (Riding in a motor vehicle is probably the most dangerous thing you will ever do.) In order to grow the tomatoes you buy, a beautiful wilderness was destroyed to make farmland. Onto the farmland was spread pesticides that kill beneficial insects, and nitrogen that ran off into the river and caused a dead zone in the Gulf of Mexico. You put the tomatoes in a plastic bag that ends up in the landfill. I could go on.</p><p> </p><p>The reason the disciples of the Free Market™ have so stubbornly and vociferously denied the reality of anthropogenic climate change is that if proves their religion is false. That's it. There's no escape. As Karl Polanyi wrote back in 1947, when we didn't know about climate change but the truth was already obvious:</p><p> </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .6in; margin-right: .6in; margin-top: 0in;">[T]he idea of a
self-adjusting market implied a stark utopia. Such an institution could not
exist for any length of time without annihilating the human and natural
substance of society; it would have physically destroyed man and transformed
his surroundings into a wilderness. </p><p> </p><p>Yep. <br /></p><p> . <i><br /></i></p><p><i><br /></i></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com2tag:blogger.com,1999:blog-9263167.post-20903413109735992382024-03-10T12:47:00.001-04:002024-03-10T12:47:16.188-04:00The Dark Web?<p>Norton Utilities is a good product, but they relentlessly try to upsell you. The latest trick is to tell me that data brokers trying to sell my data, and I should pay them to expunge it. The data in question consists of my name, address and telephone number -- actually two numbers, both of which are more than twelve years old. Finally, it includes my purported relatives, which consist of my dead mother, a guy who lives across the street to whom I am unrelated, and three people I never heard of.</p><p> </p><p>When I was a youth, and actually until about 15 years ago, the Post Office used to deliver a book to every household in town, listing the address and phone number of everybody who didn't proactively ask to be left out. There was even one for Manhattan, which was useful as a booster seat for small children. In other words, this is ridiculous. I <b>want</b> people to be able to find my phone number, as long as they don't cold call me to sell me penis enhancement pills, which they can do anyway by random digit dialing. We certainly have many very good reasons to be worried about our privacy these days, but having our address and phone number listed somewhere is not among them. Just sayin'.<br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-74784825605437141832024-03-10T08:52:00.000-04:002024-03-10T08:52:01.907-04:00But I digress<p>The UCONN women's basketball team has been short-handed all season because five players are out with season-ending injuries. So they've lot some game to the top teams but they've still managed to be undefeated in Big East conference play. Yesterday they faced Providence College in the second round of the Big East tournament. PC's strategy was to beat the crap out of UCONN center Aaliyah Edwards, which the referees for some reason allowed them to do, causing Geno Auriemma nearly to have a stroke on sideline. The assistant coaches had to put him in a double arm bar to keep him off the court.</p><p>Providence managed to hang around doing this till the middle of the third quarter. UCONN led by a few points, but couldn't get any separation. Then Providence knocked Edwards out of the game by punching her in the face and breaking her nose. For this UCONN was rewarded with two free throws and the ball. Paige Bueckers, shaking with fury, missed both shots. </p><p><br /></p><p>All seemed lost, but it backfired on Providence. The UCONN players hulked out and obliterated Providence. Bueckers channeled her rage into relentlessly attacking the basket, resulting in two and ones. The UCONN defense suffocated Providence, whose offense disintegrated. The red shirt freshman backup center, Ice Brady, stepped in to contribute to the mayhem. Auriemma literally ran out of players. KK Anderson suffered a thigh contusion and he had to put all-star Nika Muhl back into the game to finish up in garbage time. Nevertheless, UCONN won going away, 86-53. </p><p><br /></p><p>Edwards played much of last season wearing a mask due to a previous facial injury. I presume she still has it in the back of a closet and if she can breathe, I expect her to play this afternoon. UCONN needs to win the tournament to have a shot at a number 2 seed in the NCAA. Their path to the Final Four is narrow but Geno has to feel good about the way they rose to the occasion yesterday, despite his cerebrovascular risk. It's impossible to stay hulked out permanently but if they can find it when they need it, they have a puncher's chance.</p><p><br /></p><p>And now for the lyrical stylings of Asaph. Jeduthun was (purportedly) another of David's choirmasters, so it appears Asaph wrote the lyrics for Jeduthun's music, like Hal David and Burt Bacharach. Nowadays we usually give more credit to Bacharach than David, Elton John than Bernie Taupin, George than Ira Gerswhin. But the music to the psalms is lost. <br /></p><p><br /></p><h4 class="psalm-title"><span class="text Ps-77-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-77-1">To the choirmaster: according to Jeduthun. A Psalm of Asaph.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-77-1"><span class="chapternum">77 </span>I cry aloud to God,</span></span><br /><span class="text Ps-77-1">aloud to God, that he may hear me.</span><br /><span class="text Ps-77-2" id="en-RSV-15095"><sup class="versenum">2 </sup>In the day of my trouble I seek the Lord;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-2">in the night my hand is stretched out without wearying;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-2">my soul refuses to be comforted.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-77-3" id="en-RSV-15096"><sup class="versenum">3 </sup>I think of God, and I moan;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-3">I meditate, and my spirit faints.<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-77-4" id="en-RSV-15097"><sup class="versenum">4 </sup>Thou dost hold my eyelids from closing;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-4">I am so troubled that I cannot speak.</span></span><br /><span class="text Ps-77-5" id="en-RSV-15098"><sup class="versenum">5 </sup>I consider the days of old,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-5">I remember the years long ago.</span></span><br /><span class="text Ps-77-6" id="en-RSV-15099"><sup class="versenum">6 </sup>I commune<sup class="footnote" data-fn="#fen-RSV-15099a" data-link="[<a href="#fen-RSV-15099a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalms+77&version=RSV#fen-RSV-15099a" title="See footnote a">a</a>]</sup> with my heart in the night;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-6">I meditate and search my spirit:<sup class="footnote" data-fn="#fen-RSV-15099b" data-link="[<a href="#fen-RSV-15099b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalms+77&version=RSV#fen-RSV-15099b" title="See footnote b">b</a>]</sup></span></span><br /><span class="text Ps-77-7" id="en-RSV-15100"><sup class="versenum">7 </sup>“Will the Lord spurn for ever,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-7">and never again be favorable?</span></span><br /><span class="text Ps-77-8" id="en-RSV-15101"><sup class="versenum">8 </sup>Has his steadfast love for ever ceased?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-8">Are his promises at an end for all time?</span></span><br /><span class="text Ps-77-9" id="en-RSV-15102"><sup class="versenum">9 </sup>Has God forgotten to be gracious?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-9">Has he in anger shut up his compassion?”<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-77-10" id="en-RSV-15103"><sup class="versenum">10 </sup>And I say, “It is my grief</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-10">that the right hand of the Most High has changed.”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-77-11" id="en-RSV-15104"><sup class="versenum">11 </sup>I will call to mind the deeds of the <span class="small-caps" style="font-variant: small-caps;">Lord</span>;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-11">yea, I will remember thy wonders of old.</span></span><br /><span class="text Ps-77-12" id="en-RSV-15105"><sup class="versenum">12 </sup>I will meditate on all thy work,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-12">and muse on thy mighty deeds.</span></span><br /><span class="text Ps-77-13" id="en-RSV-15106"><sup class="versenum">13 </sup>Thy way, O God, is holy.</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-13">What god is great like our God?</span></span><br /><span class="text Ps-77-14" id="en-RSV-15107"><sup class="versenum">14 </sup>Thou art the God who workest wonders,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-14">who hast manifested thy might among the peoples.</span></span><br /><span class="text Ps-77-15" id="en-RSV-15108"><sup class="versenum">15 </sup>Thou didst with thy arm redeem thy people,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-15">the sons of Jacob and Joseph.<i><span class="selah">Selah</span></i></span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-77-16" id="en-RSV-15109"><sup class="versenum">16 </sup>When the waters saw thee, O God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-16">when the waters saw thee, they were afraid,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-16">yea, the deep trembled.</span></span><br /><span class="text Ps-77-17" id="en-RSV-15110"><sup class="versenum">17 </sup>The clouds poured out water;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-17">the skies gave forth thunder;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-17">thy arrows flashed on every side.</span></span><br /><span class="text Ps-77-18" id="en-RSV-15111"><sup class="versenum">18 </sup>The crash of thy thunder was in the whirlwind;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-18">thy lightnings lighted up the world;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-18">the earth trembled and shook.</span></span><br /><span class="text Ps-77-19" id="en-RSV-15112"><sup class="versenum">19 </sup>Thy way was through the sea,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-19">thy path through the great waters;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-19">yet thy footprints were unseen.</span></span><br /><span class="text Ps-77-20" id="en-RSV-15113"><sup class="versenum">20 </sup>Thou didst lead thy people like a flock</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-77-20">by the hand of Moses and Aaron.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15099a"><a href="https://www.biblegateway.com/passage/?search=psalms+77&version=RSV#en-RSV-15099" title="Go to Psalm 77:6">Psalm 77:6</a> <span class="footnote-text">Gk Syr: Heb <i>my music</i></span></li><li id="fen-RSV-15099b"><a href="https://www.biblegateway.com/passage/?search=psalms+77&version=RSV#en-RSV-15099" title="Go to Psalm 77:6">Psalm 77:6</a> <span class="footnote-text">Syr Jerome: Heb <i>my spirit searches</i></span></li></ol></div></blockquote><div class="footnotes"><ol><li id="fen-RSV-15099b"><span class="footnote-text"><i></i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-3608479335375603962024-03-08T11:45:00.000-05:002024-03-08T11:45:01.206-05:00Monopoly Money<p>First, let me acknowledge Chuck's comment on the previous Economics 101 post. I'm going to get to public goods, it's extremely important, but I figured I'd push it down the list because it's easier to deal with the rest of the assumptions first. (To put it formally, the ones having to do with public goods are that all good are non-exclusive and non-rivalrous, and also that there are no positive externalities. I will explain anon.)</p><p><br /></p><p>Today, I'm going to deal with the Many sellers, Many buyers assumption. It's obviously impossible even for Milton Friedman to bamboozle people into thinking that this is somehow a natural property of any economy. Most of the people who think that Adam Smith's The Wealth of Nations is their Bible haven't actually read it, just as is the case with the actual Bible. Smith was well aware that capitalists will enter into what he called a "conspiracy against the public" at every opportunity -- that is, join forces to fix prices. Since he published in 1776, another strong tendency has been for corporations to buy up their rivals or drive them out of business, until one or two huge corporations can set their own prices. This happened with the railroad and petroleum industries in the late 19th Century, which eventually led to the antitrust act and Teddy Roosevelt famously breaking up monopolies.</p><p><br /></p><p>In other words, the only way to make the world resemble the Free Market™ even approximately is for there to be government regulations and laws that prohibit price fixing and break up monopolies. In other words, the market can't be "free," it has to be regulated. Unfortunately, lately the government has been shirking its duty and we have functional monopolies in everything from meat distribution (ever wonder why it's gotten so expensive?) to word processors. </p><p><br /></p><p>In medicine,<span style="font-size: small;"><span style="font-family: inherit;"> r<span style="color: black;">ecent
decades have seen one overarching trend: consolidation of the medical industry into fewer and larger entities. Here it is in a nutshell:</span></span></span></p><p><span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;"><br /></span></span></span></p><p>
</p><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: 18.0pt;"><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="font-family: inherit; font-size: small;"><u><span style="color: black;">Horizontal
consolidation</span></u><span style="color: black;">:
similar institutions merge into chains. Hospitals, primary care practices,
nursing homes, dialysis clinics, ambulatory surgery centers . . . </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><u><span style="color: black;">Vertical
consolidation</span></u><span style="color: black;">:
various kinds of facilities are brought into the same firm, </span><span style="color: black;">e.g.</span><span style="color: black;">
hospital chains buying physician practices or nursing homes, or private equity
firms buying up medical facilities.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">Large
health insurers and private equity firms have been buying physician practices
as an investment. Optum Health, a subsidiary of the giant conglomerate
UnitedHealth Group, now employs 8.4% of all practicing physicians in the U.S. –
90,000</span><span style="color: black;">.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">According
to an analysis in The Economist, 45% of medical spending in the U.S. goes to
just nine firms: insurers, drug distributors and pharmacy benefit managers.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">UnitedHealth
had revenues of $324 billion in 2022, second only to Walmart, and is now
America’s 12</span><span style="color: black; vertical-align: super;">th</span><span style="color: black;"> most valuable company. CVS health
has ¼ of all pharmacy sales. </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">Two
companies, DaVita and Fresenius, control 75% of the market for dialysis.</span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span style="color: black;"> </span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span style="color: black;">A few days ago, the DOJ announced an antitrust investigation into United, and its share price immediately fell by 15%. In other words, investors are well aware of where its profits come from. <br /></span></span></div>
Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com1tag:blogger.com,1999:blog-9263167.post-3231843364949619732024-03-06T08:20:00.004-05:002024-03-06T08:20:59.603-05:00Wednesday Bible Study: God is bad(ass)<p>Psalms 75 and 76 are classified as songs of praise, but what they are praising is not goodness or wisdom, but sheer power. And they use some weird metaphors. Psalm 75 appears to refer to a day of judgment, an idea which appears rather vaguely in the Tanakh but which is more central to Christianity. Note that the idea in Judaism of the coming of the Messiah and restoration of the kingdom is quite different. However, they have become conflated in the current political alliance between fundamentalist Jews and Evangelical Christians. One of the other would be really disappointed should it ever come to pass. (Again, "Do Not Destroy" is the [weird] name of a tune.)<br /></p><p>Note in Psalm 76 that Salem and Zion are just different names for Jerusalem. The psalm refers to some obscure event or events, which the writer doesn't bother to specify, but it seems to refer to a plague. At least that's my guess.<br /></p><h4 class="psalm-title"><span class="text Ps-75-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-75-1">To the choirmaster: according to Do Not Destroy. A Psalm of Asaph. A Song.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-75-1"><span class="chapternum">75 </span>We give thanks to thee, O God; we give thanks;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-1">we call on thy name and recount<sup class="footnote" data-fn="#fen-RSV-15072a" data-link="[<a href="#fen-RSV-15072a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#fen-RSV-15072a" title="See footnote a">a</a>]</sup> thy wondrous deeds.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-75-2" id="en-RSV-15073"><sup class="versenum">2 </sup>At the set time which I appoint</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-2">I will judge with equity.</span></span><br /><span class="text Ps-75-3" id="en-RSV-15074"><sup class="versenum">3 </sup>When the earth totters, and all its inhabitants,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-3">it is I who keep steady its pillars.<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-75-4" id="en-RSV-15075"><sup class="versenum">4 </sup>I say to the boastful, “Do not boast,”</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-4">and to the wicked, “Do not lift up your horn;</span></span><br /><span class="text Ps-75-5" id="en-RSV-15076"><sup class="versenum">5 </sup>do not lift up your horn on high,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-5">or speak with insolent neck.”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-75-6" id="en-RSV-15077"><sup class="versenum">6 </sup>For not from the east or from the west</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-6">and not from the wilderness comes lifting up;</span></span><br /><span class="text Ps-75-7" id="en-RSV-15078"><sup class="versenum">7 </sup>but it is God who executes judgment,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-7">putting down one and lifting up another.</span></span><br /><span class="text Ps-75-8" id="en-RSV-15079"><sup class="versenum">8 </sup>For in the hand of the <span class="small-caps" style="font-variant: small-caps;">Lord</span> there is a cup,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-8">with foaming wine, well mixed;</span></span><br /><span class="text Ps-75-8">and he will pour a draught from it,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-8">and all the wicked of the earth</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-8">shall drain it down to the dregs.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-75-9" id="en-RSV-15080"><sup class="versenum">9 </sup>But I will rejoice<sup class="footnote" data-fn="#fen-RSV-15080b" data-link="[<a href="#fen-RSV-15080b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#fen-RSV-15080b" title="See footnote b">b</a>]</sup> for ever,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-9">I will sing praises to the God of Jacob.</span></span><br /><span class="text Ps-75-10" id="en-RSV-15081"><sup class="versenum">10 </sup>All the horns of the wicked he<sup class="footnote" data-fn="#fen-RSV-15081c" data-link="[<a href="#fen-RSV-15081c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#fen-RSV-15081c" title="See footnote c">c</a>]</sup> will cut off,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-75-10">but the horns of the righteous shall be exalted.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15072a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#en-RSV-15072" title="Go to Psalm 75:1">Psalm 75:1</a> <span class="footnote-text">Syr Compare Gk: Heb <i>and near is thy name. They recount</i></span></li><li id="fen-RSV-15080b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#en-RSV-15080" title="Go to Psalm 75:9">Psalm 75:9</a> <span class="footnote-text">Gk: Heb <i>declare</i></span></li><li id="fen-RSV-15081c"><a href="https://www.biblegateway.com/passage/?search=Psalm%2075&version=RSV#en-RSV-15081" title="Go to Psalm 75:10">Psalm 75:10</a> <span class="footnote-text">Heb <i>I</i></span></li></ol><span class="footnote-text"><i> </i></span><h4 class="psalm-title"><span class="text Ps-76-1">To the choirmaster: with stringed instruments. A Psalm of Asaph. A Song.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-76-1"><span class="chapternum">76 </span>In Judah God is known,</span></span><br /><span class="text Ps-76-1">his name is great in Israel.</span><br /><span class="text Ps-76-2" id="en-RSV-15083"><sup class="versenum">2 </sup>His abode has been established in Salem,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-2">his dwelling place in Zion.</span></span><br /><span class="text Ps-76-3" id="en-RSV-15084"><sup class="versenum">3 </sup>There he broke the flashing arrows,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-3">the shield, the sword, and the weapons of war.<i><span class="selah">Selah</span></i></span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-76-4" id="en-RSV-15085"><sup class="versenum">4 </sup>Glorious art thou, more majestic</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-4">than the everlasting mountains.<sup class="footnote" data-fn="#fen-RSV-15085a" data-link="[<a href="#fen-RSV-15085a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2076&version=RSV#fen-RSV-15085a" title="See footnote a">a</a>]</sup></span></span><br /><span class="text Ps-76-5" id="en-RSV-15086"><sup class="versenum">5 </sup>The stouthearted were stripped of their spoil;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-5">they sank into sleep;</span></span><br /><span class="text Ps-76-5">all the men of war</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-5">were unable to use their hands.</span></span><br /><span class="text Ps-76-6" id="en-RSV-15087"><sup class="versenum">6 </sup>At thy rebuke, O God of Jacob,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-6">both rider and horse lay stunned.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-76-7" id="en-RSV-15088"><sup class="versenum">7 </sup>But thou, terrible art thou!</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-7">Who can stand before thee</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-7">when once thy anger is roused?</span></span><br /><span class="text Ps-76-8" id="en-RSV-15089"><sup class="versenum">8 </sup>From the heavens thou didst utter judgment;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-8">the earth feared and was still,</span></span><br /><span class="text Ps-76-9" id="en-RSV-15090"><sup class="versenum">9 </sup>when God arose to establish judgment</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-9">to save all the oppressed of the earth.<i><span class="selah">Selah</span></i></span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-76-10" id="en-RSV-15091"><sup class="versenum">10 </sup>Surely the wrath of men shall praise thee;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-10">the residue of wrath thou wilt gird upon thee.</span></span><br /><span class="text Ps-76-11" id="en-RSV-15092"><sup class="versenum">11 </sup>Make your vows to the <span class="small-caps" style="font-variant: small-caps;">Lord</span> your God, and perform them;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-11">let all around him bring gifts</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-11">to him who is to be feared,</span></span><br /><span class="text Ps-76-12" id="en-RSV-15093"><sup class="versenum">12 </sup>who cuts off the spirit of princes,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-76-12">who is terrible to the kings of the earth.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15085a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2076&version=RSV#en-RSV-15085" title="Go to Psalm 76:4">Psalm 76:4</a> <span class="footnote-text">Gk: Heb <i>the mountains of prey</i></span></li></ol></div></div></blockquote><div class="footnotes"><div class="footnotes"><ol><li id="fen-RSV-15085a"><span class="footnote-text"><i></i></span></li></ol></div><ol><li id="fen-RSV-15081c"><span class="footnote-text"><i> </i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-35979852536490907142024-03-05T10:29:00.002-05:002024-03-05T10:29:16.873-05:00What do you know?<p>The next assumption on our list, on which the theory of the (non-existent) Free Market™ depends, is the assumption of perfect information. Okay, it doesn't have to be absolutely perfect, but it has to at least be pretty good. In order for a transaction to really benefit both parties, they both have to know what they're getting and what they're giving for it. Once we're off the island of Bob and Alice, of course, what's normally happening is that one person is exchanging money for a good or service, so the transaction is asymmetrical pretty much by definition -- there's a seller and a buyer.</p><p><br /></p><p>Most people don't actually know what money is, in fact it might be fair to say that nobody does since the question is debated at even the highest levels of big-brained argumentation. However it's fair to say that people generally want more of it, don't think it can hurt them, and experience a knowable amount of pain when parting with it. The seller wants money and that's what they get; and the seller also normally has very good knowledge about what it is they are selling. The exceptions, such as people who don't know their yard sale geegaw is actually a valuable antique, are isolated incidents which are not representative of commerce.</p><p>However, buyers generally have much more difficulty knowing what they're getting. You pretty much have to trust the seller that their representations about the product are truthful, but if you weren't born yesterday you know that isn't always the case. That's why there are laws against fraud, but if you are in favor of them you've already conceded that the market isn't entirely "free," that it requires government intervention to make it work at even the most basic level. And once we get to that point, it follows <i>a fortiori</i> that exactly how the laws against fraud are written and enforced affects market participants differentially. If the standards are very narrow, or difficult and expensive to enforce, that gives sellers an advantage.</p><p><br /></p><p>In fact, advertising consistently tries to convince potential consumers that products are better, more effective, more beautiful, more desirable, than they really are. Advertisers try to make you think that they're product will make you cool, sexy, happy, admired, envied, healthy, wealthy and wise through tricks that can't strictly be called fraud. When people do sell defective or misrepresented products they generally get away with it. True, you probably won't buy from the same people again but they're only in it for the short term score.</p><p><br /></p><p>When it comes to medicine, the information asymmetry is pretty close to 100%. After all, what are you buying from your doctor? You are buying expertise. The reason you go to the doctor in the first place is because doctors know stuff that you don't. They tell you what you need. The instant you concede that, you concede that nothing like a Free Market™ for health care could possibly work. </p><p> </p><p>I mean, it does exist in a sense -- people who don't have M.D.s and don't claim to be providing licensed medical services can sell you snake oil, and unfortunately it's perfectly legal within certain limits. But you're getting ripped off, and if you go to them for your acute appendicitis, you won't be going back for a second visit or for that matter waking up the next morning.</p><p><br /></p><p>Next we'll deal with the willing buyers problem (which I carelessly listed twice) and I think you can already see where this is going. <br /></p><p> </p><p> <br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com1tag:blogger.com,1999:blog-9263167.post-17380575410496364352024-03-03T08:26:00.005-05:002024-03-03T08:26:52.989-05:00Sunday Sermonette: The dark book<p>As I explained last time, the Book of Psalms is a compilation and Psalm 72 is evidently the conclusion of one of the component books. The next ten are attributed to Asaph, who was one of king David's chief musicians, but that doesn't really make sense because they seem to refer to a time when the kingdom was in dire straits, quite unlike the triumphalist tone of the depiction of David's reign. Psalm 73, which is used in both Jewish and Christian liturgy and has been set to music, asserts continued faith even while the wicked prosper. The psalm predicts the downfall of the wicked, although as we know that doesn't necessarily happen.</p><p>Psalm 74 is quite explicit that it depicts a time of national humiliation, which is in fact how the RSV translators title it. Again, despite the ascription to Asaph, this doesn't really correspond to David's rule and it is much more plausible that this was written during the Babylonian exile. Apologists explain this by saying that it was written by one of Asaph's descendants, but I explain it by saying that most of this was created during the exile and the attributions, whether to David or Asaph, are made up.</p><p><br /></p><h4 class="psalm-title"><span class="text Ps-73-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-73-1">A Psalm of Asaph.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-73-1"><span class="chapternum">73 </span>Truly God is good to the upright,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-1">to those who are pure in heart.<sup class="footnote" data-fn="#fen-RSV-15021a" data-link="[<a href="#fen-RSV-15021a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15021a" title="See footnote a">a</a>]</sup></span></span><br /><span class="text Ps-73-2" id="en-RSV-15022"><sup class="versenum">2 </sup>But as for me, my feet had almost stumbled,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-2">my steps had well nigh slipped.</span></span><br /><span class="text Ps-73-3" id="en-RSV-15023"><sup class="versenum">3 </sup>For I was envious of the arrogant,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-3">when I saw the prosperity of the wicked.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-73-4" id="en-RSV-15024"><sup class="versenum">4 </sup>For they have no pangs;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-4">their bodies are sound and sleek.</span></span><br /><span class="text Ps-73-5" id="en-RSV-15025"><sup class="versenum">5 </sup>They are not in trouble as other men are;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-5">they are not stricken like other men.</span></span><br /><span class="text Ps-73-6" id="en-RSV-15026"><sup class="versenum">6 </sup>Therefore pride is their necklace;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-6">violence covers them as a garment.</span></span><br /><span class="text Ps-73-7" id="en-RSV-15027"><sup class="versenum">7 </sup>Their eyes swell out with fatness,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-7">their hearts overflow with follies.</span></span><br /><span class="text Ps-73-8" id="en-RSV-15028"><sup class="versenum">8 </sup>They scoff and speak with malice;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-8">loftily they threaten oppression.</span></span><br /><span class="text Ps-73-9" id="en-RSV-15029"><sup class="versenum">9 </sup>They set their mouths against the heavens,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-9">and their tongue struts through the earth.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-73-10" id="en-RSV-15030"><sup class="versenum">10 </sup>Therefore the people turn and praise them;<sup class="footnote" data-fn="#fen-RSV-15030b" data-link="[<a href="#fen-RSV-15030b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15030b" title="See footnote b">b</a>]</sup></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-10">and find no fault in them.<sup class="footnote" data-fn="#fen-RSV-15030c" data-link="[<a href="#fen-RSV-15030c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15030c" title="See footnote c">c</a>]</sup></span></span><br /><span class="text Ps-73-11" id="en-RSV-15031"><sup class="versenum">11 </sup>And they say, “How can God know?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-11">Is there knowledge in the Most High?”</span></span><br /><span class="text Ps-73-12" id="en-RSV-15032"><sup class="versenum">12 </sup>Behold, these are the wicked;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-12">always at ease, they increase in riches.</span></span><br /><span class="text Ps-73-13" id="en-RSV-15033"><sup class="versenum">13 </sup>All in vain have I kept my heart clean</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-13">and washed my hands in innocence.</span></span><br /><span class="text Ps-73-14" id="en-RSV-15034"><sup class="versenum">14 </sup>For all the day long I have been stricken,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-14">and chastened every morning.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-73-15" id="en-RSV-15035"><sup class="versenum">15 </sup>If I had said, “I will speak thus,”</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-15">I would have been untrue to the generation of thy children.</span></span><br /><span class="text Ps-73-16" id="en-RSV-15036"><sup class="versenum">16 </sup>But when I thought how to understand this,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-16">it seemed to me a wearisome task,</span></span><br /><span class="text Ps-73-17" id="en-RSV-15037"><sup class="versenum">17 </sup>until I went into the sanctuary of God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-17">then I perceived their end.</span></span><br /><span class="text Ps-73-18" id="en-RSV-15038"><sup class="versenum">18 </sup>Truly thou dost set them in slippery places;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-18">thou dost make them fall to ruin.</span></span><br /><span class="text Ps-73-19" id="en-RSV-15039"><sup class="versenum">19 </sup>How they are destroyed in a moment,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-19">swept away utterly by terrors!</span></span><br /><span class="text Ps-73-20" id="en-RSV-15040"><sup class="versenum">20 </sup>They are<sup class="footnote" data-fn="#fen-RSV-15040d" data-link="[<a href="#fen-RSV-15040d" title="See footnote d">d</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15040d" title="See footnote d">d</a>]</sup> like a dream when one awakes,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-20">on awaking you despise their phantoms.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-73-21" id="en-RSV-15041"><sup class="versenum">21 </sup>When my soul was embittered,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-21">when I was pricked in heart,</span></span><br /><span class="text Ps-73-22" id="en-RSV-15042"><sup class="versenum">22 </sup>I was stupid and ignorant,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-22">I was like a beast toward thee.</span></span><br /><span class="text Ps-73-23" id="en-RSV-15043"><sup class="versenum">23 </sup>Nevertheless I am continually with thee;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-23">thou dost hold my right hand.</span></span><br /><span class="text Ps-73-24" id="en-RSV-15044"><sup class="versenum">24 </sup>Thou dost guide me with thy counsel,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-24">and afterward thou wilt receive me to glory.<sup class="footnote" data-fn="#fen-RSV-15044e" data-link="[<a href="#fen-RSV-15044e" title="See footnote e">e</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15044e" title="See footnote e">e</a>]</sup></span></span><br /><span class="text Ps-73-25" id="en-RSV-15045"><sup class="versenum">25 </sup>Whom have I in heaven but thee?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-25">And there is nothing upon earth that I desire besides thee.</span></span><br /><span class="text Ps-73-26" id="en-RSV-15046"><sup class="versenum">26 </sup>My flesh and my heart may fail,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-26">but God is the strength<sup class="footnote" data-fn="#fen-RSV-15046f" data-link="[<a href="#fen-RSV-15046f" title="See footnote f">f</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#fen-RSV-15046f" title="See footnote f">f</a>]</sup> of my heart and my portion for ever.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-73-27" id="en-RSV-15047"><sup class="versenum">27 </sup>For lo, those who are far from thee shall perish;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-27">thou dost put an end to those who are false to thee.</span></span><br /><span class="text Ps-73-28" id="en-RSV-15048"><sup class="versenum">28 </sup>But for me it is good to be near God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-28">I have made the Lord <span class="small-caps" style="font-variant: small-caps;">God</span> my refuge,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-73-28">that I may tell of all thy works.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15021a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15021" title="Go to Psalm 73:1">Psalm 73:1</a> <span class="footnote-text">Or <i>Truly God is good to Israel, to those who are pure in heart</i></span></li><li id="fen-RSV-15030b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15030" title="Go to Psalm 73:10">Psalm 73:10</a> <span class="footnote-text">Cn: Heb <i>his people return hither</i></span></li><li id="fen-RSV-15030c"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15030" title="Go to Psalm 73:10">Psalm 73:10</a> <span class="footnote-text">Cn: Heb <i>abundant waters are drained by them</i></span></li><li id="fen-RSV-15040d"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15040" title="Go to Psalm 73:20">Psalm 73:20</a> <span class="footnote-text">Cn: Heb <i>Lord</i></span></li><li id="fen-RSV-15044e"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15044" title="Go to Psalm 73:24">Psalm 73:24</a> <span class="footnote-text">Or <i>honor</i></span></li><li id="fen-RSV-15046f"><a href="https://www.biblegateway.com/passage/?search=Psalm%2073&version=RSV#en-RSV-15046" title="Go to Psalm 73:26">Psalm 73:26</a> <span class="footnote-text">Heb <i>rock</i></span></li></ol><span class="footnote-text"><i> </i></span><h4 class="psalm-title"><span class="text Ps-74-1">A Maskil of Asaph.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-74-1"><span class="chapternum">74 </span>O God, why dost thou cast us off for ever?</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-1">Why does thy anger smoke against the sheep of thy pasture?</span></span><br /><span class="text Ps-74-2" id="en-RSV-15050"><sup class="versenum">2 </sup>Remember thy congregation, which thou hast gotten of old,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-2">which thou hast redeemed to be the tribe of thy heritage!</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-2">Remember Mount Zion, where thou hast dwelt.</span></span><br /><span class="text Ps-74-3" id="en-RSV-15051"><sup class="versenum">3 </sup>Direct thy steps to the perpetual ruins;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-3">the enemy has destroyed everything in the sanctuary!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-4" id="en-RSV-15052"><sup class="versenum">4 </sup>Thy foes have roared in the midst of thy holy place;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-4">they set up their own signs for signs.</span></span><br /><span class="text Ps-74-5" id="en-RSV-15053"><sup class="versenum">5 </sup>At the upper entrance they hacked</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-5">the wooden trellis with axes.<sup class="footnote" data-fn="#fen-RSV-15053a" data-link="[<a href="#fen-RSV-15053a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#fen-RSV-15053a" title="See footnote a">a</a>]</sup></span></span><br /><span class="text Ps-74-6" id="en-RSV-15054"><sup class="versenum">6 </sup>And then all its carved wood</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-6">they broke down with hatchets and hammers.</span></span><br /><span class="text Ps-74-7" id="en-RSV-15055"><sup class="versenum">7 </sup>They set thy sanctuary on fire;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-7">to the ground they desecrated the dwelling place of thy name.</span></span><br /><span class="text Ps-74-8" id="en-RSV-15056"><sup class="versenum">8 </sup>They said to themselves, “We will utterly subdue them”;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-8">they burned all the meeting places of God in the land.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-9" id="en-RSV-15057"><sup class="versenum">9 </sup>We do not see our signs;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-9">there is no longer any prophet,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-9">and there is none among us who knows how long.</span></span><br /><span class="text Ps-74-10" id="en-RSV-15058"><sup class="versenum">10 </sup>How long, O God, is the foe to scoff?</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-10">Is the enemy to revile thy name for ever?</span></span><br /><span class="text Ps-74-11" id="en-RSV-15059"><sup class="versenum">11 </sup>Why dost thou hold back thy hand,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-11">why dost thou keep thy right hand in<sup class="footnote" data-fn="#fen-RSV-15059b" data-link="[<a href="#fen-RSV-15059b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#fen-RSV-15059b" title="See footnote b">b</a>]</sup> thy bosom?</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-12" id="en-RSV-15060"><sup class="versenum">12 </sup>Yet God my King is from of old,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-12">working salvation in the midst of the earth.</span></span><br /><span class="text Ps-74-13" id="en-RSV-15061"><sup class="versenum">13 </sup>Thou didst divide the sea by thy might;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-13">thou didst break the heads of the dragons on the waters.</span></span><br /><span class="text Ps-74-14" id="en-RSV-15062"><sup class="versenum">14 </sup>Thou didst crush the heads of Leviathan,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-14">thou didst give him as food<sup class="footnote" data-fn="#fen-RSV-15062c" data-link="[<a href="#fen-RSV-15062c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#fen-RSV-15062c" title="See footnote c">c</a>]</sup> for the creatures of the wilderness.</span></span><br /><span class="text Ps-74-15" id="en-RSV-15063"><sup class="versenum">15 </sup>Thou didst cleave open springs and brooks;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-15">thou didst dry up ever-flowing streams.</span></span><br /><span class="text Ps-74-16" id="en-RSV-15064"><sup class="versenum">16 </sup>Thine is the day, thine also the night;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-16">thou hast established the luminaries and the sun.</span></span><br /><span class="text Ps-74-17" id="en-RSV-15065"><sup class="versenum">17 </sup>Thou hast fixed all the bounds of the earth;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-17">thou hast made summer and winter.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-18" id="en-RSV-15066"><sup class="versenum">18 </sup>Remember this, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, how the enemy scoffs,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-18">and an impious people reviles thy name.</span></span><br /><span class="text Ps-74-19" id="en-RSV-15067"><sup class="versenum">19 </sup>Do not deliver the soul of thy dove to the wild beasts;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-19">do not forget the life of thy poor for ever.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-20" id="en-RSV-15068"><sup class="versenum">20 </sup>Have regard for thy<sup class="footnote" data-fn="#fen-RSV-15068d" data-link="[<a href="#fen-RSV-15068d" title="See footnote d">d</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#fen-RSV-15068d" title="See footnote d">d</a>]</sup> covenant;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-20">for the dark places of the land are full of the habitations of violence.</span></span><br /><span class="text Ps-74-21" id="en-RSV-15069"><sup class="versenum">21 </sup>Let not the downtrodden be put to shame;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-21">let the poor and needy praise thy name.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-74-22" id="en-RSV-15070"><sup class="versenum">22 </sup>Arise, O God, plead thy cause;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-22">remember how the impious scoff at thee all the day!</span></span><br /><span class="text Ps-74-23" id="en-RSV-15071"><sup class="versenum">23 </sup>Do not forget the clamor of thy foes,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-74-23">the uproar of thy adversaries which goes up continually!</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15053a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#en-RSV-15053" title="Go to Psalm 74:5">Psalm 74:5</a> <span class="footnote-text">Cn Compare Gk Syr: Heb uncertain</span></li><li id="fen-RSV-15059b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#en-RSV-15059" title="Go to Psalm 74:11">Psalm 74:11</a> <span class="footnote-text">Cn: Heb <i>consume thy right hand from</i></span></li><li id="fen-RSV-15062c"><a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#en-RSV-15062" title="Go to Psalm 74:14">Psalm 74:14</a> <span class="footnote-text">Heb <i>food for the people</i></span></li><li id="fen-RSV-15068d"><a href="https://www.biblegateway.com/passage/?search=Psalm%2074&version=RSV#en-RSV-15068" title="Go to Psalm 74:20">Psalm 74:20</a> <span class="footnote-text">Gk Syr: Heb <i>the</i></span></li></ol></div></div></blockquote><div class="footnotes"><div class="footnotes"><ol><li id="fen-RSV-15068d"><span class="footnote-text"><i></i></span></li></ol></div><ol><li id="fen-RSV-15046f"><span class="footnote-text"><i> </i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-91071609856078820872024-03-02T09:33:00.002-05:002024-03-02T09:33:51.749-05:00Irrationality<p>One assumption that economic theorists have been weirdly fond of is the idea that as consumers, and investors, people are "rational actors." We'll put the investor aside for the time being and just consider ourselves as consumers -- people who buy stuff with money. (We also consume a lot that we don't pay for but that's for another day.)</p><p> </p><p>The idea of rationality in this context means, first of all, that our desires for goods and services that might be on sale are quantifiable in units called utiles, an idea which has always been kind of vague, but basically it means that I can say that three tomatoes right now will give me as much satisfaction as one carrot, and a dinner at Delmonicos is worth as much to me as 167 tomatoes, or something like that. Supposedly we go through life weighing up all of these possible utiles and allocating our spending so as to give ourselves the highest possible amount of utility.*</p><p> </p><p>It shouldn't take a lot of deep thought to see that this is essentially absurd. For one thing, our instinctual mathematics isn't good enough. We overly discount the future, we commit gambler's fallacies. Notably, we pay much more attention to the percentage of the price of an item than to the absolute price. People will go out of their way to save 10 cents on a gallon gas, i.e. less than two bucks on a fill up. But they pay little attention to a price difference of $2,000 between two new cars, or $10,000 or $20,000 on a house. Obviously, I could fill up a thousand times at the more expensive gas station if I bought the cheaper car, but I just don't think about it as hard.</p><p><br /></p><p>Also, we just don't know ourselves very well. We think we'll really enjoy some new trinket or toy, we get it home, and it just doesn't interest us after all and it goes into the closet. We are swayed by advertising, and fashion, and our peers. And basically, trying to figure out how to allocate our money to maximize our utility is just too much work. We can't be bothered. We buy on impulse, as merchants well know. Where products are placed on the shelf has a big effect on how well they sell. I could go on about this for a long time but you get the idea. This isn't actually the most important reason that Economics 101 is bullshit, but once you pull one string, the whole thing starts to unravel. As we shall see.<br /></p><p><br /></p><p>*The famous economist Mancur Olson used this theory to write a book, <span><span>The Logic of Collective Action: Public Goods and the Theory of Groups, in which he used calculus to prove that many of the most notable events in human history were impossible. These would include, for example, the French and Chinese revolutions, most wars, democratic elections . . . A lot of people like this book.</span></span></p><p><span><span><br /></span></span></p><p><span><span><br /></span></span></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-34558023183212922132024-02-28T08:17:00.001-05:002024-02-28T08:17:09.658-05:00Wednesday Bible Study: Divine Right<p>Psalm 72 is one of those elevating the king to a kind of demigod status and extolling his power and glory. As I have said many times, the basic structure of Judean society, as was the norm throughout the region, was an alliance between a priestly caste and warrior kings, so that's what this is all about. But yes, it's weird that it's called a Psalm of Solomon, and concludes with "The prayers of David, son of Jesse, are ended." It's doubly weird because many subsequent psalms are in fact ascribed to David. The likely explanation is that the Book of Psalms we have today is a compilation of several books, usually thought to be four. This was the last in one of the volumes so the scribe just copied it. Anyway, busy this morning, can't say more for now. <br /></p><p><br /></p><h4 class="psalm-title"><span class="text Ps-72-1">A Psalm of Solomon.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-72-1"><span class="chapternum">72 </span>Give the king thy justice, O God,</span></span><br /><span class="text Ps-72-1">and thy righteousness to the royal son!</span><br /><span class="text Ps-72-2" id="en-RSV-15002"><sup class="versenum">2 </sup>May he judge thy people with righteousness,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-2">and thy poor with justice!</span></span><br /><span class="text Ps-72-3" id="en-RSV-15003"><sup class="versenum">3 </sup>Let the mountains bear prosperity for the people,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-3">and the hills, in righteousness!</span></span><br /><span class="text Ps-72-4" id="en-RSV-15004"><sup class="versenum">4 </sup>May he defend the cause of the poor of the people,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-4">give deliverance to the needy,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-4">and crush the oppressor!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-5" id="en-RSV-15005"><sup class="versenum">5 </sup>May he live<sup class="footnote" data-fn="#fen-RSV-15005a" data-link="[<a href="#fen-RSV-15005a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalms+72&version=RSV#fen-RSV-15005a" title="See footnote a">a</a>]</sup> while the sun endures,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-5">and as long as the moon, throughout all generations!</span></span><br /><span class="text Ps-72-6" id="en-RSV-15006"><sup class="versenum">6 </sup>May he be like rain that falls on the mown grass,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-6">like showers that water the earth!</span></span><br /><span class="text Ps-72-7" id="en-RSV-15007"><sup class="versenum">7 </sup>In his days may righteousness flourish,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-7">and peace abound, till the moon be no more!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-8" id="en-RSV-15008"><sup class="versenum">8 </sup>May he have dominion from sea to sea,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-8">and from the River to the ends of the earth!</span></span><br /><span class="text Ps-72-9" id="en-RSV-15009"><sup class="versenum">9 </sup>May his foes<sup class="footnote" data-fn="#fen-RSV-15009b" data-link="[<a href="#fen-RSV-15009b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalms+72&version=RSV#fen-RSV-15009b" title="See footnote b">b</a>]</sup> bow down before him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-9">and his enemies lick the dust!</span></span><br /><span class="text Ps-72-10" id="en-RSV-15010"><sup class="versenum">10 </sup>May the kings of Tarshish and of the isles</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-10">render him tribute,</span></span><br /><span class="text Ps-72-10">may the kings of Sheba and Seba bring gifts!</span><br /><span class="text Ps-72-11" id="en-RSV-15011"><sup class="versenum">11 </sup>May all kings fall down before him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-11">all nations serve him!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-12" id="en-RSV-15012"><sup class="versenum">12 </sup>For he delivers the needy when he calls,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-12">the poor and him who has no helper.</span></span><br /><span class="text Ps-72-13" id="en-RSV-15013"><sup class="versenum">13 </sup>He has pity on the weak and the needy,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-13">and saves the lives of the needy.</span></span><br /><span class="text Ps-72-14" id="en-RSV-15014"><sup class="versenum">14 </sup>From oppression and violence he redeems their life;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-14">and precious is their blood in his sight.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-15" id="en-RSV-15015"><sup class="versenum">15 </sup>Long may he live,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-15">may gold of Sheba be given to him!</span></span><br /><span class="text Ps-72-15">May prayer be made for him continually,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-15">and blessings invoked for him all the day!</span></span><br /><span class="text Ps-72-16" id="en-RSV-15016"><sup class="versenum">16 </sup>May there be abundance of grain in the land;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-16">on the tops of the mountains may it wave;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-16">may its fruit be like Lebanon;</span></span><br /><span class="text Ps-72-16">and may men blossom forth from the cities</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-16">like the grass of the field!</span></span><br /><span class="text Ps-72-17" id="en-RSV-15017"><sup class="versenum">17 </sup>May his name endure for ever,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-17">his fame continue as long as the sun!</span></span><br /><span class="text Ps-72-17">May men bless themselves by him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-17">all nations call him blessed!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-18" id="en-RSV-15018"><sup class="versenum">18 </sup>Blessed be the <span class="small-caps" style="font-variant: small-caps;">Lord</span>, the God of Israel,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-18">who alone does wondrous things.</span></span><br /><span class="text Ps-72-19" id="en-RSV-15019"><sup class="versenum">19 </sup>Blessed be his glorious name for ever;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-72-19">may his glory fill the whole earth!</span></span><br /><span class="center"><span class="text Ps-72-19">Amen and Amen!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-72-20" id="en-RSV-15020"><sup class="versenum">20 </sup>The prayers of David, the son of Jesse, are ended.</span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-15005a"><a href="https://www.biblegateway.com/passage/?search=psalms+72&version=RSV#en-RSV-15005" title="Go to Psalm 72:5">Psalm 72:5</a> <span class="footnote-text">Gk: Heb <i>may they fear thee</i></span></li><li id="fen-RSV-15009b"><a href="https://www.biblegateway.com/passage/?search=psalms+72&version=RSV#en-RSV-15009" title="Go to Psalm 72:9">Psalm 72:9</a> <span class="footnote-text">Cn: Heb <i>those who dwell in the wilderness</i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-87938252551898970172024-02-27T11:30:00.004-05:002024-02-27T11:30:53.816-05:00Assume a Can Opener<p> Since I'm actually giving a lecture about this tomorrow I'll just share some of my slides.</p><p><br /></p><p>
</p><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: 20.0pt;"><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="font-size: small;"><span style="color: black; font-family: Arial;">Introductory economics textbook writers
are fond of </span><span style="color: black; font-family: Arial;">cartoon
worlds --<span> </span>only two people with goods to
exchange, or only two goods for sale. </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">They
imagine how these worlds would work and then argue that these imaginings can be
extrapolated to explain how the </span><span style="color: black; font-family: Arial;">real world</span><span style="color: black; font-family: Arial;">
works. </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">To
the more realistic world of many people, many products, and many buyers and
sellers they apply numerous other assumptions, without for the time being
examining whether any of them are ever likely to be true.</span></span></div>
<p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">A
caricature? Maybe, but </span><span style="color: black; font-family: Arial;">many
people, including many influential people, think is a description of reality.
It strongly influences journalism, our political d</span></span><span style="color: black; font-family: Arial;"><span style="font-size: small;">iscourse, our jurisprudence,
and our public policy.</span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="color: black; font-family: Arial;"><span style="font-size: small;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="color: black; font-family: Calibri;"><span style="font-size: small;">"FEW IDEAS have more profoundly </span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">poisoned
the minds of more people than the notion of a “free market” existing somewhere
in the universe, into which government “intrudes.” </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>-- Robert Reich, The Myth of the Free Market </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;">The Story . . . </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;">
</p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">Imagine
a world of two people, Bob</span></span><span style="color: black; font-family: Arial; font-size: 29.0pt; language: en-US; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"> </span><span style="font-size: small;"><span style="color: black; font-family: Arial;">and Alice. </span><span style="color: black; font-family: Arial;">Alice
has something that Bob wants more than she does, let’s call it X, and Bob has
something that Alice wants, call it Y, that is worth less to Bob than it is to
Alice. </span><span style="color: black; font-family: Arial;">So</span><span style="color: black; font-family: Arial;">
if they exchange X and Y, they’ll both end up feeling better off.</span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></p><p>
<span style="font-size: small;"><span style="color: black; font-family: Arial;">That’s called a transaction. It
follows that whenever a transaction happens, the world is a better place
because now both parties are happier. Obviously, if some busybody comes along
and stops Alice and Bob from doing all the trading they want to do, they won’t
be as happy as they could be.</span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: Arial;">The Conclusion . . . </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></p><p>
</p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">The
endeavor from here on is to inflate this into a claim about the real world of
many people, many corporations, and innumerable products. </span></span></p>
<p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">A
first order conclusion is that the way to the best possible world is to let
everybody do whatever trading they want, of anything, with anybody. </span></span></p>
<p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">The
posited “free market” economy, if left to its own devices, will turn out
maximum prosperity, efficiency and happiness for all. </span></span></p>
<p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">Government
just needs to leave it alone – an idea called laissez faire – French for “let
do” – a phrase popularized in the 19</span><span style="color: black; font-family: Arial; vertical-align: super;">th</span><span style="color: black; font-family: Arial;">
Century.</span></span></p>
<p><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: Arial;">This, however, depends on certain assumptions . . .</span></span></p><p>
</p><div style="direction: ltr; language: en-US; line-height: 120%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">“Rational</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">Actors”:</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">People</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">allocate</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">their</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">spending*
to</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">maximize
their “utility,” a mysterious psychological property such that $1=1 utile.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">Willing
sellers and willing buyers.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">P</span><span style="color: black; font-family: Arial;">erfect
information: Buyers and sellers know everything important about the product.</span></span></div>
<div class="O1" style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .75in; margin-top: 5.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">Corollary:
Consumer sovereignty – consumers generate demand.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">Many</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">sellers</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">and</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">many</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">buyers.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">Willing</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">sellers</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">and</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">willing</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">buyers.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">Declining
marginal utility.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">No
“externalities” – 100% of the costs and benefits of transactions are captured
by the parties.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="color: black; font-family: Arial;">All</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">goods</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">are</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">“excludable”
and “rivalrous,” </span><span style="color: black; font-family: Arial;">i.e.</span><span style="color: black; font-family: Arial;">
non-public</span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 6.0pt; margin-left: .25in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Arial;">Next, we'll take on these assumptions and see what's really true. <br /></span></span></div>
<p><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> </span></span></p><p style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0in; margin-top: 10.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: inherit; font-size: 40pt;"><br /></span><span style="font-size: small;"><span style="color: black; font-family: Arial;"></span></span></p>
Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-63534428821814342292024-02-26T08:56:00.003-05:002024-02-26T08:56:33.023-05:00Economics 101, Lesson One<p>
</p><p style="direction: ltr; language: en-US; line-height: normal; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; text-indent: 0in; unicode-bidi: embed; vertical-align: baseline; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">One
way you can create jobs is to lower people's taxes. If people have more money
to spend, it means somebody has got to produce more for them. And the producers
then need to hire people. It's Economics 101! <br /></span></span></p><p style="direction: ltr; language: en-US; line-height: normal; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; text-indent: 0in; unicode-bidi: embed; vertical-align: baseline; word-break: normal;"><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></span></p><p>
<span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">-- George W. Bush, Springfield, MO,
January 14, 2002*</span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Mr. Bush was very fond of saying "It's Economics 101!" It was a catch phrase for him, and other politicians often say it. But can you think of a critique of the above statement? Is there anything wrong about it?<br /></span></span></p><p style="text-align: center;"><b>(Jeopardy! music plays.)</b></p><p style="text-align: center;"><b> </b></p><p style="text-align: left;">Okay. When government acquires<b> </b>revenue from taxes, what happens to the money? Does it just disappear? Why no<b>. </b>The government <b>spends</b> the money. Where do you think the salaries of schoolteachers, police officers, highway workers, soldiers and sailors, and firefighters come from? For that matter, about half the income of doctors and nurses, medical assistants, hospital staff; most of the income of nursing home workers, and retirees. And almost all of the income of<b> </b>university-based biomedical and public health researchers, as well as physicists and astronomers and -- well, you get the idea. </p><p style="text-align: left;"> </p><p style="text-align: left;">Much of this, in addition to simply putting money into the pockets of people who are likely to spend it (and, yes, somebody has to produce for them and therefore hire workers) is investment that either makes production possible -- e.g. the road network, and educated work force, law and order -- or will fuel technological innovation and more productivity and wealth in the future. <br /></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Next, I'll discuss the theory of the Free Market™ and why it is unmitigated bullshit.<br /></span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></span></p><p><span style="font-size: small;"><span style="color: black; font-family: "Arial Unicode MS"; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> *George Bush II actually got a C- in Economics 101 at Yale <br /></span></span></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-22887249792916594832024-02-25T09:28:00.001-05:002024-02-25T09:28:03.896-05:00Sunday Sermonette: A digression to current events<p>The next two psalms are just the usual pleading for God to be good to me and to screw over my enemies, so I won't say anything else about them. But I will take this opportunity to comment on the Alabama Supreme Court ruling that an embryo is legally a child, with Chief Justice Tom Parker writing that "human life cannot be wrongfully destroyed without incurring the wrath of a holy
God, who views the destruction of His image as an affront to Himself." Presidential candidate Nikki Haley said she agrees, that she believes an embryo is a baby. </p><p><br /></p><p>It is something of a mystery why this very weird belief has become central to the ideology of many self-described Christians, and that it is held so passionately. There is no biblical basis for this idea whatsoever. That abortion, at any stage of pregnancy, is any sort of a sin, is not mentioned anywhere in the Bible, Old Testament or New. Jesus is never said to have mentioned it, not do the epistles. In the Torah, unwanted killing of a fetus is a property crime against the father. Numbers 5 prescribes a ceremony for the purpose of inducing abortion in the case of an unfaithful wife. God repeatedly commands the Israelites to massacre pregnant women and children. </p><p><br /></p><p>As for the point at which an entity gains the moral status of a human, they couldn't even have speculated on that because they were unaware of the existence of embryos or the nature of conception -- which actually did not become even dimly understood until the late 19th Century. The embryos used in IVF are microscopic, consisting of 60 undifferentiated cells. In nature, blastocysts that make it to that stage frequently fail to implant, the woman has a menstrual period, and never even knew that she was "pregnant," as the Bible thumpers would have it. Counting later miscarriages, about half of all embryos are naturally aborted. </p><p> </p><p>If these people really believe that all of them are "babies," then they believe that half of all babies die before they are born, and this must be the greatest public health crisis in all of history by an enormous margin. One hundred percent of the NIH budget must immediately be redirected to find ways of saving all those babies. Meanwhile, God is the most prolific abortionist in history by 12 orders of magnitude. It's all so utterly, transparently ridiculous that I can't believe we even have to engage with these lunatics. </p><p><br /></p><h4 class="psalm-title"><span class="text Ps-70-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-70-1">To the choirmaster. A Psalm of David, for the memorial offering.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-70-1"><span class="chapternum">70 </span>Be pleased, O God, to deliver me!</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-1">O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, make haste to help me!</span></span><br /><span class="text Ps-70-2" id="en-RSV-14973"><sup class="versenum">2 </sup>Let them be put to shame and confusion</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-2">who seek my life!</span></span><br /><span class="text Ps-70-2">Let them be turned back and brought to dishonor</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-2">who desire my hurt!</span></span><br /><span class="text Ps-70-3" id="en-RSV-14974"><sup class="versenum">3 </sup>Let them be appalled because of their shame</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-3">who say, “Aha, Aha!”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-70-4" id="en-RSV-14975"><sup class="versenum">4 </sup>May all who seek thee</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-4">rejoice and be glad in thee!</span></span><br /><span class="text Ps-70-4">May those who love thy salvation</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-4">say evermore, “God is great!”</span></span><br /><span class="text Ps-70-5" id="en-RSV-14976"><sup class="versenum">5 </sup>But I am poor and needy;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-5">hasten to me, O God!</span></span><br /><span class="text Ps-70-5">Thou art my help and my deliverer;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-70-5">O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, do not tarry!</span></span></p><p class="line"><span class="indent-1"><span class="text Ps-70-5"> </span></span></p><h3><span class="text Ps-71-1" id="en-RSV-14977">Prayer for Lifelong Protection and Help</span></h3><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-71-1"><span class="chapternum">71 </span>In thee, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, do I take refuge;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-1">let me never be put to shame!</span></span><br /><span class="text Ps-71-2" id="en-RSV-14978"><sup class="versenum">2 </sup>In thy righteousness deliver me and rescue me;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-2">incline thy ear to me, and save me!</span></span><br /><span class="text Ps-71-3" id="en-RSV-14979"><sup class="versenum">3 </sup>Be thou to me a rock of refuge,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-3">a strong fortress,<sup class="footnote" data-fn="#fen-RSV-14979a" data-link="[<a href="#fen-RSV-14979a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2071&version=RSV#fen-RSV-14979a" title="See footnote a">a</a>]</sup> to save me,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-3">for thou art my rock and my fortress.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-71-4" id="en-RSV-14980"><sup class="versenum">4 </sup>Rescue me, O my God, from the hand of the wicked,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-4">from the grasp of the unjust and cruel man.</span></span><br /><span class="text Ps-71-5" id="en-RSV-14981"><sup class="versenum">5 </sup>For thou, O Lord, art my hope,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-5">my trust, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, from my youth.</span></span><br /><span class="text Ps-71-6" id="en-RSV-14982"><sup class="versenum">6 </sup>Upon thee I have leaned from my birth;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-6">thou art he who took me from my mother’s womb.</span></span><br /><span class="text Ps-71-6">My praise is continually of thee.</span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-71-7" id="en-RSV-14983"><sup class="versenum">7 </sup>I have been as a portent to many;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-7">but thou art my strong refuge.</span></span><br /><span class="text Ps-71-8" id="en-RSV-14984"><sup class="versenum">8 </sup>My mouth is filled with thy praise,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-8">and with thy glory all the day.</span></span><br /><span class="text Ps-71-9" id="en-RSV-14985"><sup class="versenum">9 </sup>Do not cast me off in the time of old age;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-9">forsake me not when my strength is spent.</span></span><br /><span class="text Ps-71-10" id="en-RSV-14986"><sup class="versenum">10 </sup>For my enemies speak concerning me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-10">those who watch for my life consult together,</span></span><br /><span class="text Ps-71-11" id="en-RSV-14987"><sup class="versenum">11 </sup>and say, “God has forsaken him;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-11">pursue and seize him,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-11">for there is none to deliver him.”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-71-12" id="en-RSV-14988"><sup class="versenum">12 </sup>O God, be not far from me;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-12">O my God, make haste to help me!</span></span><br /><span class="text Ps-71-13" id="en-RSV-14989"><sup class="versenum">13 </sup>May my accusers be put to shame and consumed;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-13">with scorn and disgrace may they be covered</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-13">who seek my hurt.</span></span><br /><span class="text Ps-71-14" id="en-RSV-14990"><sup class="versenum">14 </sup>But I will hope continually,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-14">and will praise thee yet more and more.</span></span><br /><span class="text Ps-71-15" id="en-RSV-14991"><sup class="versenum">15 </sup>My mouth will tell of thy righteous acts,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-15">of thy deeds of salvation all the day,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-15">for their number is past my knowledge.</span></span><br /><span class="text Ps-71-16" id="en-RSV-14992"><sup class="versenum">16 </sup>With the mighty deeds of the Lord <span class="small-caps" style="font-variant: small-caps;">God</span> I will come,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-16">I will praise thy righteousness, thine alone.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-71-17" id="en-RSV-14993"><sup class="versenum">17 </sup>O God, from my youth thou hast taught me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-17">and I still proclaim thy wondrous deeds.</span></span><br /><span class="text Ps-71-18" id="en-RSV-14994"><sup class="versenum">18 </sup>So even to old age and gray hairs,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-18">O God, do not forsake me,</span></span><br /><span class="text Ps-71-18">till I proclaim thy might</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-18">to all the generations to come.<sup class="footnote" data-fn="#fen-RSV-14994b" data-link="[<a href="#fen-RSV-14994b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2071&version=RSV#fen-RSV-14994b" title="See footnote b">b</a>]</sup></span></span><br /><span class="text Ps-71-18">Thy power </span> <span class="text Ps-71-19" id="en-RSV-14995"><sup class="versenum mid-line">19 </sup>and thy righteousness, O God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-19">reach the high heavens.</span></span></p></div><div class="poetry top-05"><p class="line"><span class="text Ps-71-19">Thou who hast done great things,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-19">O God, who is like thee?</span></span><br /><span class="text Ps-71-20" id="en-RSV-14996"><sup class="versenum">20 </sup>Thou who hast made me see many sore troubles</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-20">wilt revive me again;</span></span><br /><span class="text Ps-71-20">from the depths of the earth</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-20">thou wilt bring me up again.</span></span><br /><span class="text Ps-71-21" id="en-RSV-14997"><sup class="versenum">21 </sup>Thou wilt increase my honor,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-21">and comfort me again.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-71-22" id="en-RSV-14998"><sup class="versenum">22 </sup>I will also praise thee with the harp</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-22">for thy faithfulness, O my God;</span></span><br /><span class="text Ps-71-22">I will sing praises to thee with the lyre,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-22">O Holy One of Israel.</span></span><br /><span class="text Ps-71-23" id="en-RSV-14999"><sup class="versenum">23 </sup>My lips will shout for joy,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-23">when I sing praises to thee;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-23">my soul also, which thou hast rescued.</span></span><br /><span class="text Ps-71-24" id="en-RSV-15000"><sup class="versenum">24 </sup>And my tongue will talk of thy righteous help</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-24">all the day long,</span></span><br /><span class="text Ps-71-24">for they have been put to shame and disgraced</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-71-24">who sought to do me hurt.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14979a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2071&version=RSV#en-RSV-14979" title="Go to Psalm 71:3">Psalm 71:3</a> <span class="footnote-text">Gk Compare 31.3: Heb <i>to come continually thou hast commanded</i></span></li><li id="fen-RSV-14994b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2071&version=RSV#en-RSV-14994" title="Go to Psalm 71:18">Psalm 71:18</a> <span class="footnote-text">Gk Compare Syr: Heb <i>to a generation, to all that come</i></span></li></ol></div></div></blockquote><div class="poetry top-05"><div class="footnotes"><ol><li id="fen-RSV-14994b"><span class="footnote-text"><i></i></span></li></ol></div><p class="line"><span class="indent-1"><span class="text Ps-70-5"> </span></span></p></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-46111102274852545552024-02-24T09:25:00.004-05:002024-02-24T09:27:26.078-05:00Root causes<p>My mission, should I choose to accept it, is to explain why we're spending all this money on medicine and getting sick and dying more and sooner than the countries that spend half as much. First, we need to take a step back and consider the actual determinants of health. The Kaiser Family Foundation has offered a convenient picture:</p><p><br /></p><p><img alt="" height="252" src="data:image/png;base64,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" width="448" /> </p><p> </p><p>You'll notice that the so-called "Health Care System" appears in two of the six columns, but on the leftmost, it's actually negative -- medical bills and debt harm people's health. Only in the rightmost column does it have positive value, and even then it's unevenly distributed. So what it really comes down to is actually two questions: </p><p> </p><ul style="text-align: left;"><li>Why do we spend so much on medicine?</li><li>Why don't we spend enough on the other, more important determinants of health? </li></ul><p>And note that as regards the latter question, the other wealthy countries do indeed spend more than we do, and that's probably a pretty good explanation of why they're healthier. So I am going to offer an explanation, which has two parts, both pertaining to our political culture. One I'm going to call Economics 101, the other the Rule of Rescue. I'll take on Economics 101 next.<br /></p><p><br /></p><p> </p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-79024181749406508002024-02-22T10:48:00.002-05:002024-02-26T11:23:46.188-05:00Hoovering up the cash<p> I think I might have shown this before. It's spending on "healthcare," i.e. medical services and goods in the U.S., as a percent of GDP. It leveled off for a while after passage of the ACA, but it's going back up:</p><p><br /></p><p><img alt="" height="323" src="data:image/png;base64,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" width="535" /> </p><p>All that moolah isn't buying us better health though. We're spending twice as much as comparable countries and getting the least for it:</p><p><br /></p><p><img alt="" height="197" src="data:image/png;base64,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width="465" /></p><p> </p><p>Naturally, all that cash is going mostly to one place: capitalists. <span style="font-size: small;"><span style="color: black; font-family: inherit;">R</span><span style="color: black; font-family: inherit;">ecent
decades have seen one overarching trend: consolidation of the medical industry into fewer and larger entities. <br /></span></span></p><p>
</p><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: 20pt;"><span style="font-family: Arial; mso-special-format: bullet;">•</span></span><span style="font-family: inherit; font-size: small;"><span style="color: black;">Horizontal
consolidation: similar institutions merge into chains. Hospitals, primary care
practices, nursing homes, dialysis clinics, ambulatory surgery centers . . . </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">Vertical
consolidation: various kinds of facilities are brought into the same firm, </span><span style="color: black;">e.g.</span><span style="color: black;">
hospital chains buying physician practices or nursing homes, or private equity
firms buying up medical facilities.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">Large
health insurers and private equity firms have also been buying physician
practices as an investment. Optum Health, a subsidiary of the giant
conglomerate UnitedHealth Group, now employs 8.4% of all practicing physicians
in the U.S. – 90,000</span><span style="color: black;">.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">According
to an analysis in The Economist, 45% of medical spending in the U.S. goes to
just nine firms: insurers, drug distributors and pharmacy benefit managers.</span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">UnitedHealth
had revenues of $324 billion in 2022, second only to Walmart, and is now
America’s 12</span><span style="color: black; vertical-align: super;">th</span><span style="color: black;"> most valuable company. CVS health
has ¼ of all pharmacy sales. </span></span></div>
<div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span>•</span><span style="color: black;">Two
companies – DaVita and Fresenius – control 74% of the market for dialysis.</span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: small;"><span style="color: black;"> </span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-size: small;"><span style="font-family: inherit;">Then there's private equity. Unlike the enormous publicly traded companies listed above, private equity firms <span><span style="color: black;">operate largely in secret. </span></span>They have no pretense to
any mission other than making profit for their owners. They commonly seek
short-term profit for their investors by strategically purchasing practices
where they can gain market share and pricing power, cutting costs including
reducing the physician workforce and requiring remaining staff to provide a
higher volume of services, using their market power to raise prices, and
favoring higher margin procedures. They typically take on debt, using the acquired
property as collateral, putting it at risk for bankruptcy without any risk to
the buyers. </span></span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: inherit; font-size: 12pt;">As of 2015, private equity
companies owned 9% of skilled nursing facilities – SNFs, commonly called
nursing homes. They probably own more today. According to a National Bureau of Economic
Research report, patient mortality is 10% higher during stays and 90 days
post-discharge at SNFs owned by private equity than at SNFs in general.</span><span style="font-family: inherit; font-size: 12pt;"> </span><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: inherit; font-size: 12pt;">Private equity acquisition
of hospitals has been found to be associated with a 25.4% increase in adverse
events compared with control hospitals, including a 27.3% increase in falls, a
37.7% increase in central-line infections, and a 100% increase in surgical site
infections. </span></div><div style="direction: ltr; language: en-US; line-height: 90%; margin-bottom: 0pt; margin-left: 0.25in; margin-top: 10pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -0.25in; unicode-bidi: embed; word-break: normal;"><span style="font-family: inherit; font-size: 12pt;">More on what this is costing us, and why it's happening, to come. </span><span style="font-size: small;"><span style="font-family: inherit;"> </span></span><!--[if gte mso 9]><xml>
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<p><span style="font-size: small;"><span style="color: black; font-family: inherit;"> </span></span></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com1tag:blogger.com,1999:blog-9263167.post-27645210151671640622024-02-21T08:17:00.005-05:002024-02-21T08:17:43.399-05:00Wednesday Bible Study: Imprecatory prayer for terrorism<p>In Psalm 69, the protagonist has for unspecified reasons become an outcast, so he begs God to destroy his enemies. Check out verse 22 et seq. While this is attributed to David, there isn't really any point in David's story that would correspond to this situation. But petitioning God to commit mass violence is a common theme in the psalms.<br /></p><h4 class="psalm-title"><span class="text Ps-69-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-69-1">To the choirmaster: according to Lilies. A Psalm of David.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-69-1"><span class="chapternum">69 </span>Save me, O God!</span></span><br /><span class="text Ps-69-1">For the waters have come up to my neck.</span><br /><span class="text Ps-69-2" id="en-RSV-14937"><sup class="versenum">2 </sup>I sink in deep mire,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-2">where there is no foothold;</span></span><br /><span class="text Ps-69-2">I have come into deep waters,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-2">and the flood sweeps over me.</span></span><br /><span class="text Ps-69-3" id="en-RSV-14938"><sup class="versenum">3 </sup>I am weary with my crying;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-3">my throat is parched.</span></span><br /><span class="text Ps-69-3">My eyes grow dim</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-3">with waiting for my God.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-4" id="en-RSV-14939"><sup class="versenum">4 </sup>More in number than the hairs of my head</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-4">are those who hate me without cause;</span></span><br /><span class="text Ps-69-4">mighty are those who would destroy me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-4">those who attack me with lies.</span></span><br /><span class="text Ps-69-4">What I did not steal</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-4">must I now restore?</span></span><br /><span class="text Ps-69-5" id="en-RSV-14940"><sup class="versenum">5 </sup>O God, thou knowest my folly;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-5">the wrongs I have done are not hidden from thee.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-6" id="en-RSV-14941"><sup class="versenum">6 </sup>Let not those who hope in thee be put to shame through me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-6">O Lord <span class="small-caps" style="font-variant: small-caps;">God</span> of hosts;</span></span><br /><span class="text Ps-69-6">let not those who seek thee be brought to dishonor through me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-6">O God of Israel.</span></span><br /><span class="text Ps-69-7" id="en-RSV-14942"><sup class="versenum">7 </sup>For it is for thy sake that I have borne reproach,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-7">that shame has covered my face.</span></span><br /><span class="text Ps-69-8" id="en-RSV-14943"><sup class="versenum">8 </sup>I have become a stranger to my brethren,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-8">an alien to my mother’s sons.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-9" id="en-RSV-14944"><sup class="versenum">9 </sup>For zeal for thy house has consumed me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-9">and the insults of those who insult thee have fallen on me.</span></span><br /><span class="text Ps-69-10" id="en-RSV-14945"><sup class="versenum">10 </sup>When I humbled<sup class="footnote" data-fn="#fen-RSV-14945a" data-link="[<a href="#fen-RSV-14945a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#fen-RSV-14945a" title="See footnote a">a</a>]</sup> my soul with fasting,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-10">it became my reproach.</span></span><br /><span class="text Ps-69-11" id="en-RSV-14946"><sup class="versenum">11 </sup>When I made sackcloth my clothing,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-11">I became a byword to them.</span></span><br /><span class="text Ps-69-12" id="en-RSV-14947"><sup class="versenum">12 </sup>I am the talk of those who sit in the gate,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-12">and the drunkards make songs about me.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-13" id="en-RSV-14948"><sup class="versenum">13 </sup>But as for me, my prayer is to thee, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>.</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-13">At an acceptable time, O God,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-13">in the abundance of thy steadfast love answer me.</span></span><br /><span class="text Ps-69-13">With thy faithful help </span> <span class="text Ps-69-14" id="en-RSV-14949"><sup class="versenum mid-line">14 </sup>rescue me</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-14">from sinking in the mire;</span></span><br /><span class="text Ps-69-14">let me be delivered from my enemies</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-14">and from the deep waters.</span></span><br /><span class="text Ps-69-15" id="en-RSV-14950"><sup class="versenum">15 </sup>Let not the flood sweep over me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-15">or the deep swallow me up,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-15">or the pit close its mouth over me.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-16" id="en-RSV-14951"><sup class="versenum">16 </sup>Answer me, O <span class="small-caps" style="font-variant: small-caps;">Lord</span>, for thy steadfast love is good;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-16">according to thy abundant mercy, turn to me.</span></span><br /><span class="text Ps-69-17" id="en-RSV-14952"><sup class="versenum">17 </sup>Hide not thy face from thy servant;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-17">for I am in distress, make haste to answer me.</span></span><br /><span class="text Ps-69-18" id="en-RSV-14953"><sup class="versenum">18 </sup>Draw near to me, redeem me,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-18">set me free because of my enemies!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-19" id="en-RSV-14954"><sup class="versenum">19 </sup>Thou knowest my reproach,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-19">and my shame and my dishonor;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-19">my foes are all known to thee.</span></span><br /><span class="text Ps-69-20" id="en-RSV-14955"><sup class="versenum">20 </sup>Insults have broken my heart,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-20">so that I am in despair.</span></span><br /><span class="text Ps-69-20">I looked for pity, but there was none;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-20">and for comforters, but I found none.</span></span><br /><span class="text Ps-69-21" id="en-RSV-14956"><sup class="versenum">21 </sup>They gave me poison for food,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-21">and for my thirst they gave me vinegar to drink.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-22" id="en-RSV-14957"><sup class="versenum">22 </sup>Let their own table before them become a snare;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-22">let their sacrificial feasts<sup class="footnote" data-fn="#fen-RSV-14957b" data-link="[<a href="#fen-RSV-14957b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#fen-RSV-14957b" title="See footnote b">b</a>]</sup> be a trap.</span></span><br /><span class="text Ps-69-23" id="en-RSV-14958"><sup class="versenum">23 </sup>Let their eyes be darkened, so that they cannot see;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-23">and make their loins tremble continually.</span></span><br /><span class="text Ps-69-24" id="en-RSV-14959"><sup class="versenum">24 </sup>Pour out thy indignation upon them,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-24">and let thy burning anger overtake them.</span></span><br /><span class="text Ps-69-25" id="en-RSV-14960"><sup class="versenum">25 </sup>May their camp be a desolation,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-25">let no one dwell in their tents.</span></span><br /><span class="text Ps-69-26" id="en-RSV-14961"><sup class="versenum">26 </sup>For they persecute him whom thou hast smitten,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-26">and him<sup class="footnote" data-fn="#fen-RSV-14961c" data-link="[<a href="#fen-RSV-14961c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#fen-RSV-14961c" title="See footnote c">c</a>]</sup> whom thou hast wounded, they afflict still more.<sup class="footnote" data-fn="#fen-RSV-14961d" data-link="[<a href="#fen-RSV-14961d" title="See footnote d">d</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#fen-RSV-14961d" title="See footnote d">d</a>]</sup></span></span><br /><span class="text Ps-69-27" id="en-RSV-14962"><sup class="versenum">27 </sup>Add to them punishment upon punishment;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-27">may they have no acquittal from thee.</span></span><br /><span class="text Ps-69-28" id="en-RSV-14963"><sup class="versenum">28 </sup>Let them be blotted out of the book of the living;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-28">let them not be enrolled among the righteous.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-29" id="en-RSV-14964"><sup class="versenum">29 </sup>But I am afflicted and in pain;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-29">let thy salvation, O God, set me on high!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-30" id="en-RSV-14965"><sup class="versenum">30 </sup>I will praise the name of God with a song;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-30">I will magnify him with thanksgiving.</span></span><br /><span class="text Ps-69-31" id="en-RSV-14966"><sup class="versenum">31 </sup>This will please the <span class="small-caps" style="font-variant: small-caps;">Lord</span> more than an ox</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-31">or a bull with horns and hoofs.</span></span><br /><span class="text Ps-69-32" id="en-RSV-14967"><sup class="versenum">32 </sup>Let the oppressed see it and be glad;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-32">you who seek God, let your hearts revive.</span></span><br /><span class="text Ps-69-33" id="en-RSV-14968"><sup class="versenum">33 </sup>For the <span class="small-caps" style="font-variant: small-caps;">Lord</span> hears the needy,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-33">and does not despise his own that are in bonds.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-69-34" id="en-RSV-14969"><sup class="versenum">34 </sup>Let heaven and earth praise him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-34">the seas and everything that moves therein.</span></span><br /><span class="text Ps-69-35" id="en-RSV-14970"><sup class="versenum">35 </sup>For God will save Zion</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-35">and rebuild the cities of Judah;</span></span><br /><span class="text Ps-69-35">and his servants shall dwell<sup class="footnote" data-fn="#fen-RSV-14970e" data-link="[<a href="#fen-RSV-14970e" title="See footnote e">e</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#fen-RSV-14970e" title="See footnote e">e</a>]</sup> there and possess it;</span><br /><span class="indent-1"><span class="text Ps-69-36" id="en-RSV-14971"><sup class="versenum">36 </sup><span class="indent-1-breaks"> </span>the children of his servants shall inherit it,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-69-36">and those who love his name shall dwell in it.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14945a"><a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#en-RSV-14945" title="Go to Psalm 69:10">Psalm 69:10</a> <span class="footnote-text">Gk Syr: Heb <i>I wept with fasting my soul</i> or <i>I made my soul mourn with fasting</i></span></li><li id="fen-RSV-14957b"><a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#en-RSV-14957" title="Go to Psalm 69:22">Psalm 69:22</a> <span class="footnote-text">Tg: Heb <i>for security</i></span></li><li id="fen-RSV-14961c"><a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#en-RSV-14961" title="Go to Psalm 69:26">Psalm 69:26</a> <span class="footnote-text">One Ms Tg Compare Syr: Heb <i>those</i></span></li><li id="fen-RSV-14961d"><a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#en-RSV-14961" title="Go to Psalm 69:26">Psalm 69:26</a> <span class="footnote-text">Gk Syr: Heb <i>recount the pain of</i></span></li><li id="fen-RSV-14970e"><a href="https://www.biblegateway.com/passage/?search=psalm+69&version=RSV#en-RSV-14970" title="Go to Psalm 69:35">Psalm 69:35</a> <span class="footnote-text">Syr: Heb <i>and they shall dwell</i></span></li></ol></div></blockquote><div class="footnotes"><ol><li id="fen-RSV-14970e"><span class="footnote-text"><i></i></span></li></ol></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-8417159170894298152024-02-20T09:45:00.002-05:002024-02-20T09:45:35.216-05:00The inflection point<p>Okay, pretty correct answers from our two commenters on the previous post. Not just chlorination, but clean water generally, i.e. sewage treatment and separating sewage from drinking water sources. Also pasteurization of milk was very important. But the story is a bit more complicated. Pre-industrial people were mostly rural, obviously drank their milk fresh and didn't have a lot to fear from waterborne diseases since their population was sparse. Obviously they did suffer greatly from other plagues -- the Black Death killed something like half the population of Europe in the mid-14th Century, and plague recurred in lesser epidemics thereafter. Smallpox was another big killer. </p><p> </p><p>But by the 19th Century, people had learned to control plague by isolation and quarantine, and smallpox vaccination was becoming commonplace. In any case, even before then, life expectancy and population growth were limited between infectious disease outbreaks by the Malthusian trap -- any increase in agricultural productivity, or in the availability of land per capita because of a plague, would immediately result in a population increase that used up all the surplus. People were commonly malnourished and at a bare level of subsistence.</p><p> </p><p>That started to change by 1776 (auspicious year?) when James Watt made important improvements to his steam engine, putting in process the Industrial Revolution. England could now achieve prosperity even for a growing population, by using fossil fuel power to spin and weave, transport goods, and otherwise process and manufacture. That was also the year of publication of Adam Smith's The Wealth of Nations, which noted a process that had already begun of moving production from households to more efficient investor-owned factories, which was greatly accelerated by steam power.</p><p><br /></p><p>The explosion in productivity, combined with vaccination, should have resulted in rising life expectancy, but the Industrial Revolution also caused people to crowd into cities where factory work as to be found, and there they died of infectious diseases as fast as the population could be replaced by new arrivals from the countryside. Life expectancy in the U.S. actually declined from 1800 to 1850. By mid-century, 60% of all deaths in New York City were of children under 5. One major culprit was cow's milk. Because women were participating in the factory labor force, a lot of children drank it, and it was often contaminated with bovine tuberculosis, diphtheria and typhoid.</p><p><br /></p><p>Louis Pasteur and other scientists developed the germ theory of disease in the late 19th Century, and Pasteur invented pasteurization in the 1860s. But it wasn't until the early 1900s that a wealthy campaigner named Nathan Strauss succeeded in convincing cities to require pasteurization of milk. Widespread chlorination of drinking water happened at the same time. More vaccines were also developed in the early 20th Century. And so people no longer expected half of their children to die, and we started to assume that most people would live out at least their three-score years and ten.</p><p><br /></p><p>But I want to draw your attention to one category of professional that had nothing to do with this: physicians. The germ theory of disease did teach doctors to sterilize their hands and instruments, and thereby stop killing new mothers and having better luck with surgery, but it didn't give them any effective ways of actually treating disease until effective broad spectrum antibiotics became available during and after World War II. There have been astonishing advances in the science and practice of medicine since then, and it has become somewhat more important to population health and life expectancy, but it's still somewhere less than half of what matters. (It's hard to quantify exactly.) </p><p><br /></p><p>The point I want to set up with this story is that we are spending enormous and growing amounts of our national wealth on medical intervention, but we aren't spending nearly enough on what really matters for our health, well being and long life. Next I'll offer some musings on why that is.<br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com2tag:blogger.com,1999:blog-9263167.post-85953299449970016842024-02-19T08:22:00.002-05:002024-02-19T08:22:57.722-05:00Mid-term exam: Essay question<p> Here is a historical graph of life expectancy at birth, for Homo sapiens on planet Earth.</p><p><br /></p><p><img alt="" height="286" src="data:image/png;base64,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" width="526" /> <br /></p><p> </p><p>The picture for the U.S. specifically is very similar, although the upturn started a bit earlier. (That mysterious dip around 1959 is the Chinese famine resulting from the so-called Great Leap Forward. In a graph of just the U.S., you would see a similar dip around 1918, from the influenza pandemic.) You can extend that horizontal tail back 6,000 years or more. In any given local area it might have gone up a bit in good times and down in times of plague or famine, but it basically stayed at around 30 years, never above 40, everywhere and always.</p><p><br /></p><p>So here's your question. What happened around 1900 to make that line start going up?<br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com2tag:blogger.com,1999:blog-9263167.post-60179864110601634242024-02-18T09:22:00.001-05:002024-02-18T09:22:11.421-05:00Sunday Sermonette: Obscurantism<p>Psalm 67 is a mercifully brief, simple song of praise. Psalm 68, however, is both exceedingly long and has been called the <a href="https://archive.org/details/psaml20000unse/page/n5/mode/2up">"most difficult and obscure of the psalms." </a>The RSV actually covers up some of the difficulty, for example by translating verse 4 as "His name is the Lord," whereas the Hebrew actually says "His name is Yah." That is a specific short form of Yahweh. The KJV spells if Jah, as do Rastafarians who prefer it as the name of god, but the Hebrew pronunciation is closer to English Y than J. The form Yah appears 43 times in the Psalms, but otherwise only once in Exodus and several times in Isaiah. It is part of the name Elijah and Hezekiah, as well as the word hallelujah, which means "praise God." What name to call god by is obviously important to the writer, so it's more than a little odd that the translators of the RSV decided to hide this. </p><p><br /></p><p></p><p>"Bashan," which is referenced frequently, is today southernmost Syria, i.e. the Golan Heights, which I suppose is why radical Zionists are determined to keep that territory, as it is represented here as a dwelling place of Yahweh, although that does seem to contradict the basic idea of Zionism. Other references are obscure, e.g. verses 12 - 14. What is the dove with silver wings and green gold feathers? What is the snow that fell on Zalmon? (The name of one of David's warriors.) What are the 20,000 chariots in verse 17? What is the incident in which the Lord comes from Sinai and ascends what is apparently some other mountain with captives in train? In verse 30, why should we rebuke the beasts who dwell among the reeds, <span class="indent-1"><span class="text Ps-68-30">the herd of bulls with the calves of the peoples? It's a lot of weirdness, that's all I can say.</span></span></p><p><span class="indent-1"><span class="text Ps-68-30"><br /></span></span></p><h4 class="psalm-title"><span class="text Ps-67-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-67-1">To the choirmaster: with stringed instruments. A Psalm. A Song.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-67-1"><span class="chapternum">67 </span>May God be gracious to us and bless us</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-1">and make his face to shine upon us,<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-67-2" id="en-RSV-14895"><sup class="versenum">2 </sup>that thy way may be known upon earth,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-2">thy saving power among all nations.</span></span><br /><span class="text Ps-67-3" id="en-RSV-14896"><sup class="versenum">3 </sup>Let the peoples praise thee, O God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-3">let all the peoples praise thee!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-67-4" id="en-RSV-14897"><sup class="versenum">4 </sup>Let the nations be glad and sing for joy,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-4">for thou dost judge the peoples with equity</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-4">and guide the nations upon earth.<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-67-5" id="en-RSV-14898"><sup class="versenum">5 </sup>Let the peoples praise thee, O God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-5">let all the peoples praise thee!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-67-6" id="en-RSV-14899"><sup class="versenum">6 </sup>The earth has yielded its increase;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-6">God, our God, has blessed us.</span></span><br /><span class="text Ps-67-7" id="en-RSV-14900"><sup class="versenum">7 </sup>God has blessed us;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-67-7">let all the ends of the earth fear him!</span></span></p><p class="line"><span class="indent-1"><span class="text Ps-67-7"> </span></span></p><h4 class="psalm-title"><span class="text Ps-68-1">To the choirmaster. A Psalm of David. A Song.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-68-1"><span class="chapternum">68 </span>Let God arise, let his enemies be scattered;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-1">let those who hate him flee before him!</span></span><br /><span class="text Ps-68-2" id="en-RSV-14902"><sup class="versenum">2 </sup>As smoke is driven away, so drive them away;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-2">as wax melts before fire,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-2">let the wicked perish before God!</span></span><br /><span class="text Ps-68-3" id="en-RSV-14903"><sup class="versenum">3 </sup>But let the righteous be joyful;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-3">let them exult before God;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-3">let them be jubilant with joy!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-4" id="en-RSV-14904"><sup class="versenum">4 </sup>Sing to God, sing praises to his name;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-4">lift up a song to him who rides upon the clouds;<sup class="footnote" data-fn="#fen-RSV-14904a" data-link="[<a href="#fen-RSV-14904a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14904a" title="See footnote a">a</a>]</sup></span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-4">his name is the <span class="small-caps" style="font-variant: small-caps;">Lord</span>, exult before him!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-5" id="en-RSV-14905"><sup class="versenum">5 </sup>Father of the fatherless and protector of widows</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-5">is God in his holy habitation.</span></span><br /><span class="text Ps-68-6" id="en-RSV-14906"><sup class="versenum">6 </sup>God gives the desolate a home to dwell in;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-6">he leads out the prisoners to prosperity;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-6">but the rebellious dwell in a parched land.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-7" id="en-RSV-14907"><sup class="versenum">7 </sup>O God, when thou didst go forth before thy people,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-7">when thou didst march through the wilderness,<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-68-8" id="en-RSV-14908"><sup class="versenum">8 </sup>the earth quaked, the heavens poured down rain,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-8">at the presence of God;</span></span><br /><span class="text Ps-68-8">yon Sinai quaked at the presence of God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-8">the God of Israel.</span></span><br /><span class="text Ps-68-9" id="en-RSV-14909"><sup class="versenum">9 </sup>Rain in abundance, O God, thou didst shed abroad;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-9">thou didst restore thy heritage as it languished;</span></span><br /><span class="text Ps-68-10" id="en-RSV-14910"><sup class="versenum">10 </sup>thy flock found a dwelling in it;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-10">in thy goodness, O God, thou didst provide for the needy.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-11" id="en-RSV-14911"><sup class="versenum">11 </sup>The Lord gives the command;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-11">great is the host of those who bore the tidings:</span></span><br /><span class="indent-1"><span class="text Ps-68-12" id="en-RSV-14912"><sup class="versenum">12 </sup><span class="indent-1-breaks"> </span>“The kings of the armies, they flee, they flee!”</span></span><br /><span class="text Ps-68-12">The women at home divide the spoil,</span><br /><span class="indent-1"><span class="text Ps-68-13" id="en-RSV-14913"><sup class="versenum">13 </sup><span class="indent-1-breaks"> </span>though they stay among the sheepfolds—</span></span><br /><span class="text Ps-68-13">the wings of a dove covered with silver,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-13">its pinions with green gold.</span></span><br /><span class="text Ps-68-14" id="en-RSV-14914"><sup class="versenum">14 </sup>When the Almighty scattered kings there,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-14">snow fell on Zalmon.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-15" id="en-RSV-14915"><sup class="versenum">15 </sup>O mighty mountain, mountain of Bashan;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-15">O many-peaked mountain, mountain of Bashan!</span></span><br /><span class="text Ps-68-16" id="en-RSV-14916"><sup class="versenum">16 </sup>Why look you with envy, O many-peaked mountain,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-16">at the mount which God desired for his abode,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-16">yea, where the <span class="small-caps" style="font-variant: small-caps;">Lord</span> will dwell for ever?</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-17" id="en-RSV-14917"><sup class="versenum">17 </sup>With mighty chariotry, twice ten thousand,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-17">thousands upon thousands,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-17">the Lord came from Sinai into the holy place.<sup class="footnote" data-fn="#fen-RSV-14917b" data-link="[<a href="#fen-RSV-14917b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14917b" title="See footnote b">b</a>]</sup></span></span><br /><span class="text Ps-68-18" id="en-RSV-14918"><sup class="versenum">18 </sup>Thou didst ascend the high mount,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-18">leading captives in thy train,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-18">and receiving gifts among men,</span></span><br /><span class="text Ps-68-18">even among the rebellious, that the <span class="small-caps" style="font-variant: small-caps;">Lord</span> God may dwell there.</span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-19" id="en-RSV-14919"><sup class="versenum">19 </sup>Blessed be the Lord,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-19">who daily bears us up;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-19">God is our salvation.<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-68-20" id="en-RSV-14920"><sup class="versenum">20 </sup>Our God is a God of salvation;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-20">and to <span class="small-caps" style="font-variant: small-caps;">God</span>, the Lord, belongs escape from death.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-21" id="en-RSV-14921"><sup class="versenum">21 </sup>But God will shatter the heads of his enemies,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-21">the hairy crown of him who walks in his guilty ways.</span></span><br /><span class="text Ps-68-22" id="en-RSV-14922"><sup class="versenum">22 </sup>The Lord said,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-22">“I will bring them back from Bashan,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-22">I will bring them back from the depths of the sea,</span></span><br /><span class="text Ps-68-23" id="en-RSV-14923"><sup class="versenum">23 </sup>that you may bathe<sup class="footnote" data-fn="#fen-RSV-14923c" data-link="[<a href="#fen-RSV-14923c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14923c" title="See footnote c">c</a>]</sup> your feet in blood,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-23">that the tongues of your dogs may have their portion from the foe.”</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-24" id="en-RSV-14924"><sup class="versenum">24 </sup>Thy solemn processions are seen,<sup class="footnote" data-fn="#fen-RSV-14924d" data-link="[<a href="#fen-RSV-14924d" title="See footnote d">d</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14924d" title="See footnote d">d</a>]</sup> O God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-24">the processions of my God, my King, into the sanctuary—</span></span><br /><span class="text Ps-68-25" id="en-RSV-14925"><sup class="versenum">25 </sup>the singers in front, the minstrels last,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-25">between them maidens playing timbrels:</span></span><br /><span class="text Ps-68-26" id="en-RSV-14926"><sup class="versenum">26 </sup>“Bless God in the great congregation,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-26">the <span class="small-caps" style="font-variant: small-caps;">Lord</span>, O you who are of Israel’s fountain!”</span></span><br /><span class="text Ps-68-27" id="en-RSV-14927"><sup class="versenum">27 </sup>There is Benjamin, the least of them, in the lead,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-27">the princes of Judah in their throng,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-27">the princes of Zeb′ulun, the princes of Naph′tali.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-28" id="en-RSV-14928"><sup class="versenum">28 </sup>Summon thy might, O God;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-28">show thy strength, O God, thou who hast wrought for us.</span></span><br /><span class="text Ps-68-29" id="en-RSV-14929"><sup class="versenum">29 </sup>Because of thy temple at Jerusalem</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-29">kings bear gifts to thee.</span></span><br /><span class="text Ps-68-30" id="en-RSV-14930"><sup class="versenum">30 </sup>Rebuke the beasts that dwell among the reeds,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-30">the herd of bulls with the calves of the peoples.</span></span><br /><span class="text Ps-68-30">Trample<sup class="footnote" data-fn="#fen-RSV-14930e" data-link="[<a href="#fen-RSV-14930e" title="See footnote e">e</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14930e" title="See footnote e">e</a>]</sup> under foot those who lust after tribute;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-30">scatter the peoples who delight in war.<sup class="footnote" data-fn="#fen-RSV-14930f" data-link="[<a href="#fen-RSV-14930f" title="See footnote f">f</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14930f" title="See footnote f">f</a>]</sup></span></span><br /><span class="text Ps-68-31" id="en-RSV-14931"><sup class="versenum">31 </sup>Let bronze be brought from Egypt;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-31">let Ethiopia hasten to stretch out her hands to God.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-68-32" id="en-RSV-14932"><sup class="versenum">32 </sup>Sing to God, O kingdoms of the earth;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-32">sing praises to the Lord,<i><span class="selah">Selah</span></i></span></span><br /><span class="text Ps-68-33" id="en-RSV-14933"><sup class="versenum">33 </sup>to him who rides in the heavens, the ancient heavens;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-33">lo, he sends forth his voice, his mighty voice.</span></span><br /><span class="text Ps-68-34" id="en-RSV-14934"><sup class="versenum">34 </sup>Ascribe power to God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-34">whose majesty is over Israel,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-34">and his power is in the skies.</span></span><br /><span class="text Ps-68-35" id="en-RSV-14935"><sup class="versenum">35 </sup>Terrible is God in his<sup class="footnote" data-fn="#fen-RSV-14935g" data-link="[<a href="#fen-RSV-14935g" title="See footnote g">g</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#fen-RSV-14935g" title="See footnote g">g</a>]</sup> sanctuary,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-35">the God of Israel,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-68-35">he gives power and strength to his people.</span></span></p></div><div class="poetry top-05"><p class="line"><span class="text Ps-68-35">Blessed be God!</span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14904a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14904" title="Go to Psalm 68:4">Psalm 68:4</a> <span class="footnote-text">Or <i>cast up a highway for him who rides through the deserts</i></span></li><li id="fen-RSV-14917b"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14917" title="Go to Psalm 68:17">Psalm 68:17</a> <span class="footnote-text">Cn: Heb <i>The Lord among them Sinai in the holy place</i></span></li><li id="fen-RSV-14923c"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14923" title="Go to Psalm 68:23">Psalm 68:23</a> <span class="footnote-text">Gk Syr Tg: Heb <i>shatter</i></span></li><li id="fen-RSV-14924d"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14924" title="Go to Psalm 68:24">Psalm 68:24</a> <span class="footnote-text">Or <i>have been seen</i></span></li><li id="fen-RSV-14930e"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14930" title="Go to Psalm 68:30">Psalm 68:30</a> <span class="footnote-text">Cn: Heb <i>trampling</i></span></li><li id="fen-RSV-14930f"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14930" title="Go to Psalm 68:30">Psalm 68:30</a> <span class="footnote-text">The Hebrew of verse 30 is obscure</span></li><li id="fen-RSV-14935g"><a href="https://www.biblegateway.com/passage/?search=Psalm%2068&version=RSV#en-RSV-14935" title="Go to Psalm 68:35">Psalm 68:35</a> <span class="footnote-text">Gk: Heb <i>from thy</i></span></li></ol></div></div></blockquote><div class="poetry top-05"><div class="footnotes"><ol><li id="fen-RSV-14935g"><span class="footnote-text"><i></i></span></li></ol></div><p class="line"><span class="indent-1"><span class="text Ps-67-7"> </span></span></p></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-89732069837653135542024-02-17T09:00:00.002-05:002024-02-17T09:00:20.830-05:00More epistemology<p>Many people find it uncomfortable to live with deep mystery. They want their questions answered. Many people also need to be handed meaning and purpose on a platter -- it's too difficult to make their own, especially in the face of hardship and injustice. Making up stories that seem to satisfy the need for explanation and meaning is a temptation that many just can't resist. But for other people, testing stories against empirical reality is more important. Whatever dissatisfaction or psychological distress we suffer from choosing to live in reality is worth it to us, because we want the truth more than anything.</p><p> </p><p>One kind of logical fallacy that often tempts people in the first category doesn't exactly have a conventional name, at least not that I can find. I'll call it the semantic fallacy. It's essentially arguing over the meaning of a word. I believe I've previously invoked the example of a guy who claimed that the entire concept of "organic food" is meaningless because "organic" means "consisting of carbon compounds" and all food consists of carbon compounds. That is extremely stupid. Most words have various meanings and people happen to be using "organic" in a different way than chemists use it.</p><p><br /></p><p>There's an inverse of this trick, which we commonly encounter with the word "god" or "God" if you prefer to treat it as a name rather than an abstract concept. People make up God to fill those uncomfortable gaps in explanation and meaning, and they give God all sorts of attributes and a life story and even develop a relationship with him or it. But now we've proved that the stories people used to believe about God just aren't true, and we can explain much of what has been attributed to God without him or it. So people just stick with God, but change the meaning. God is the explanation for whatever we still can't explain by empirical study and deduction, God is whatever seems meaningful to the speaker. But that says nothing at all -- it's meaningless, it's just a word that by your own admission doesn't mean what it meant 100 years ago, or last year, or last month. And as soon as we make a new discovery, it will suddenly mean something else. And so on and so on . . . </p><p><br /></p><p>So, while I suppose it's possible that our universe is actually a simulation running on a ultra-super-duper computer made by an unimaginably advanced civilization -- and I personally don't find that very plausible and even if it's true I'm not sure why it matters -- calling the entities that are running the simulation "God" is just a meaningless semantic trick. They (assuming plural) do not resemble any concept of god or gods that people have believed in at any time up until you said that just now. While I can't rule out the simulation idea, I also can't rule out that our universe was created by the equivalent of a kid playing with a chemistry set, or that it is in fact the excrement of some vaster being, or as many cosmologists suspect, one of innumerable or even an infinite number of universes. If you want to call some entity associated with any of those (mostly remote) possibilities "God," go ahead, but that is a completely meaningless gesture. </p><p><br /></p><p>While you're busying labeling everything we don't understand "God," I'll busy myself with trying to understand it, whereupon whatever God you're happening to believe in right now will be dead, and you'll just have to invent a new one.<br /></p><p><br /></p><p> </p><p> </p><p> </p><p> <br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0tag:blogger.com,1999:blog-9263167.post-85514802752923118092024-02-15T11:50:00.001-05:002024-02-15T11:50:30.016-05:00The knowledge machine<p> That's the title of a book my Michael Strevens, which I recommend. (Liveright, New York, 2020)</p><p><br /></p><p>Strevens presents his own take on the philosophy of science accessibly and persuasively. If you've even dabbled in this area you've heard of the so-called demarcation problem -- how can we tell science from pseudoscience -- and the two best-known modern conceptions of science, Kuhn's construct of paradigms and paradigm shifts, and Popper's construct of falsfiability. Strevens doesn't think Kuhn or Popper are quite right. However I would say that without quite realizing it, he's pretty close to Popper -- he just notes that falsification is often harder than it might seem. </p><p><br /></p><p>I won't back up and try to go machete my way through all that brush in a blog post, but I did want to respond to a comment -- anonymous, so I can't publish it anyway -- to the effect that "Atheism is a belief system. It requires faith." Err, no. On the contrary.</p><p><br /></p><p>To make this simple enough for a blog post -- and it may actually seem too obvious -- the nature of science, the breakthrough that produced Isaac Newton and the revolution he sparked around the turn of the 18th Century, was that it refers for authority only to observable reality. Newton was actually religious, although he was a heretic. He did not believe in the trinitarian God, a sacrilege he was forced to conceal lest he lose his position at Cambridge. But he kept his religious beliefs entirely separate from his scientific investigations.</p><p><br /></p><p>In his scientific investigations, he also refrained entirely from speculation. By the way, he also secretly practiced alchemy, in which endeavor he speculated wildly, but again, he kept that separate from science. What is notable about this theory of gravity is that it describes the attraction between massive bodies, but does not try to explain it. The force of attraction is equal to the product of the masses of the objects times a constant, divided by the square of the distance between them. That's it. </p><p> <img alt="" src="data:image/png;base64,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" /></p><p>He didn't know why this was true, but he did show that it predicted the motion of the heavenly bodies and of falling objects, therefore it was true, and it is true. Einstein later concluded that massive bodies warp space-time, such that bodies following the shortest path through space-time will experience an apparent force of attraction. This may be considered an explanation of the cause of gravity, but obviously that just begs the question of why massive bodies warp space-time, and we can't answer that either. Doesn't matter -- Einstein's theory makes slightly different predictions than Newton's simple equation under extreme conditions, and they turn out to be correct, as far as we can tell within our capacity to measure.</p><p> </p><p>Putting together Einstein's theory of gravity with the quantum theory of the other forces of nature, and their associated particles, along with observations of the universe using various sophisticated instruments, scientists have determined what should by now be a familiar story. About 13.8 billion years ago, what had been an unimaginably hot, dense and tiny entity suddenly began to expand and cool, unimaginably quickly, and the particles and forces we know today condensed out of the primordial singularity. I won't go into further details about he we got from there to here, on our 4.54 billion year old planet with our eukaryotic multicellular bodies and our neuron-based minds, but believe me, the story completely hangs together and every attempt to falsify it fails. </p><p><br /></p><p>To be sure, there is a whole lot we don't know, including not only the mysterious so-called dark mass and dark energy, but also the even more intriguing questions of why the whole thing happened and why the universe is the way it is. Maybe we'll eventually get some sort of answers to those questions but then obviously there will be the next question, why is that, whatever it may be? A few more important obvious facts are that the stories in the Bible are not true, and that includes the God of the Old and New Testaments who cannot possibly exist. The same goes for whatever sort of god or gods people have believed in throughout history and that some believe in today. The concept is internally contradictory and inconsistent with observable reality.</p><p><br /></p><p>What scientists, starting with Newton, do not do (at least not as scientists, though they may well do it after they punch out) is a) speculate and b) rely on authority, be it religious or as in the case of medieval scholars ancient writers of any kind be they Aristotle or Galen. </p><p> </p><p>You may want to claim that some vastly powerful intelligent entity brought the universe into being 13.8 billion years ago with the intention of bringing into existence 13.8 billion years later some specific organisms living in a thin coating of slime on one of hundreds of billions of rocks circling hundreds of billions of stars in one of hundreds or maybe thousands of billions of galaxies, but you have absolutely no basis for believing that and it seems to me completely ridiculous. That's not a matter of faith -- show me good evidence and I'll change my mind. It's a matter of empirical reality.<br /></p><p><br /></p><p><br /></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com2tag:blogger.com,1999:blog-9263167.post-40674069570259900802024-02-14T08:54:00.001-05:002024-02-14T08:54:07.498-05:00Wednesday Bible Study: The show is about nothing<p>The next three psalms are just not very interesting. The first amounts to a curse against the singer's unspecified and undescribed enemies, who he is confident God will shoot with an arrow. The second is a standard song of praise, giving God credit for nature and what it offers. The third is more praise for God and a pledge to keep on worshiping and sacrificing. There isn't much to say about these, except that they seem to fulfill the function that songs do today in religious services, to remind people of what they are supposed to believe and deepen their investment. Of course these beliefs are contradictory -- God will punish the wicked but also forgive our sins. <br /></p><p><br /></p><h4 class="psalm-title"><span class="text Ps-64-1"></span></h4><blockquote><h4 class="psalm-title"><span class="text Ps-64-1">To the choirmaster. A Psalm of David.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-64-1"><span class="chapternum">64 </span>Hear my voice, O God, in my complaint;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-1">preserve my life from dread of the enemy,</span></span><br /><span class="text Ps-64-2" id="en-RSV-14852"><sup class="versenum">2 </sup>hide me from the secret plots of the wicked,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-2">from the scheming of evildoers,</span></span><br /><span class="text Ps-64-3" id="en-RSV-14853"><sup class="versenum">3 </sup>who whet their tongues like swords,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-3">who aim bitter words like arrows,</span></span><br /><span class="text Ps-64-4" id="en-RSV-14854"><sup class="versenum">4 </sup>shooting from ambush at the blameless,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-4">shooting at him suddenly and without fear.</span></span><br /><span class="text Ps-64-5" id="en-RSV-14855"><sup class="versenum">5 </sup>They hold fast to their evil purpose;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-5">they talk of laying snares secretly,</span></span><br /><span class="text Ps-64-5">thinking, “Who can see us?<sup class="footnote" data-fn="#fen-RSV-14855a" data-link="[<a href="#fen-RSV-14855a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#fen-RSV-14855a" title="See footnote a">a</a>]</sup></span><br /><span class="indent-1"><span class="text Ps-64-6" id="en-RSV-14856"><sup class="versenum">6 </sup><span class="indent-1-breaks"> </span>Who can search out our crimes?<sup class="footnote" data-fn="#fen-RSV-14856b" data-link="[<a href="#fen-RSV-14856b" title="See footnote b">b</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#fen-RSV-14856b" title="See footnote b">b</a>]</sup></span></span><br /><span class="text Ps-64-6">We have thought out a cunningly conceived plot.”</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-6">For the inward mind and heart of a man are deep!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-64-7" id="en-RSV-14857"><sup class="versenum">7 </sup>But God will shoot his arrow at them;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-7">they will be wounded suddenly.</span></span><br /><span class="text Ps-64-8" id="en-RSV-14858"><sup class="versenum">8 </sup>Because of their tongue he will bring them to ruin;<sup class="footnote" data-fn="#fen-RSV-14858c" data-link="[<a href="#fen-RSV-14858c" title="See footnote c">c</a>]">[<a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#fen-RSV-14858c" title="See footnote c">c</a>]</sup></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-8">all who see them will wag their heads.</span></span><br /><span class="text Ps-64-9" id="en-RSV-14859"><sup class="versenum">9 </sup>Then all men will fear;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-9">they will tell what God has wrought,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-9">and ponder what he has done.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-64-10" id="en-RSV-14860"><sup class="versenum">10 </sup>Let the righteous rejoice in the <span class="small-caps" style="font-variant: small-caps;">Lord</span>,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-64-10">and take refuge in him!</span></span><br /><span class="text Ps-64-10">Let all the upright in heart glory!</span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14855a"><a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#en-RSV-14855" title="Go to Psalm 64:5">Psalm 64:5</a> <span class="footnote-text">Syr: Heb <i>them</i></span></li><li id="fen-RSV-14856b"><a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#en-RSV-14856" title="Go to Psalm 64:6">Psalm 64:6</a> <span class="footnote-text">Cn: Heb <i>they search out crimes</i></span></li><li id="fen-RSV-14858c"><a href="https://www.biblegateway.com/passage/?search=psalm+64&version=RSV#en-RSV-14858" title="Go to Psalm 64:8">Psalm 64:8</a> <span class="footnote-text">Cn: Heb <i>They will bring him to ruin, their tongue being against them</i></span></li></ol><h4 class="psalm-title"><span class="text Ps-65-1">To the choirmaster. A Psalm of David. A Song.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-65-1"><span class="chapternum">65 </span>Praise is due to thee,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-1">O God, in Zion;</span></span><br /><span class="text Ps-65-1">and to thee shall vows be performed,</span><br /><span class="indent-1"><span class="text Ps-65-2" id="en-RSV-14862"><sup class="versenum">2 </sup><span class="indent-1-breaks"> </span>O thou who hearest prayer!</span></span><br /><span class="text Ps-65-2">To thee shall all flesh come</span><br /><span class="indent-1"><span class="text Ps-65-3" id="en-RSV-14863"><sup class="versenum">3 </sup><span class="indent-1-breaks"> </span>on account of sins.</span></span><br /><span class="text Ps-65-3">When our transgressions prevail over us,<sup class="footnote" data-fn="#fen-RSV-14863a" data-link="[<a href="#fen-RSV-14863a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2065&version=RSV#fen-RSV-14863a" title="See footnote a">a</a>]</sup></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-3">thou dost forgive them.</span></span><br /><span class="text Ps-65-4" id="en-RSV-14864"><sup class="versenum">4 </sup>Blessed is he whom thou dost choose and bring near,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-4">to dwell in thy courts!</span></span><br /><span class="text Ps-65-4">We shall be satisfied with the goodness of thy house,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-4">thy holy temple!</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-65-5" id="en-RSV-14865"><sup class="versenum">5 </sup>By dread deeds thou dost answer us with deliverance,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-5">O God of our salvation,</span></span><br /><span class="text Ps-65-5">who art the hope of all the ends of the earth,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-5">and of the farthest seas;</span></span><br /><span class="text Ps-65-6" id="en-RSV-14866"><sup class="versenum">6 </sup>who by thy strength hast established the mountains,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-6">being girded with might;</span></span><br /><span class="text Ps-65-7" id="en-RSV-14867"><sup class="versenum">7 </sup>who dost still the roaring of the seas,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-7">the roaring of their waves,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-7">the tumult of the peoples;</span></span><br /><span class="text Ps-65-8" id="en-RSV-14868"><sup class="versenum">8 </sup>so that those who dwell at earth’s farthest bounds</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-8">are afraid at thy signs;</span></span><br /><span class="text Ps-65-8">thou makest the outgoings of the morning and the evening</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-8">to shout for joy.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-65-9" id="en-RSV-14869"><sup class="versenum">9 </sup>Thou visitest the earth and waterest it,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-9">thou greatly enrichest it;</span></span><br /><span class="text Ps-65-9">the river of God is full of water;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-9">thou providest their grain,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-9">for so thou hast prepared it.</span></span><br /><span class="text Ps-65-10" id="en-RSV-14870"><sup class="versenum">10 </sup>Thou waterest its furrows abundantly,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-10">settling its ridges,</span></span><br /><span class="text Ps-65-10">softening it with showers,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-10">and blessing its growth.</span></span><br /><span class="text Ps-65-11" id="en-RSV-14871"><sup class="versenum">11 </sup>Thou crownest the year with thy bounty;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-11">the tracks of thy chariot drip with fatness.</span></span><br /><span class="text Ps-65-12" id="en-RSV-14872"><sup class="versenum">12 </sup>The pastures of the wilderness drip,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-12">the hills gird themselves with joy,</span></span><br /><span class="text Ps-65-13" id="en-RSV-14873"><sup class="versenum">13 </sup>the meadows clothe themselves with flocks,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-13">the valleys deck themselves with grain,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-65-13">they shout and sing together for joy.</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14863a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2065&version=RSV#en-RSV-14863" title="Go to Psalm 65:3">Psalm 65:3</a> <span class="footnote-text">Gk: Heb <i>me</i></span></li></ol><h4 class="psalm-title"><span class="text Ps-66-1">To the choirmaster. A Song. A Psalm.</span></h4><div class="poetry"><p class="line"><span class="chapter-2"><span class="text Ps-66-1"><span class="chapternum">66 </span>Make a joyful noise to God, all the earth;</span></span><br /><span class="indent-1"><span class="text Ps-66-2" id="en-RSV-14875"><sup class="versenum">2 </sup><span class="indent-1-breaks"> </span>sing the glory of his name;</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-2">give to him glorious praise!</span></span><br /><span class="text Ps-66-3" id="en-RSV-14876"><sup class="versenum">3 </sup>Say to God, “How terrible are thy deeds!</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-3">So great is thy power that thy enemies cringe before thee.</span></span><br /><span class="text Ps-66-4" id="en-RSV-14877"><sup class="versenum">4 </sup>All the earth worships thee;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-4">they sing praises to thee,</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-4">sing praises to thy name.”<i><span class="selah">Selah</span></i></span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-66-5" id="en-RSV-14878"><sup class="versenum">5 </sup>Come and see what God has done:</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-5">he is terrible in his deeds among men.</span></span><br /><span class="text Ps-66-6" id="en-RSV-14879"><sup class="versenum">6 </sup>He turned the sea into dry land;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-6">men passed through the river on foot.</span></span><br /><span class="text Ps-66-6">There did we rejoice in him,</span><br /><span class="indent-1"><span class="text Ps-66-7" id="en-RSV-14880"><sup class="versenum">7 </sup><span class="indent-1-breaks"> </span>who rules by his might for ever,</span></span><br /><span class="text Ps-66-7">whose eyes keep watch on the nations—</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-7">let not the rebellious exalt themselves.<i><span class="selah">Selah</span></i></span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-66-8" id="en-RSV-14881"><sup class="versenum">8 </sup>Bless our God, O peoples,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-8">let the sound of his praise be heard,</span></span><br /><span class="text Ps-66-9" id="en-RSV-14882"><sup class="versenum">9 </sup>who has kept us among the living,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-9">and has not let our feet slip.</span></span><br /><span class="text Ps-66-10" id="en-RSV-14883"><sup class="versenum">10 </sup>For thou, O God, hast tested us;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-10">thou hast tried us as silver is tried.</span></span><br /><span class="text Ps-66-11" id="en-RSV-14884"><sup class="versenum">11 </sup>Thou didst bring us into the net;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-11">thou didst lay affliction on our loins;</span></span><br /><span class="text Ps-66-12" id="en-RSV-14885"><sup class="versenum">12 </sup>thou didst let men ride over our heads;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-12">we went through fire and through water;</span></span><br /><span class="text Ps-66-12">yet thou hast brought us forth to a spacious place.<sup class="footnote" data-fn="#fen-RSV-14885a" data-link="[<a href="#fen-RSV-14885a" title="See footnote a">a</a>]">[<a href="https://www.biblegateway.com/passage/?search=Psalm%2066&version=RSV#fen-RSV-14885a" title="See footnote a">a</a>]</sup></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-66-13" id="en-RSV-14886"><sup class="versenum">13 </sup>I will come into thy house with burnt offerings;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-13">I will pay thee my vows,</span></span><br /><span class="text Ps-66-14" id="en-RSV-14887"><sup class="versenum">14 </sup>that which my lips uttered</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-14">and my mouth promised when I was in trouble.</span></span><br /><span class="text Ps-66-15" id="en-RSV-14888"><sup class="versenum">15 </sup>I will offer to thee burnt offerings of fatlings,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-15">with the smoke of the sacrifice of rams;</span></span><br /><span class="text Ps-66-15">I will make an offering of bulls and goats.<i><span class="selah">Selah</span></i></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-66-16" id="en-RSV-14889"><sup class="versenum">16 </sup>Come and hear, all you who fear God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-16">and I will tell what he has done for me.</span></span><br /><span class="text Ps-66-17" id="en-RSV-14890"><sup class="versenum">17 </sup>I cried aloud to him,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-17">and he was extolled with my tongue.</span></span><br /><span class="text Ps-66-18" id="en-RSV-14891"><sup class="versenum">18 </sup>If I had cherished iniquity in my heart,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-18">the Lord would not have listened.</span></span><br /><span class="text Ps-66-19" id="en-RSV-14892"><sup class="versenum">19 </sup>But truly God has listened;</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-19">he has given heed to the voice of my prayer.</span></span></p></div> <div class="poetry top-05"><p class="line"><span class="text Ps-66-20" id="en-RSV-14893"><sup class="versenum">20 </sup>Blessed be God,</span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-20">because he has not rejected my prayer</span></span><br /><span class="indent-1"><span class="indent-1-breaks"> </span><span class="text Ps-66-20">or removed his steadfast love from me!</span></span></p></div> <div class="footnotes">
<h4>Footnotes</h4><ol><li id="fen-RSV-14885a"><a href="https://www.biblegateway.com/passage/?search=Psalm%2066&version=RSV#en-RSV-14885" title="Go to Psalm 66:12">Psalm 66:12</a> <span class="footnote-text">Cn Compare Gk Syr Jerome Tg: Heb <i>saturation</i></span></li></ol></div></div></div></blockquote><div class="footnotes"><div class="footnotes"><div class="footnotes"><ol><li id="fen-RSV-14885a"><span class="footnote-text"><i></i></span></li></ol></div><span class="footnote-text"><i> </i></span></div><span class="footnote-text"><i> </i></span></div><p></p>Cervanteshttp://www.blogger.com/profile/11302076828795198187noreply@blogger.com0