tag:blogger.com,1999:blog-90040545687916165772024-03-21T11:48:05.264+01:00Random CommentsThis is the "Random Comments" blog. Posting on random topics (of course) and on Governance, Risk, XBRL, and Sustainability. Any and all views expressed are my own and do not reflect the views of any employer or client. Everyone is welcome to comment, and no comment will be rejected unless it is clearly spam or grossly offensive.Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.comBlogger242125tag:blogger.com,1999:blog-9004054568791616577.post-15622413424279041122024-03-20T18:25:00.003+01:002024-03-21T11:47:34.446+01:00What does Gaza mean for the Democrats in November? <p><span class="TextRun SCXW5934726 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Elections are won by who comes out to vote and who stays home and by which side has the money to spend on advertising and access. The Democrats have the deeper pockets by far </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">at the moment</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, so they will be able to flood the airwaves.</span></span></p><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{3f4a2271-fa96-4aad-b988-2a8ae2b7cef8}{143}" paraid="74082047" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{3f4a2271-fa96-4aad-b988-2a8ae2b7cef8}{143}" paraid="74082047" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><span class="TextRun SCXW5934726 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But the other side may become problematic. When voters simply cannot stomach a candidate or policies but equally will never vote for the other party, they elect to stay home. And they stay home because they say, “Not in my name.”</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span color="windowtext"> </span></span></span></p><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{3f4a2271-fa96-4aad-b988-2a8ae2b7cef8}{143}" paraid="74082047" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><span color="windowtext"><br /></span></span></span></p><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{3f4a2271-fa96-4aad-b988-2a8ae2b7cef8}{143}" paraid="74082047" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Gaza may become such an issue for Biden and the Democrats. He is setting the policy, and his administration is being seen to support Israel no matter what. Stern diplomatic words do not mean anything to the voters because they are diplomatic words, words designed to convey desired changes in other countries' policies or practices. Rarely do governments </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">say,</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> “Do this or else</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> There is an implied “or else” associated with the diplomatic words, but too often we have seen the US </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">fail to</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> follow through on the “or else" (also known as “Red Lines”).</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{b92b23e5-0285-4662-9b53-96fa34e8c24e}{72}" paraid="377562464" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{b92b23e5-0285-4662-9b53-96fa34e8c24e}{82}" paraid="1475809080" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">In Syria, the US made it clear through diplomatic speak that the use of chemical weapons would be a red line. Assad ignored Obama, and Obama did nothing material or materially visible to the public in response. The US said what their red line was, and it was ignored.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{0e7a4a1b-6bdf-4442-b674-991dbfc6b32c}{243}" paraid="1163721880" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{0e7a4a1b-6bdf-4442-b674-991dbfc6b32c}{254}" paraid="1185905072" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The US is in that situation with Netanyahu and Israel now. The diplomatic speak is telling Israel to back off, to protect civilians, and to let aid flow. But Netanyahu and the Israeli state and military are ignoring Biden. They know they can. </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Biden must respond strongly.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{dc762178-15ba-49c7-a74a-81b6b862517e}{178}" paraid="2020838531" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{dc762178-15ba-49c7-a74a-81b6b862517e}{188}" paraid="1307587970" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Sanctions against a handful of the vilest settlers is a start, but it is window dressing. Highly visible but meaningless in terms of engendering actual change in Israeli policy. Too little, potentially too late, and with </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">virtually no</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> chance of creating any meaningful change.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{0eb381af-89a8-4f34-ac3f-5a564fe93b96}{134}" paraid="751261" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{0eb381af-89a8-4f34-ac3f-5a564fe93b96}{145}" paraid="1367889627" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">What Gaza does not have is time. What Biden does not have is time. There would seem to be </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a golden opportunity</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to do something meaningful, and not to present the Democratic Party and Biden as stooges for Netanyahu. People are dying. They are starving. Soon there will be pictures of Palestinian children with distended bellies, glassy eyes, and mothers too weak to hold them.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{c31738b4-307c-46fc-8d11-06b1db3cc2e8}{51}" paraid="1001639492" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{c31738b4-307c-46fc-8d11-06b1db3cc2e8}{61}" paraid="722620461" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">When those photos go viral, and they will, either Biden responds meaningfully, or the consequences could be highly damaging in November. </span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{846c451d-b797-4d6f-bcf2-c0acdb2d2479}{33}" paraid="37049200" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{846c451d-b797-4d6f-bcf2-c0acdb2d2479}{43}" paraid="1629030991" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">“But Trump is worse” is not a valid response to this crisis. Trump only needs to keep his mouth shut on Israel and he comes across as the lesser problem. But he </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">won't</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> keep his mouth shut. He will say in classic </span><span class="NormalTextRun SpellingErrorV2Themed SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Trumpingly</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> fashion “Only I can solve this". And he will follow that up with “When I’m President, the war will be over in 24 hours." And there will be people who will believe him.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{014f472d-d7a1-49bc-9979-2b3c8c74d227}{222}" paraid="1972906713" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{014f472d-d7a1-49bc-9979-2b3c8c74d227}{233}" paraid="647182721" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Some Democrats will believe him—not because he has any diplomatic skills, but precisely because he does not. He will say, “No more aid,” and Israel will listen. It is pretty obvious that a Bull in a China shop is what is needed right now, and Trump certainly fits that bill. (realistically Trump will do nothing except look for how he can have his pockets lined out of this.)</span></span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{c02b5ff6-3380-47d4-b897-91c6f6c96081}{88}" paraid="1669692386" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{c02b5ff6-3380-47d4-b897-91c6f6c96081}{99}" paraid="1281061922" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Biden does not have the time for diplomatic niceties. Whatever he does needs to be done soon enough to push the crisis from the front page, and that will require the bombs to stop falling and the tanks (and soldiers) to stop shooting. </span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{a87bf103-b9a1-45c3-ac2d-0cae2febabd4}{11}" paraid="1184861744" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{a87bf103-b9a1-45c3-ac2d-0cae2febabd4}{22}" paraid="1627288189" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The sooner this happens, the sooner </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">the</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> voters can worry about other issues. </span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{7c0a8e95-7e8a-4bc4-b2d8-f7e0a5a14dd6}{162}" paraid="1509667048" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{7c0a8e95-7e8a-4bc4-b2d8-f7e0a5a14dd6}{173}" paraid="751357207" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">don't</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> know how long, scientifically, it will take for people to allow Gaza to fade into the background. But someone does know. They know exactly how long it takes for messaging to change minds. And they should be working on this right now (as I expect they are). They also will know what it will really take to change the script, and that will be more than Israel will be willing to accept.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{00939efd-df55-46da-9271-3274ea604e90}{25}" paraid="1833278736" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{00939efd-df55-46da-9271-3274ea604e90}{35}" paraid="494389205" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Chuck Schumer's call for fresh elections in Israel is </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">an indication</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of just how seriously some Democrats are taking this. For the ranking Jewish Senator to make that statement in complete defiance of diplomatic norms should </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">demonstrate</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> just how serious the situation is, and their understanding of the damage that is being caused.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{48bc6707-51fa-45ac-937a-76de67398cc6}{30}" paraid="781080240" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{48bc6707-51fa-45ac-937a-76de67398cc6}{3}" paraid="767218246" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Here </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I'm</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> talking about Amerikan voters, not the global community. And </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I'm</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> not talking about the Palestinians in Gaza because they do not get to vote, anywhere. But because for Democrats (and Republicans), it is only the American voter that matters in this. Democrats need voters to come to the polls. Republicans gleefully hope that Democrats will stay home, saying to themselves, “Not in my name”.</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> And anyone who thinks that </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">won't</span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> happen is kidding themselves. </span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{93912289-3520-48bf-a656-fe6629a119b9}{45}" paraid="1940313617" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{93912289-3520-48bf-a656-fe6629a119b9}{56}" paraid="379735126" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Biden is running out of time. </span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{93912289-3520-48bf-a656-fe6629a119b9}{219}" paraid="698839226" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{93912289-3520-48bf-a656-fe6629a119b9}{229}" paraid="280194288" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">He needs to response, and respond big, and do it now.</span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{56aa7622-fef5-4633-b869-cd79476567fe}{201}" paraid="349757939" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{56aa7622-fef5-4633-b869-cd79476567fe}{211}" paraid="2006320378" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">What could be done? He could announce that the US will deliver aid to south and north Gaza, trucks and convoys flying the American flag. He could announce that the US is investigating some number of situations and individuals for potential war crimes, including senior unnamed members of the Israeli government.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{2921e5b7-ff4f-4e3c-8d1e-4af3d34b8b1e}{204}" paraid="1659838128" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{2921e5b7-ff4f-4e3c-8d1e-4af3d34b8b1e}{215}" paraid="1923727283" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">There are many other things he could do.</span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{b0b9b6e2-01a5-4f6a-87ab-68c384781c4e}{182}" paraid="1999638885" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{b0b9b6e2-01a5-4f6a-87ab-68c384781c4e}{192}" paraid="943060106" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW5934726 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">He </span><span class="NormalTextRun SCXW5934726 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">is running out of time.</span></span><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW5934726 BCX0" lang="EN-GB" paraeid="{b0b9b6e2-01a5-4f6a-87ab-68c384781c4e}{192}" paraid="943060106" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW5934726 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-12042913870913876042024-02-29T10:36:00.001+01:002024-02-29T10:36:50.167+01:00When someone tells you ethics don't matter, believe them<div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{47ee9acd-dadd-4802-9724-44d9a98822b0}{101}" paraid="1244268595" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">If we are going to trust company financial statements, we need to trust the Auditors. As a rule, I have limited trust in Audit Partners until they </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">demonstrate</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that they can make </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">difficult decisions</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Morality and ethics-based decisions. Generally</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, in my opinion, they</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> fail. The most difficult choice many will make will be how low can they bid to win the business, and then how high can they push the fees in the following years and still </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">retain</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the business.</span></span><span class="EOP SCXW121708427 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{72aff7cb-97a2-45d2-a404-64074320c311}{73}" paraid="720672645" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{72aff7cb-97a2-45d2-a404-64074320c311}{63}" paraid="206611291" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Last week Francine McKenna shared an article on LinkedIn: “<a href="https://www.publicnotice.co/p/engoron-trump-new-york-fraud-victims-explained" target="_blank">We are all victims of Trump's fraud</a>”</span><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">. She highlighted a quote from the judge in the case:</span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{f2d3d9da-affe-4f08-af15-9e1c7706c09e}{41}" paraid="2014450639" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{f2d3d9da-affe-4f08-af15-9e1c7706c09e}{57}" paraid="191321958" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">“In this </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">particular case</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, in applying the law to the facts, the Court intends to protect the integrity of the financial marketplace and, thus, the </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">public as a whole</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Defendants’ refusal to admit error — indeed, to continue it, according to the Independent Monitor — constrains this Court to conclude that they will engage in it going forward unless judicially restrained.”</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{f2d3d9da-affe-4f08-af15-9e1c7706c09e}{49}" paraid="1243191927" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{f2d3d9da-affe-4f08-af15-9e1c7706c09e}{32}" paraid="156623036" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">A former Big-4 Partner commented on that post. To say that I was surprised is not exactly true, as many Big-4 and large accounting firm partners that I have known were very “conservative”, and in too many cases are simply unethical people. I turned down working for a partner because I had seen him lie on proposals. Not "little white lies” but glaring mistruths that he knew were lies. Real lies. But I digress.</span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{8fe5e729-a8e0-4e85-bf9c-5502b81120f7}{237}" paraid="298718871" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{8fe5e729-a8e0-4e85-bf9c-5502b81120f7}{247}" paraid="1215075008" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The comment made was "Utter nonsensical language. No one had a specific civil action? Where was this judge with Madoff?"</span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e60c91a9-1420-4ed8-85b4-12ed84c2596c}{148}" paraid="1515375268" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e60c91a9-1420-4ed8-85b4-12ed84c2596c}{159}" paraid="975132987" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">It was, of course, a mealy-mouthed attempt to discredit the judgment against Trump, but what it really showed is how much we can, or cannot, trust that former Big-4 Partner.</span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{126f641c-dd52-49fc-bb43-777db5471be0}{159}" paraid="775877065" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{126f641c-dd52-49fc-bb43-777db5471be0}{169}" paraid="1457719168" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I fired off a response that was not very polite, then forgot about it. But it has been bothering me since. Partners sign off the Audit Reports of company financial statements, to be provided to regulators, banks, and capital markets, and via them, in effect to any retail investor. The Partners are the gatekeepers and protectors of financial markets. To “say the quiet bit out loud” is not something that they should do. They should not </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">publicly state</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that unless someone can find an actual individual that they harmed, who cares, it </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">doesn't</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> matter, "no harm, no foul</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{6ba0087b-a667-4fbd-9464-63312693f97f}{68}" paraid="1712158972" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{6ba0087b-a667-4fbd-9464-63312693f97f}{79}" paraid="620725478" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">“Utter nonsensical language.”</span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{80de0826-d054-43c2-abac-a99326ea51ba}{42}" paraid="1597081758" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{80de0826-d054-43c2-abac-a99326ea51ba}{53}" paraid="979514085" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">How many Big-4 or large accounting firm Partners hold this view? How many are so morally craven that they think their firm's signature on the Audit Report to the financial statements should carry no weight? It is just a signature, and the user of the reports should do their own due diligence; ignore the auditor's report or signature. That is not an argument for the fees they charge. </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">After all, a</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Big-4 signature is supposed to tell the markets that the company is reputable and that financial processes are robust enough to withstand a rigorous audit. Further, Big-4 Partners will happily remind clients and prospective clients that a Big-4 signature will add value to their </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">share price</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">.</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{ea14fbd1-aae7-4420-b22a-46f5835fa23e}{48}" paraid="1754634217" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{ea14fbd1-aae7-4420-b22a-46f5835fa23e}{59}" paraid="225068201" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">“No one had a specific civil action?” Really? The new standard for company executive and auditor accountability should be whether they were subject to a “specific civil action” by an identified </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">individual?</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{1eeac3e7-b7cb-4d23-b8a8-bfc4bf0c7a43}{157}" paraid="168872388" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{1eeac3e7-b7cb-4d23-b8a8-bfc4bf0c7a43}{168}" paraid="1127752374" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Audit does not exist to support the client's lies. To do so makes the auditor complicit in those lies. It is a fine line between not caring about the lies and actively supporting the production of the lies (Parmalat comes to mind). That line was drawn very clearly with Andersen, eventually. The entire premise of the PCAOB is to ensure Auditor integrity, not reporting company integrity. And </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">on the whole</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I'm</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> not confident that the PCAOB or any oversight body will alter the moral compasses of Audit firm Partners. </span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{eb08ebc3-c043-4f15-b679-84a554b74d2c}{18}" paraid="1596967893" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{eb08ebc3-c043-4f15-b679-84a554b74d2c}{29}" paraid="66145097" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The <a href="https://pcaobus.org/about/mission-vision-values" target="_blank">Mission of the PCAOB</a> is simple. "The PCAOB regulates the audits of public companies and SEC-registered brokers and dealers in order to protect investors and further the public interest in the preparation of informative, accurate, and independent audit reports."</span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{eb08ebc3-c043-4f15-b679-84a554b74d2c}{234}" paraid="893296964" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{eb08ebc3-c043-4f15-b679-84a554b74d2c}{244}" paraid="294081224" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Remember that the PCAOB came into existence <b><i>because </i></b>auditors could not be trusted. If Auditors (and by inference Audit Partners) could be trusted, there would have been no need to create the PCAOB. </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">After all, its</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> name says it all, the “Public Company Accounting Oversite Board</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{d8975a63-8235-4e74-819f-9da78a04e1a2}{150}" paraid="531898695" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{d8975a63-8235-4e74-819f-9da78a04e1a2}{160}" paraid="1871669694" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Sure, </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I've</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> met a few Big-4 and other firm Partners that I consider to the honest and with a level of integrity that makes them, in my eyes, worthy of the public's trust. Because that is what they are supposed to do, provide the investing public with confidence that what a company reports are, barring overt fraud that was well hidden, worthy of trust. A level of trust that the public can place in the word of the Auditor. But the </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">list</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> is short. </span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{2e778ab6-65ec-4912-8066-07e6b54c4d23}{49}" paraid="1958091899" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{3112c0d8-d30e-4454-8132-aa10360d0eb6}{24}" paraid="414364225" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">More </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">frequently</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> they give themselves away by what they say and do.</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{3112c0d8-d30e-4454-8132-aa10360d0eb6}{34}" paraid="2064889695" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{2e778ab6-65ec-4912-8066-07e6b54c4d23}{60}" paraid="1870354119" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This is a world in which a former Andersen senior manager and later senior partner in a “second tier” firm told me that he was successful and would be rich because “God and Jesus love me more than he loves other people". You mean like the poor or those who suffer a negative life-changing event? Yes, was his answer, the event </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably happened</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> because they </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">didn't</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> love Jesus enough and Jesus </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">doesn't</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> love them enough. Success for him did not require any moral or ethical choices, because if he did something immoral or unethical and he got away with it, that was because God loves him more than God loves others. (</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I'm</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> not making this up, this was a real conversation, and yes, he is now a Senior Partner in a second-tier firm.)</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e70b8b31-4e80-46cb-96a7-3ef7591a4f31}{26}" paraid="1523093255" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e70b8b31-4e80-46cb-96a7-3ef7591a4f31}{37}" paraid="154422709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">In the other case, the partner included in a proposal that the firm has 450 dedicated Internal Audit professionals, 150 of whom had at least eight years of experience. This was a lie. I had told him two weeks earlier that a survey of the first had </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identified</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> 150 people who could spell “Internal Audit", of whom </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">maybe 30</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> had eight or more years of experience. He knew it was a lie, and he put it in a proposal anyway. When asked to work for him for six months to meet an overload situation, I declined saying that I could not work for someone who overtly lied on proposals. Frankly, there was too much risk to the firm and to me that he would continue to lie to the client, putting me, the account team, and the firm's reputation at risk. The response to my statement that he lied on proposals was “he's a salesman, what do you expect</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span></span><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e70b8b31-4e80-46cb-96a7-3ef7591a4f31}{37}" paraid="154422709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{e70b8b31-4e80-46cb-96a7-3ef7591a4f31}{37}" paraid="154422709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW121708427 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;">In a third case, we were shortlisted to provide Anti-corruption training. But when the director of procurement at the client asked us if we could "do something for the team", we answered that we couldn't as it would breach the UK Bribery Act. It was so ludicrous that we thought it must have been a joke, or a test. A Big-4 firm won the work. I wonder to this day if they "did something for the team". Anti-corruption training.</span></p></div><div class="OutlineElement Ltr SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{13e61b55-c291-4c63-8914-a1bbc61e6115}{83}" paraid="1117891737" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{13e61b55-c291-4c63-8914-a1bbc61e6115}{83}" paraid="1117891737" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW121708427 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So, to bring this back to the original statement: if someone tells you ethics </span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">don't</span><span class="NormalTextRun SCXW121708427 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> matter, believe them. And if they tell you they support Trump, then they have proved that ethics and morality do not matter to them. Believe them.</span></span><span class="EOP SCXW121708427 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW121708427 BCX0" lang="EN-GB" paraeid="{13e61b55-c291-4c63-8914-a1bbc61e6115}{83}" paraid="1117891737" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW121708427 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com2tag:blogger.com,1999:blog-9004054568791616577.post-86842527278161321262024-02-16T17:31:00.006+01:002024-02-17T08:15:09.335+01:00 The Future for Israel's War Criminals<p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">After the Second World War, Nazis and war criminals were tracked down across Europe. But in a time before the ubiquity of information technology and facial recognition software, it was </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">relatively easy</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for many of the leaders to escape capture. Some, most notably Mengele and <a href="https://en.wikipedia.org/wiki/Adolf_Eichmann" target="_blank">Adolf Eichmann</a>, were able to escape to South America where, in most cases, they were able to live out their lives. Some were eventually captured, but many escaped capture or censure to live out their lives as advisors to potentates across the continent.</span></span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">For decades after the war, organisations such as the Wiesenthal Centre hunted down Nazis and their instruments, the individuals who guarded the concentration camps, forced people onto the trains to the camps, and were party to the executions of political officers and common Jews in Russia. Even as the criminals were being hunted, they were aging and changing their stories, their appearances, and their names. They took advantage of “Rat Lines” to escape to South America and to the Middle East in some cases. </span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span color="windowtext" style="font-family: arial; white-space-collapse: preserve;">Some had official help. </span><a href="https://www.bustle.com/p/how-former-nazis-ended-up-living-in-the-us-after-world-war-ii-19292046" style="font-family: arial; white-space-collapse: preserve;" target="_blank">Thousands </a><span color="windowtext" style="font-family: arial; white-space-collapse: preserve;">reached and lived out their lives in the United States. "According to the Associated Press, approximately 10,000 suspected Nazis emigrated to the U.S. after the Second World War — often with the assistance of American intelligence officials, who saw them as potential spies and informants in the Cold War."</span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">What they, the Nazi hunters, </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">didn't</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> have then was facial recognition software. Was that nice German or Polish-speaking person next door a war criminal, or did he, as he claims, spend the war working on this father's farm?</span></span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Did he </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">facilitate</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> blowing up hospitals and shooting civilians surrendering, or did he stay on the Kibbutz or in Tel Aviv working as an insurance </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">salesman</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">? </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Maybe he</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, or she, was a sniper <a href="https://edition.cnn.com/2024/01/26/middleeast/hala-khreis-white-flag-shooting-gaza-cmd-intl/index.html" target="_blank">shooting unarmed civilians</a>, </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">women,</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and children, as they ran across a street to collect water from the only working tap in the area, or to flee to a "safer" area. Maybe in frustration, they enjoyed <a href="https://www.juancole.com/2021/05/destroying-buildings-frustration.html" target="_blank">destroying apartment buildings</a>, with or without anyone in them.</span></span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">And make no mistake, there have been war crimes committed by Israel and Israeli soldiers in Gaza. There is the example of the <a href="https://raasconsulting.blogspot.com/2023/12/own-goal-war-crime.html" target="_blank">“accidental” killing of two Israeli hostages</a> who had escaped, were shirtless, unarmed, and approached Israeli soldiers with their hands up, waving a white flag and speaking in Hebrew. Had those two been Palestinians it would have been a war crime. The fact that it was allowed to happen suggests that such behaviour is not only tolerated but protected by the Israeli military hierarchy. Shooting your own people is an accident. But that accident did not happen in a void.</span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Clearview AI has amassed a database of images that they use to </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identify</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> individuals from a single photo. In 2022, Ukraine used Clearview AI to </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identify</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Russian casualties and to inform their families when the Russian government </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">hadn't</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Clearview is used by law enforcement agencies, and no doubt by the Israeli government to </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identify</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">all of</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the Hamas terrorists who attacked Israel on 7 October 2023. And with justification.</span></span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But Clearview AI and other facial recognition software will also identify the Israeli soldiers who have (potentially individually, collectively absolutely) engaged in war crimes. These soldiers, like the civilians that they are at other times, love to memorialise events for themselves and their close friends. They take pictures and have their pictures taken. They are in the backgrounds of other people's pictures. And they are taking </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">these pictures</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in Gaza.</span></span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And they will be </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identified</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span></span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Unlike the Nazis who could wear their hair differently, grow a moustache, and wear different uniforms or clothes, these war criminals will not be able to hide. Well, most of them will not be able to hide. They will be </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identified</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, and their names will be reported and recorded. </span></span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">When it comes time for a post-war reckoning, expect countries such as South Africa and others to indict individual Israeli soldiers for specific war crimes, and Israeli generals and politicians for issuing illegal orders and condoning war crimes. There will be international arrest warrants issued. Israel, and the US no doubt, will brand the indictments as antisemitic and as stunts that they will ignore. However, the international legal frameworks will not make those indictments or arrest warrants </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">disappear</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span></span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">How many will see the inside of a courtroom and face charges? Very few. They will be protected by their government and some friendly governments willing to ignore the arrest warrants. </span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="NormalTextRun SCXW168020196 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;">But <a href="https://en.wikipedia.org/wiki/Indictment_and_arrest_of_Augusto_Pinochet" target="_blank">Pinochet</a> thought he was immune to arrest. Until a judge in Spain indicted him for war crimes for the period that he was Dictator of Chile. The principle of <a href="https://en.wikipedia.org/wiki/Universal_jurisdiction" target="_blank">Universal Jurisdiction</a> was applied for the first time with </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW168020196 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; font-family: arial; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;">Pinochet. It will </span><span class="NormalTextRun SCXW168020196 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;">apply to the Israeli soldiers who have committed war crimes, or have been accused in court of having committed war crimes.</span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Israel's war criminals from the Gaza war and attempted genocide will find they have a very constrained set of options and futures. They will be able to live in Israel as war heroes. They may even be able to board direct flights from Tel Aviv to New York (or other direct destinations in the US). But they will fear landing or visiting many other countries. That will be their life.</span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Trips to Europe? Not unless they can get false papers and fake passports, and even then, with facial recognition being used, or going to be used at </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">almost every</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">customs</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and immigration counter across the continent, even a false </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">moustache</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and funny glasses, linked to a false name on a passport will not save them. </span></span><span class="EOP SCXW168020196 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></p><p><span color="windowtext" style="font-family: arial; white-space-collapse: preserve;">The boycott of Israel will begin with a simple boycott of anyone who fought in Gaza and any "leaders" who encouraged or accepted war crimes as a means to an end. Their names and images will be matched to arrest warrants across the world. </span></p><p><span class="TextRun SCXW168020196 BCX0" color="windowtext" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And we are not only talking about the generals and colonels, and very probably cabinet-level ministers. And most probably Netanyahu himself. We are also talking about the privates and the sergeants and </span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">lieutenants</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. The “little guys” who “just followed orders</span><span class="NormalTextRun SCXW168020196 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”, but did so with a bit too much enthusiasm.</span></span></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-76767744448286687282024-02-06T13:22:00.005+01:002024-02-07T09:05:01.849+01:00Is a massive breakdown in global systems coming? My response<span style="font-family: arial;"><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Is a massive breakdown in global systems coming? </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">This question has been posed a few times over the past couple of months by people I consider well-informed and thoughtful. And it is easy to see why. </span></span><div><span style="font-family: arial;"><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">But before jumping in, I'll declare my own colours. I call myself a “Apocal-optimist”. Yes, an apocalypse is coming, but I'm optimistic about the developed world's mid to longer-term prospects. Too many potential events and situations could lead to a macro-system breakdown, and it is difficult, and a bit crass, to discount or ignore the massive scale of suffering that will occur as some global systems break down. Yet, there are also both inertial and positive feedback and response mechanisms that may mitigate those situations. I have great confidence in humanity and the human mind. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">So, let's begin with why the world is so scary today. Across Africa, there seem to be more coups, civil unrest, and the spectre of starvation linked to civil war and climate change. In the Middle East, there is the real danger of a far wider war, pulling the US (and allies) into a regional war with Iran (and proxies). Add to that the ongoing war in Ukraine and the appearance at least of weakening resolve in European states. Meanwhile, in the East, China is sounding more bellicose by the day in relation to Taiwan. Global migration and illegal migration appear to be on the verge of overwhelming North America and Europe. Climate Change is impacting temperatures, and summer is becoming “fire season” as much as tourist season, and who knows what is happening to Greenland and the Antarctic. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">And to be clear, this is not a taxonomy of the potential regional or global “system breakdown” trigger situations. The list is too long, so I’ll attempt to discuss, at a very high level, a few situations that serve as proxies for so many others. While each may be "separate", in reality, there is a level of overlap and linkage that would be difficult to communicate in these few words. This is without even considering the risks associated with runaway AI, which I'll purposefully ignore for now.</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Depressed and worried yet? </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">We should be, because there is a lot of uncertainty and instability, and our complex systems appear to be reaching the boundaries of fragility, boundaries that are not marked by points on a graph or dates on a calendar. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Self-righting nature of systems</b> </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Many of our systems are very fragile and under extreme stress. But not all. And many of our systems have automatic and unconscious feedback mechanisms that provide stability and recovery. Financial markets, for example, have “corrections” that can appear to be a market system failure. Yet these corrections are merely the unconscious processes by which the complex systems of markets ensure that the financial system does not collapse. Capital disappears, but also is reallocated to more productive (or expected to be more productive) economic activities. And when it appears that the financial markets will collapse, the ultimate backup of sovereign intervention reduces the risk and overall impact. To be sure, even this backup is not always successful. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Modern societies are complex by nature, and it is easy to extrapolate failures in parts of the system(s) as harbingers of overall system or social collapse. This is not to suggest that there will not be a major breakdown in global systems, but only to confirm that most systems are self-righting and are more robust than we can see. Boats tend to float with the right bits upward. Yachts, with their ballast keels, are even more likely to float right-side-up. But in the biggest storms or the unexpected super-wave, boats and even ships may capsize or be irreparably damaged. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">And when a system or systems collapse, it is not automatically easy to point to a single cause. The cause of the sinking of the Edmund Fitzgerald, with the loss of all 29 aboard, remains undetermined, with multiple potential root causes and exacerbating causes.</span><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"> “The church bell chimed 'til it rang twenty-nine times”, and <a href="https://eu.freep.com/story/entertainment/music/brian-mccollum/2023/05/02/gordon-lightfoot-mariners-church-detroit-bells/70175392007/" target="_blank">then 30 times</a> on 2 May 2023.</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Some systems are collapsing, while others are shifting and reshaping. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Europe </b></span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">The Russian invasion of Ukraine resulted in a period of concern that reduced or even halted access to grain by much of the developing world was going to result in mass starvation. That was avoided by the deals negotiated to ensure that grain could be exported from both Russian and Ukrainian ports. The alternative would have required external party guarantees of safe passage, potentially bringing others into the conflict. The danger of a much wider conflict was very real, and remains very real, today or in the coming decade. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">If anything, though, the Russian invasion of Ukraine has highlighted the strength of the (NATO) system of alliances that have been instrumental in keeping the peace for many decades. Neither of the belligerents are members of NATO, and the war itself has encouraged two countries to join NATO that have resolutely avoided membership. In the history of NATO, no two NATO member states have gone to war with each other, a remarkable period in European history. European wars of the past three decades have been on the borders of NATO between non-NATO members or civil wars within non-NATO countries. In Asia, the ASEAN (economic) pseudo-alliance system, with its de-facto assumed defensive alliance potential, has acted as a break on overt aggression by countries whose historical animosities could result in conflict at almost any time. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Paradoxically, the invasion of Ukraine has increased the prospects for a longer peace in one part of Asia, the Korean Peninsula. Kim’s beating the drums of war is just that, beating of drums, and is for internal consumption only. That external parties, including the US and South Korea, are responding is predictable, but also all part of the game. But North Korea is not, for the next decade or more, a threat to South Korea or anyone else. They are or have shipped a publicly stated <a href="https://www.businessinsider.com/russia-getting-one-million-artillery-shells-from-north-korea-ukraine-2024-2" target="_blank">1,000,000 artillery shells to Russia</a>, </span><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">depleting their own stocks to the point of severely limiting any offensive capability they may have had. That probably represents most of a decade’s production capacity for North Korea, or at a minimum, has diluted stockpiles to the point that sustained warfare with South Korea and the United States is not achievable, and Kim knows it. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Middle East</b> </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">To be sure, some aspects of the global order are coming apart. Out of this “coming apart” will come a new set of global assumptions and alignments. For example, the presumption of Israeli immunity from human rights scrutiny and sanction. We are in a transition period in which the questioning of Israeli actions in Gaza and the West Bank (and elsewhere) invites being labelled antisemitic. That will change, especially as those who do criticise Israeli policy and actions will do so, having prefaced their statements with a standard caveat that they are talking about the policies and actions of a secular government and not the actions of a religion. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">This will result in a realignment of relationships between the Middle East, Europe and Asia, though the relationship with the US will not fundamentally change. But the rule of the right-wing parties in Israel is coming to an end, and unrestricted exploitation and oppression of West Bank Palestinians will be curtailed in the coming years. This will not be driven by any Israeli awakening to the plight of the Palestinians but will come from a recognition that large-scale consumer-driven boycotts of Israeli goods and Israel as a tourist destination will not be balanced by any increases in foreign aid. Israeli strategic thinkers should probably consider the implications of an economy more isolated and with lower foreign investment and aid. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Attacks on US forces in the Middle East are nothing new. Deaths of American forces is nothing new. But the idea that the US is too distracted to respond is already being disproven, and even before American retaliation, at least one Iranian proxy group publicly stated that they would not be attacking American forces any longer. They understand the potential cost. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">There are almost too many potential conflicts in the wider Middle East to enumerate, with Iran, Saudi Arabia, Pakistan, Iraq, and Turkey each holding overlapping antagonisms with each other and with internal factions and ethnic groups within each. Any of these could “blow up” into wars significant enough to drag in belligerents from outside the region.</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Migration </b></span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Migration will continue to be a common-values-stressing problem, and it will only grow over the coming decade. Arguments for open borders (in Europe) and closed borders (in America) will be met by the reality that a certain number of migrants will be needed in both continental masses simply to look after the ageing populations that do not have younger cohorts coming through to take over the responsibilities historically performed by the next generation. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Yet managing the flow of migrants will be a challenge that to date has been failed by almost all. It is a challenge that will only grow in severity. There is no question that crises spur migration, whether natural disasters or civil conflict, or either one leading to the other. <a href="https://guardian.ng/news/2022-world-population-day-nigeria-may-hit-400-million-by-2050-unfpa/" target="_blank">Nigeria</a>,</span><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"> as one example among many potential examples, is projected to have its population grow from 200 million today to 400 million by 2050. That number of people in that environment is unsustainable. Should 1% decide to migrate, one out of one hundred people, that represents four million migrants. Where will they go? How will they get there? And even if those two are decided, will they be accepted or even allowed to reach their destination. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">In Bangladesh today, the <a href="https://www.hrw.org/news/2023/07/13/bangladesh-spiraling-violence-against-rohingya-refugees" target="_blank">Rohingya</a></span><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"> fleeing Myanmar are being attacked by those who do not want them to encroach on an already overburdened environment. How will Nigerians, or any others, fair in lands that are inhospitable by nature and unwelcoming by the current inhabitants?</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Another danger, closer to Europe, I would posit, is Egypt, with 100 million people living along a single river (effectively). Should 2%, or two out of one hundred people, decide to migrate to Europe in a crisis, that is two million migrants, a volume that will overwhelm any attempts to contain it short of sinking the boats (an ugly but possible worst-case scenario).</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">The migration issue will transition to how to manage migration, both attracting the desirable and dissuading those on the desirable professions' lists (doctors, nurses, caregivers, IT professionals, skilled professionals, etc). That will require a twofold approach: draconian laws to repatriate illegal migrants coupled with far stronger messaging in the source countries and massively larger foreign aid and development programmes. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Climate </b></span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Overlay Climate Change onto this mix and the urgency of transition, and the level of interventions required to stabilise migrant-source countries will take on a greater urgency. Will Western developed powers be up to the challenge? Eventually, yes. As Churchill famously said about the US (and now applies to all developed nations), “They can be relied upon to do the right thing, after exhausting every alternative”. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">This is not to suggest that there will not be unexpected traumas and events. That most certainly will happen. And we will not be prepared, no matter how much planning takes place. But the inherent resiliency of global systems, and the excess capacity built-in (yes, there is plenty) will ensure that responses will take place and the greatest possible damage will be averted. That is at the macro level. At the local or regional level, we should expect some catastrophic events. Indeed, many are predictable. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Too many parts of the world are in crisis and under remarkable stress. There are also areas which appear to be functioning but are stressing the underlying capacity of the environment to support the regional systems, cultures, economies, and food production capacity. Some of these are going to suffer catastrophic collapses in the coming decade. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Yet, to be cold-blooded about this, the collapses will be “local” and not the entire world or “civilisation” impacting, though our humanity may be challenged. Population growth expectations for some countries are unsustainable in almost any imagined scenario, yet the demographics are "baked in". And some of these countries are in environmentally challenged situations already. The Sahel is one such area, and we are already seeing the strains caused by climate disruption coupled with civil war in a "'which came first” situation. It will only get worse. And it will drive local, regional, and extra-regional migration. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Other parts of the world will (are already) be impacted by Climate Change. In Greece, the idea of summer has become synonymous with the idea of a “fire season". How much more will burn this year? And that problem is going to come home to much of the developed world. Terrible as it will be, it will not result in a societal or social collapse. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Aquifer depletion</b> </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Depletion of aquifers around the world creates localised threats should rain patterns change along with the climate. We should be clear that aquifers are being depleted because the agricultural and urban loads already far exceed the environmental carrying capacity of their locations. “<a href="https://gracefo.jpl.nasa.gov/resources/48/map-of-groundwater-storage-trends-for-earths-37-largest-aquifers/" target="_blank">A map of groundwater </a>storage trends for Earth's 37 largest aquifers using GRACE data, showing depletion and replenishment in millimeters of water per year. Twenty-one aquifers have exceeded sustainability tipping points and are being depleted, and 13 of these are considered significantly distressed, threatening regional water security and resilience.” </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Disruptions or changes in rainfall patterns, even for a season, could create self-reinforcing cycles of localised environmental collapse and resulting social pressures, including forced migration of large populations from those no-longer-viable locations and regions. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">The specific areas of my own concern are the plains of northern India, whose aquifers have seen such exploitation that the drop in the ground level is measurable by satellite. Depletion of the sources of the Ganges coupled with groundwater depletion could have far-ranging negative impacts on crop production. Couple that with a Climate change-induced change in the timing and/or strength of the monsoons and one or more years of very bad harvests could put millions in danger. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;"><b>Optimism </b></span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">But there is so much that we should also consider on the positive side. Humanity is probably the ultimate adaptable species; in that we can develop and evolve technology and governance systems to see us through calamities. If anything, the very potential Malthusian risks to parts of the world today are the same problems that were deferred by the “green revolution” of the 1060s and 1970s. We postponed that crisis, but for how long? </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Climate Change will be mitigated, though we cannot say at what cost. Fossil fuel will be phased out over the coming decades and become a niche fuel source for non-transport needs. Solar, wind, and very soon SMR (Small Modular Reactor) technology will fill the electricity production space currently filled by coal, oil, and natural gas. Not completely, but by the middle of the century, the existing non-renewable power production facilities will be awaiting decommissioning. </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">In the area of healthcare, the revolution is only beginning. AI and genomics are revolutionising medicine, and coupled with the concept of mass personalisation in manufacturing and marketing, it will not be long before personalised treatment and personalised preventive treatment become, in the developed world, the norm. The reduction in burden that this will have on healthcare systems will free resources to care for the great wave of active elderly (of which I hope to be one). </span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">The world is changing. Rapidly. But that does not mean it is falling apart, or that it will fall apart. </span><br style="background-color: white; color: #222222;" /></span><p><span style="font-family: arial;"><span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">I hope. </span> </span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-8134587006882179332024-01-13T13:42:00.005+01:002024-01-20T08:20:04.472+01:00Catymodo and a good start to 2024<div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{165}" paraid="907351774" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">New Year’s Eve and we were off to feed the cats at the Chalkeon Church. We've been feeding a colony of constantly changing size for the past three years. That night, one was </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">missing;</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Mandarin. But this is nothing new as he is not a 100% attendee cat. But the other cats were disturbed, and there was a crying cat in the churchyard. When we did see him, he was on the top of the church, having climbed the scaffolding that had been put up around the structure for repairs and renovation.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{171}" paraid="1292520765" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{175}" paraid="1707934631" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">It was fascinating to watch the other cats, all of whom were keenly interested in his plight, and were watching him and us. They left their feeding area and went to stare up at him and in some cases, call out to him as well. It was heartwarming to see them caring about their cousin and colony-mate.</span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{181}" paraid="857933321" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{185}" paraid="1403534504" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">No way was that cat coming down. Francoise and I</span></span><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> went to the Zeus is Loose Hotel that overlooks the church, and the woman at the front desk called to fire department for us. Is the cat trapped (as in, has something fallen on it, or can it not move and is in pain)? No, the cat was stuck on the roof but </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">can</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> walk around. “Leave the cat, if they can get up, they can get down” was the message, with no interest in </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">actually doing</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> anything. They also said that we should not call the cat, as to do so would make the cat want to come and would stress the cat more than it already was. Not the most encouraging message, but we did leave it at that.</span></span><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{191}" paraid="219212062" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{195}" paraid="1000899231" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">So</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> we left the cat there and worried about the cat through the midnight fireworks. </span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{201}" paraid="1782549312" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{205}" paraid="465071287" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The next day, New Year’s, the cat was still up there, and there was nothing we could do. He </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">wasn’t</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in distress, other than being stuck on a roof. We had to leave him there again.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{211}" paraid="656895062" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{215}" paraid="1140087166" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">We did watch for </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">him and</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> could see that he seemed healthy and not out of energy.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{221}" paraid="652443664" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{225}" paraid="959852208" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">By the third day, we were getting quite worried. The Fire Department had a truck parked at the Christmas fair in </span><span class="NormalTextRun SpellingErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iNXB4IiBoZWlnaHQ9IjRweCIgdmlld0JveD0iMCAwIDUgNCIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4KICAgIDwhLS0gR2VuZXJhdG9yOiBTa2V0Y2ggNTYuMiAoODE2NzIpIC0gaHR0cHM6Ly9za2V0Y2guY29tIC0tPgogICAgPHRpdGxlPnNwZWxsaW5nX3NxdWlnZ2xlPC90aXRsZT4KICAgIDxkZXNjPkNyZWF0ZWQgd2l0aCBTa2V0Y2guPC9kZXNjPgogICAgPGcgaWQ9IkZsYWdzIiBzdHJva2U9Im5vbmUiIHN0cm9rZS13aWR0aD0iMSIgZmlsbD0ibm9uZSIgZmlsbC1ydWxlPSJldmVub2RkIj4KICAgICAgICA8ZyB0cmFuc2Zvcm09InRyYW5zbGF0ZSgtMTAxMC4wMDAwMDAsIC0yOTYuMDAwMDAwKSIgaWQ9InNwZWxsaW5nX3NxdWlnZ2xlIj4KICAgICAgICAgICAgPGcgdHJhbnNmb3JtPSJ0cmFuc2xhdGUoMTAxMC4wMDAwMDAsIDI5Ni4wMDAwMDApIj4KICAgICAgICAgICAgICAgIDxwYXRoIGQ9Ik0wLDMgQzEuMjUsMyAxLjI1LDEgMi41LDEgQzMuNzUsMSAzLjc1LDMgNSwzIiBpZD0iUGF0aCIgc3Ryb2tlPSIjRUIwMDAwIiBzdHJva2Utd2lkdGg9IjEiPjwvcGF0aD4KICAgICAgICAgICAgICAgIDxyZWN0IGlkPSJSZWN0YW5nbGUiIHg9IjAiIHk9IjAiIHdpZHRoPSI1IiBoZWlnaHQ9IjQiPjwvcmVjdD4KICAgICAgICAgICAgPC9nPgogICAgICAgIDwvZz4KICAgIDwvZz4KPC9zdmc+')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Aristotelou</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Park in front of us, so Francoise suggested I wander over and ask them for help. Same story, the cat will find its way down. But it has been there for two nights and has not found its way down. </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Basically, “</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Not our problem” and they were going to do nothing. </span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{231}" paraid="1764054873" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{235}" paraid="1566312527" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I informed them that I would have to go up and get the cat myself. They told me that if I was</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> going to do that, I should call the Fire Department so they could send someone to give me first aid should I fall from the building (or stop me from doing that).</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{241}" paraid="368805750" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{245}" paraid="1267367382" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The hotel rang the Fire Department again, and the same story. I came close to losing my temper.</span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{251}" paraid="922434798" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{2a191cb1-f6af-4672-b5a5-1cfad4549a3d}{255}" paraid="38849844" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Nicoletta (another local cat-lover) sent us the Facebook link for Animal Rescue and Protection Thessaloniki. I rang that person, who said that yes, he could come at 5:00 – 5:30 in the evening, with a trap, to capture the cat. Okay, so we had a plan. </span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{6}" paraid="1436397188" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{10}" paraid="604898781" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But in the evening when we went to feed the cats, the Animal Rescue guy did not show up, did not answer his phone, </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">basically silence</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Options were running out. We </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">couldn’t</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> see the cat, and whistling did not get him to show his face. We wandered around the church looking for </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">him, but</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> could not find him. </span></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{10}" paraid="604898781" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{10}" paraid="604898781" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I then went back to the hotel, and with binoculars, went to the 7th-floor</span></span><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> bar that overlooks the park and church. </span><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">I was not able to find him. The manager of the bar/hotel came up to me and asked what I was doing. Many apologies and explanations, and a fortuitously timed call from Francoise telling me that they found the cat – still on the roof - all was accepted. The manager was happy with my explanation and told me that they feed two cats at the hotel also – something everyone at the hotel wants to tell us...</span><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{10}" paraid="604898781" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{10}" paraid="604898781" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;">While I was looking from the hotel, Francoise and </span><span style="font-size: 13.3333px;">Nicoletta were</span><span color="windowtext" style="background-color: transparent; font-size: 10pt;"> searching for the cat with the flashlight. He saw the light playing on the walls and stuck his head out, looking at Francoise. That was when she called me to say they had found him</span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{20}" paraid="572296514" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{24}" paraid="55722992" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: center; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9f8fwmV7CUPQ0wcrrujXDygJA-DaULwz_pm-8do8GP65BIKCxAcURFuav1l8-JwgJTs-dRvnouJHRYmCUY_mCXnLeCww1tptTI363kbC4lU-mnxai4LI1TYLeZBhrgSv2OQMIOQ7Wal43RWApbIaYiqhVIcOs507HxVmBd5NPAhVpvU3KRVZ4q1KD8aE/s4000/Catymodo%20-%201.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9f8fwmV7CUPQ0wcrrujXDygJA-DaULwz_pm-8do8GP65BIKCxAcURFuav1l8-JwgJTs-dRvnouJHRYmCUY_mCXnLeCww1tptTI363kbC4lU-mnxai4LI1TYLeZBhrgSv2OQMIOQ7Wal43RWApbIaYiqhVIcOs507HxVmBd5NPAhVpvU3KRVZ4q1KD8aE/w300-h400/Catymodo%20-%201.jpg" width="300" /></a></div><br /><span class="LineBreakBlob BlobObject DragDrop SCXW185214119 BCX0" face="WordVisiCarriageReturn_MSFontService, Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"><br class="SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; text-wrap: nowrap; user-select: text;" /></span><span class="TextRun EmptyTextRun SCXW185214119 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span><p></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{29}" paraid="58553364" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And there he was, the “Hunchback of Chalkeon</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">” - AKA Catymodo.</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{35}" paraid="1457824127" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{39}" paraid="425267164" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The churchyard was locked up. So eventually I climbed over the locked churchyard gate and took food and the cat carrier and went to the scaffolding. It became clear to me that without a real trap, there was no way that the cat was going to come near the carrier, and even if he did, there would be no way to seal the carrier with him in it; he would bolt too quickly.</span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> The carrier was left on the first level of the scaffolding.</span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{45}" paraid="277363108" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{49}" paraid="1353051215" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I’m</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> not a fan of heights, so it was </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">pretty amazing</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that I was able to climb up there with no problem, The mesh around the scaffolding </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provided</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a sense of limited space, and the buttressing of the scaffolding </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provided</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a sense that it was “built to last</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”,</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> so to speak.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> Nonetheless, the best strategy seemed to be to focus no further than the scaffolding itself, and not allow my eyes to enjoy what otherwise should have been a fine view.</span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{55}" paraid="530044249" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{59}" paraid="1791464175" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So instead, I left a plate of wet food</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for the </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">cat, and</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> climbed down the scaffolding. </span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{65}" paraid="414911445" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{69}" paraid="276440018" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The following morning I collected a trap from </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iNXB4IiBoZWlnaHQ9IjNweCIgdmlld0JveD0iMCAwIDUgMyIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4KICAgIDwhLS0gR2VuZXJhdG9yOiBTa2V0Y2ggNTUuMiAoNzgxODEpIC0gaHR0cHM6Ly9za2V0Y2hhcHAuY29tIC0tPgogICAgPHRpdGxlPmdyYW1tYXJfZG91YmxlX2xpbmU8L3RpdGxlPgogICAgPGRlc2M+Q3JlYXRlZCB3aXRoIFNrZXRjaC48L2Rlc2M+CiAgICA8ZyBpZD0iZ3JhbW1hcl9kb3VibGVfbGluZSIgc3Ryb2tlPSJub25lIiBzdHJva2Utd2lkdGg9IjEiIGZpbGw9Im5vbmUiIGZpbGwtcnVsZT0iZXZlbm9kZCIgc3Ryb2tlLWxpbmVjYXA9InJvdW5kIj4KICAgICAgICA8ZyBpZD0iR3JhbW1hci1UaWxlLUNvcHkiIHN0cm9rZT0iIzMzNTVGRiI+CiAgICAgICAgICAgIDxwYXRoIGQ9Ik0wLDAuNSBMNSwwLjUiIGlkPSJMaW5lLTItQ29weS0xMCI+PC9wYXRoPgogICAgICAgICAgICA8cGF0aCBkPSJNMCwyLjUgTDUsMi41IiBpZD0iTGluZS0yLUNvcHktMTEiPjwvcGF0aD4KICAgICAgICA8L2c+CiAgICA8L2c+Cjwvc3ZnPg==')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Nicoletta</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and we headed to the church</span></span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{85}" paraid="1743587147" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{89}" paraid="360704285" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I walked over and down the stairs into the churchyard, around the building to the side where three people were standing looking like </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">archaeologists</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> or </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">engineers, and</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> said “Kali </span><span class="NormalTextRun SpellingErrorV2Themed SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">mera</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I’m</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> here to rescue the cat</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”. Simply matter of fact, that's why I'm here, and I'm going up there.</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> They looked at me and were sort of, okay. Not a question. But I did explain that the cat was on the roof and had been there for three days. Nods all around, and up I went.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{115}" paraid="971841628" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{119}" paraid="181748399" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Trap set. </span></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{119}" paraid="181748399" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{119}" paraid="181748399" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">There was </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">nothing to do then except wait. He was sleeping on the other side of the church roof, so </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">we</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> let sleeping cats lie.</span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">A little later, through binoculars, he was clear to be seen walking around the top copula, so he was </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">alright</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span></span><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{135}" paraid="548486063" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{139}" paraid="599219544" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">A sudden flurry of messages came in saying that the cat was in the cage, and off Francoise and I were to get him down from the roof. Into the churchyard, and up the scaffolding. Sure enough, </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">he was</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> there in the trap, scared as can be. I</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">’m</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> not too much better knowing that I </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">have to</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> get the cage down again, with a hefty cat in it. He was thrashing around making carrying and maneuvering the trap a little more difficult than it needed to be. </span></span><span style="font-size: 13.3333px;">Interestingly, a gentle word and there was not a sound out of him the entire trip down from the roof.</span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{139}" paraid="599219544" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{139}" paraid="599219544" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Down we came, and then around to the back of the church, to a spot where Francoise could video the experience from the fence, and boom, he was out of the trap and running. </span></span><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{155}" paraid="815171158" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{159}" paraid="1420405389" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Gone. But not for long. Sure enough, he was back with the colony that evening, hungry and bossy, with the only trauma being a couple of missed meals. </span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW185214119 BCX0" paraeid="{c08a0863-9b18-43e0-be45-c6e5a044bf53}{165}" paraid="972600023" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW185214119 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW185214119 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><p><span class="TextRun SCXW185214119 BCX0" color="windowtext" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">All in all</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I’d</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> say </span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a pretty good</span><span class="NormalTextRun SCXW185214119 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> start to the year (for us and the cat at least).</span></span><span class="EOP SCXW185214119 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span> </p><p><br /></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com1tag:blogger.com,1999:blog-9004054568791616577.post-61483786859618370922024-01-13T10:08:00.002+01:002024-01-13T10:08:48.986+01:00We'll do Your Job and take the Blame<div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" paraeid="{a94e29cc-4a7b-4bbf-8350-2a499d5a8162}{231}" paraid="662880946" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">In a beautiful example of “we'll do your job and take the blame</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”,</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> yesterday the US, UK, and with support from a host of other countries, bombed Yemen; the “Houthi rebels” to be precise – or </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">that's</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> what we call them. They </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably call</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> themselves the legitimate government of a </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">portion</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of Yemen. Why are we doing someone else's job?</span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{f1567c7c-5f33-4373-9542-f309de59881d}{5}" paraid="14350367" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{f1567c7c-5f33-4373-9542-f309de59881d}{16}" paraid="387973402" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Shouldn't the Gulf states and China be involved in this beyond just words? In fact, it would be nice is China would at least join with words.</span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{1b94c587-886b-4c35-9236-aa48f1047fb3}{49}" paraid="981037614" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{1b94c587-886b-4c35-9236-aa48f1047fb3}{60}" paraid="1447160649" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Did the Houthis deserve to be thumped? Probably. Blocking an international waterway that is so vital to international trade is not a wise idea. There are too many vested interests in an open waterway, and the petulant behaviour of one group in trying to block it was never going to end in anything other than tears. </span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{999d39a1-9ac1-4630-80c0-308cc283a9c3}{125}" paraid="1197136056" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{999d39a1-9ac1-4630-80c0-308cc283a9c3}{135}" paraid="269418125" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">There is a long history of ensuring freedom of transit of vital waterways. Even the Panama Canal, originally conceived and started by the French and completed by the Americans, is open by international treaties and founding documents. Even the US Navy paid the Panama Canal Commission for transit at the same rate paid by all other ships, regardless of nationality. That </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">remains</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the case today, with the Panama Canal under the </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">sovereignty</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of the Panamanian government as a nation. </span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{ac794b6b-2092-4c22-97ca-0715648e8bd5}{223}" paraid="1581554042" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{ac794b6b-2092-4c22-97ca-0715648e8bd5}{234}" paraid="286272407" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Anti-piracy campaigns also have a long history, going back even to a young Julius Ceasar. When captured by pirates he first to them that the ransom they demanded for his release was too low, and then told them that when released he would raise a fleet and eradicate them. He was good to his word.</span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{3c9a6013-32d0-4a21-bf84-5d21f1fc9284}{120}" paraid="2086674730" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{3c9a6013-32d0-4a21-bf84-5d21f1fc9284}{130}" paraid="1994902131" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Today, something around 12% of global trade passes through the Red Sea (and 30% of world container </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">traffic</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">) on its way to and from the Suez Canal and Europe. Where does that come from?</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">The vast majority o</span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">f</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> it comes from the Gulf states in the form of oil, or from China (and slightly less, Japan). These are the countries that need to Red Sea to be open. If it is closed to traffic, something like 8500 km is added to the trip to round the Horn of Africa. Oh, and three weeks is added to the journey. That adds significant transport costs and buggers up supply chains (where have we heard that before).</span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{f53266ca-abf0-457f-9e19-5e41dc08272c}{6}" paraid="375426743" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{f53266ca-abf0-457f-9e19-5e41dc08272c}{16}" paraid="866171366" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Therefore, the economic pain of a closed Red Sea falls on both the consumers (Europe mostly) and the suppliers (China, </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Japan,</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and the Gulf states). But the US gets the honour, with the UK, of doing the bombing to keep the Red Sea open.</span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{cbe37a69-6733-4225-97da-9df5524963da}{93}" paraid="1236808588" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{cbe37a69-6733-4225-97da-9df5524963da}{104}" paraid="522864801" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Or as Tony called it yesterday; “Operation </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">distract</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> from Palestine".</span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{1497583f-8953-459d-b12f-178f608ec306}{203}" paraid="1285550510" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{1497583f-8953-459d-b12f-178f608ec306}{203}" paraid="1285550510" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW89336867 BCX0" data-contrast="none" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: arial; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Not quite true</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, but that is one of the image problems that Washington is going to have with the latest set of bombings. While </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably completely</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> justified, Washington should also have gotten China to publicly endorse the actions, as they did with Japan. Without that, China gets the benefits of having all their "Yellow Rubber Duckies” delivered, </span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">almost on</span><span class="NormalTextRun SCXW89336867 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> time, without any negative public response to how the “on time” is ensured.</span></span><span class="EOP SCXW89336867 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span><span style="background-color: transparent; font-family: arial;"> </span></p><p class="Paragraph SCXW89336867 BCX0" lang="EN-GB" paraeid="{1497583f-8953-459d-b12f-178f608ec306}{203}" paraid="1285550510" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-74931193764285311062023-12-18T07:59:00.001+01:002023-12-18T07:59:21.575+01:00"Own-goal War Crime"?<p><span style="font-family: helvetica;">We've all heard of an "own goal". What about an "own-goal war crime"?</span></p><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{0fa14103-984e-4bce-928e-acafd5a95b99}{83}" paraid="1480061253" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><span style="font-family: helvetica;"><br /></span></span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{0fa14103-984e-4bce-928e-acafd5a95b99}{83}" paraid="1480061253" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Israel managed to, as a headline said, “While attempting to commit a war crime, instead committed a </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">tragedy</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> That might be a bit harsh, but only a bit. Three Israeli hostages managed, somehow, to approach the Israeli lines, shirtless and waving a makeshift white flag, should “help</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> They were gunned down and killed. </span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{f045fa0a-cc13-48e4-a3e2-fa93839e444a}{202}" paraid="461243601" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{f045fa0a-cc13-48e4-a3e2-fa93839e444a}{212}" paraid="2070294124" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Yes, it is a tragedy. But this cannot be the only such case. The difference is that this suggests that there have been other events just like it, but happening to Palestinians, who seeking protection or surrender, were </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably gunned</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> down by Israeli soldiers bent on revenge against </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">any and all</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Palestinians. Certainly, there were cases in Iraq and Afghanistan of “unarmed civilians” pretending to surrender while carrying explosives with the goal of reaching enemy lines and killing themselves and occupiers at the same time.</span></span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{f045fa0a-cc13-48e4-a3e2-fa93839e444a}{212}" paraid="2070294124" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{f045fa0a-cc13-48e4-a3e2-fa93839e444a}{212}" paraid="2070294124" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">These killings do not happen in a void. This happens when the opponent has been dehumanised and when, through actions and/or words, leadership makes it perfectly clear that the committing of war crimes is acceptable.</span></span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{343c82a0-dc02-4632-b04d-f73dba269133}{10}" paraid="1467848144" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{343c82a0-dc02-4632-b04d-f73dba269133}{1}" paraid="1073166515" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But if we are to believe Israel’s own statements, these were shirtless individuals waving a white flag. If they were combatants, then it was a war crime to murder them in the act of surrendering. If they were civilians seeking protection, then murdering them was a war crime. If they were shirtless, then the “easy” thing to do would be to allow them to approach to a safe distance and have them lie down until it was safe enough to </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">determine</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that they </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iMTBweCIgaGVpZ2h0PSIycHgiIHZpZXdCb3g9IjAgMCAxMCAyIiB2ZXJzaW9uPSIxLjEiIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIgeG1sbnM6eGxpbms9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkveGxpbmsiPgogICAgPCEtLSBHZW5lcmF0b3I6IFNrZXRjaCA1Ny4xICg4MzA4OCkgLSBodHRwczovL3NrZXRjaC5jb20gLS0+CiAgICA8dGl0bGU+aW5zaWdodF90ZXh0dXJlPC90aXRsZT4KICAgIDxkZXNjPkNyZWF0ZWQgd2l0aCBTa2V0Y2guPC9kZXNjPgogICAgPGcgaWQ9Imluc2lnaHRfdGV4dHVyZSIgc3Ryb2tlPSJub25lIiBzdHJva2Utd2lkdGg9IjEiIGZpbGw9Im5vbmUiIGZpbGwtcnVsZT0iZXZlbm9kZCI+CiAgICAgICAgPGcgaWQ9Ikdyb3VwLTItQ29weSI+CiAgICAgICAgICAgIDxyZWN0IGlkPSJSZWN0YW5nbGUiIHg9IjAiIHk9IjAiIHdpZHRoPSIxMCIgaGVpZ2h0PSIyIj48L3JlY3Q+CiAgICAgICAgICAgIDxwYXRoIGQ9Ik0xLDEgTDUsMSIgaWQ9IkxpbmUtNCIgc3Ryb2tlPSIjNzE2MEU4IiBzdHJva2Utd2lkdGg9IjIiIHN0cm9rZS1saW5lY2FwPSJyb3VuZCI+PC9wYXRoPgogICAgICAgIDwvZz4KICAgIDwvZz4KPC9zdmc+')); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">actually were</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> unarmed and not carrying explosives or </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">other</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> weapons. That would also have given the three the chance to speak to their compatriots in Hebrew or in terms that would have been understood by the Israeli soldiers.</span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{7e7657bb-fd86-4f23-b1d5-fbec49c573eb}{118}" paraid="325568771" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{7e7657bb-fd86-4f23-b1d5-fbec49c573eb}{128}" paraid="796533369" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">What happened was a war crime, plain and simple. It will be “investigated” by the very criminals who have ordered or condoned such war crimes, and it will be found that a tragic mistake occurred, so sad. </span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{ed4b11c1-c3bb-4c45-b503-985b76127013}{144}" paraid="279632378" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{ed4b11c1-c3bb-4c45-b503-985b76127013}{155}" paraid="97911307" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But none of the other cases will be investigated, not by the Israeli authorities or by any other authority that would be recognised. Israel </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">doesn’t</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> work that way, and it is not held to any international norms that other countries are held to. War crimes committed by instruments of the state of Israel are ignored, and the state suffers no consequences, such as the curtailment of visas, sanctions, or even the slightest reduction of “aid” money that will be used to bolster exactly those instruments of the state that are perpetrating the war crimes.</span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{e6ac8039-8b0d-4a65-8a69-7fbec042bed0}{128}" paraid="1009414592" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{e6ac8039-8b0d-4a65-8a69-7fbec042bed0}{138}" paraid="2058872952" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The double standard is sickening.</span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{c4eaa5e5-8dc6-4b55-aac2-7be03cf8e253}{25}" paraid="1148914445" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{c4eaa5e5-8dc6-4b55-aac2-7be03cf8e253}{35}" paraid="1394567463" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But again, to say so is to invite being labelled “antisemitic” and potentially to suffer other consequences. Authoritarian states, and in this I include the United States, are </span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">very good</span><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> at not-so-subtle coercion and restriction of free thought or speech. The easiest way is to label someone and then ignore that you did. The label will stick with just enough people to become a stigma, a stain not easily washed off.</span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{88d8a709-0583-4661-a262-54d2a1138efa}{152}" paraid="331095671" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{88d8a709-0583-4661-a262-54d2a1138efa}{162}" paraid="1638909510" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Meanwhile, those in power, in fear of being labelled, continue to vote for money and protection to and for a state that flagrantly violates international norms, engaging in ethnic cleansing on a massive scale. And those in power need the stigma of “antisemitism” to be available to stick to any opponent as a way of negatively labelling those who would hold them to account for their support of war crimes and genocide.</span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{1db9c212-76c2-48cc-9b4f-5aed392c116c}{1}" paraid="156453201" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW11940430 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{1db9c212-76c2-48cc-9b4f-5aed392c116c}{12}" paraid="1164988709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW11940430 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">What happened in Gaza is made possible by proven absolute "immunity" and the ongoing demonstrations of active support for the instruments of the state of Israel by those who fund that state.</span><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{1db9c212-76c2-48cc-9b4f-5aed392c116c}{12}" paraid="1164988709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><span style="font-family: helvetica;"><br /></span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{1db9c212-76c2-48cc-9b4f-5aed392c116c}{12}" paraid="1164988709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW11940430 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><span style="font-family: helvetica;">The instruments of the state of Israel engage in war crimes because they know they can. This time they committed a war crime against themselves, and even that will go unpunished.</span></span></p><p class="Paragraph SCXW11940430 BCX0" lang="EN-GB" paraeid="{1db9c212-76c2-48cc-9b4f-5aed392c116c}{12}" paraid="1164988709" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-29189245557945944932023-12-13T08:39:00.003+01:002023-12-14T08:35:43.761+01:00Jack Smith & SCOTUS: Heads Trump loses, Tails Trump loses<div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{33da70d9-c763-41ed-8fb2-5ae424556233}{82}" paraid="918172939" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;">Jack Smith has gone directly to the Supreme Court to test Trump's claims of immunity as President and after leaving office. This is a </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;">two-edged</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;"> sword for Trump. If he succeeds and a bogus SCOTUS grants him immunity, then there are no legal boundaries to stop Biden from declaring Trump a danger to the nation and locking him up, denying him bail, and throwing away the key. </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;">After all, Biden</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;"> will have absolute </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;">immunity</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none; margin: 0px; padding: 0px; user-select: text;"> under the Trumpian doctrine.</span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{a4839e1e-1111-4566-a00f-ad74c8ed0940}{194}" paraid="429939255" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{a4839e1e-1111-4566-a00f-ad74c8ed0940}{194}" paraid="429939255" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And there seems to be plenty of evidence to suggest that Trump has committed #TRE45ON on a massive scale, not least from his closed-door session with his handler in Helsinki, his attempt to overthrow the Consitution, and most recently with his "handling" of highly classified documents.</span></span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{87896697-0242-43b9-8686-53339895dc76}{226}" paraid="1891993740" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{87896697-0242-43b9-8686-53339895dc76}{216}" paraid="653230582" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And if the SCOTUS upholds the idea that no person is above the law and that Presidents are not kings, then Trump is truly screwed. The court cases in </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">federal</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and state courts will go ahead, and he will effectively be out of delaying tactics in at least one or two of the cases against him. Owning a judge in the Mar a Lago case may help delay things, but not forever. The Georgia case will go ahead, and that is the most scary one for him, as even if he Is elected, he cannot pardon himself for a state-level conviction, and in Georgia, even the governor cannot pardon someone until they have served at least five years of their sentence.</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{c539c1a1-9380-44b7-adea-de96f6263c6c}{155}" paraid="1229093105" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{c539c1a1-9380-44b7-adea-de96f6263c6c}{165}" paraid="127354234" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But imagine if the SCOTUS declares that Trump does have </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">immunity</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">?</span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> The gloves can then come off. Trump thinks that this will be his "get out of jail free" card. Instead, it is his "go directly to jail, do not collect $200" card.</span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{80698ebe-dff1-4ebb-accc-0640d24310e9}{125}" paraid="1428067686" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{80698ebe-dff1-4ebb-accc-0640d24310e9}{136}" paraid="2093644890" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">So the SCOTUS finds that a sitting President is above the law and can never be tried. Sounds great. Biden declares Trump an “enemy combatant” as they did with José Padilla (also known as Abdullah al-Muhajir). Locks him up as a “material witness” to the events of January 6, 2021, and then basically throws away the key. And all of that done “legally”, and not able to be challenged because, well, because of Presidential Immunity.</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{80698ebe-dff1-4ebb-accc-0640d24310e9}{136}" paraid="2093644890" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{80698ebe-dff1-4ebb-accc-0640d24310e9}{136}" paraid="2093644890" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;">Now, the Pedilla case was probably one of the worst abuses of legal authority against an American citizen. He was arrested on American soil, deprived of any of his constitutional rights, and effectively locked up until he dies or serves out a 21-year sentence imposed as retribution for daring to assert his rights. Oh, and for being poor, Hispanic, and, worst of all, a convert to Islam. Seem that all of these factors make the mirroring of his fate on Trump all the more attractive.</span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{cb0a0709-f03e-48a3-8ae8-418ed35f54db}{217}" paraid="1287774424" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{cb0a0709-f03e-48a3-8ae8-418ed35f54db}{178}" paraid="663012341" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The wording from the Padilla Wikipedia entry (accessed today) could be used with a few edits.</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{44f41c77-127f-4227-98f9-547dda266612}{245}" paraid="1652726107" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Times New Roman"; font-size: medium; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{1d92825c-f4c0-4c06-a816-35173f46119a}{119}" paraid="499484564" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif;"><span style="font-size: 13.3333px;">--------------------------------------------</span></span></p></div></div><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{49}" paraid="918565797" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{49}" paraid="918565797" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">On June 9, 2002, two days before District Court Judge Michael Mukasey was to issue a ruling on the validity of continuing to hold Padilla under the material witness warrant, President George Bush issued an order to Secretary of Defense Donald Rumsfeld to detain Padilla as an "enemy combatant." Padilla was transferred to a military brig in Charleston, South Carolina, without any notice to his attorney or family. The order "legally justified" the detention using the 2001 AUMF passed in the wake of September 11, 2001, (formally "The Authorization for Use of Military Force Joint Resolution" (Public Law 107-40)) and opined that a U.S. citizen detained on U.S. soil can be classified as an enemy combatant. (This opinion is based on the decision of the United States Supreme Court in the case of Ex parte Quirin, a case involving the detention of eight German spies operating in the United States while working for Nazi Germany during World War II.)[16]</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{250}" paraid="457703548" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{03946430-bde7-49a8-9e6f-c5b9d3f460ff}{4}" paraid="2091370209" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">According to the text of the ensuing decision from the U.S. Court of Appeals for the Second Circuit, Padilla's detention as an "enemy combatant" (pursuant to the President's order) was based on the following reasons:</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{03946430-bde7-49a8-9e6f-c5b9d3f460ff}{13}" paraid="1886601028" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div></blockquote><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="ListContainerWrapper SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; position: relative; text-align: left; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{03946430-bde7-49a8-9e6f-c5b9d3f460ff}{22}" paraid="565862687" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_MSFontService, sans-serif; font-kerning: none; font-size: 10pt; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><ol><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Padilla was "closely associated with al Qaeda," a designation for loosely knit insurgent groups sharing common ideals and tactics, "with which the United States is at war";</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">he had engaged in "war-like acts, including conduct in preparation for acts of international terrorism";</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">he had intelligence that could </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">assist</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the United States in warding off future terrorist attacks; and</span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">he was a continuing threat to American security.</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li></ol></ol><p></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{1d92825c-f4c0-4c06-a816-35173f46119a}{119}" paraid="499484564" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif;"><span style="font-size: 13.3333px;">--------------------------------------------</span></span></p></div></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{18}" paraid="1716090860" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The potential Trump Wikipedia entry:</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{c83bf212-f9c9-481f-ac96-76dc4e1e8219}{219}" paraid="950327752" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{214}" paraid="374871753" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">On</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> December 24, 2023</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">, two days before District Court Judge </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Anyone</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> was to issue a ruling on the validity of continuing to hold </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Trump</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> under the material witness warrant </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">(to the January 6, </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">2021</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> events)</span></span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">, President </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Joe Biden</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> issued an order to Secretary of </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Defense</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Lloyd J. Austin III</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> to detain </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Trump</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> as an "enemy combatant." </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Trump</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> was transferred to a military brig in Charleston, South Carolina, without any notice to his attorney or family. The order "legally justified" the detention using the 2001 AUMF passed in the wake of September 11, 2001, (formally "The Authorization for Use of Military Force Joint Resolution" (Public Law 107-40)) and opined that a U.S. citizen detained on U.S. soil can be classified as an enemy combatant. (This opinion is based on the decision of the United States Supreme Court in the case of Ex </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">parte</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Quirin, a case involving the detention of eight German spies </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">operating</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in the United States while working for Nazi Germany during World War II</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">.)[</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">16]</span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{217}" paraid="689930650" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{220}" paraid="1243978196" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">According to the text of the ensuing decision from the U.S. Court of Appeals for the Second Circuit, </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Trump</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">'s detention as an "enemy combatant" (</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">pursuant to</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the President's order) was based on the following reasons:</span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{223}" paraid="1347303979" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div></div></blockquote><div class="SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; user-select: text;"><div class="ListContainerWrapper SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; position: relative; text-align: left; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{226}" paraid="1079098851" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_MSFontService, sans-serif; font-kerning: none; font-size: 10pt; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><ol><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Trump</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> was "closely associated with </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Vladimir Putin</span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">," a designation for </span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">th</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">e </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">lea</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">der of a nation</span></span><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> sharing common ideals and tactics, "with which the United States is at war";</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">he had engaged in "war-like acts, including conduct in preparation for acts of international terrorism";</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">he had intelligence that could </span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">assist</span><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the United States in warding off future attacks; and</span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">he was a continuing threat to American security.</span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li></ol></ol><p></p></div><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{11a20ed9-2d6e-4206-a995-40f144a63109}{208}" paraid="1996622998" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW40760140 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none !important; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW40760140 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; line-height: 18.3458px; margin: 0px; padding: 0px; user-select: text;"> </span><span style="background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 13.3333px;">--------------------------------------------</span></p><div class="OutlineElement Ltr SCXW40760140 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none;"><br /></span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="background-color: transparent; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 10pt; font-variant-ligatures: none;">There. See how easy that would be. And all that needs to happen to make that real is for the SCOTUS to agree with Trump that he has immunity for any acts while or after being president.</span><span style="background-color: transparent;"> </span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="background-color: transparent;"><br /></span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="background-color: transparent;">Bring it on.</span></p><p class="Paragraph SCXW40760140 BCX0" lang="EN-GB" paraeid="{49f179b5-6857-4928-a438-aed9b84d9e15}{9}" paraid="2146456436" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="background-color: transparent;"><br /></span></p></div></div></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-84256858506139531422023-11-10T13:00:00.002+01:002023-11-10T13:00:59.152+01:00Santorini, but more important, Akrotiri<div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{6c336699-08df-4dc4-b0ac-69ce18e9d0dd}{23}" paraid="1986110698" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Santorini is </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">beautiful, and</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> cries out for “panoramic” pictures. Here is </span><span class="NormalTextRun SpellingErrorV2Themed SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Oia</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> at the very northern end of the caldera, looking east and south along the front of the town.</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI 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data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{0813c8ab-c539-4fce-970e-6e7ef2b71302}{86}" paraid="1134120261" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{0813c8ab-c539-4fce-970e-6e7ef2b71302}{127}" paraid="2037362937" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This is only one of the towns perched on the rim of the caldera. Fira is the main town, and location of the <a href="https://santorini-more.com/cable-car-in-fira/" target="_blank">cable car</a> and walk from the port to the town above – only a 200-metre climb if you are silly enough to take the stairs. The views from the top are spectacular and are the main drawcard for visitors. My guess is that the cruise liners that we saw could hold 2,500 passengers each, of which most, </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">maybe 2000,</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> would visit the island for the day. On a “quiet day”, we saw three liners. On a busy day in the summer season, there could be six, seven, </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">maybe up</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to ten of these monsters. There is no way the existing infrastructure can cater for that many people, so there are two ports for visitors: one with the cable car (and donkeys, but there are moves to ban their use completely) and one that has road access for busses. </span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8d6cd3e6-018a-4d08-9423-118272ed322c}{32}" paraid="351110778" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8d6cd3e6-018a-4d08-9423-118272ed322c}{22}" paraid="2102015870" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">At night we walked along the corniche of </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Fira and</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> came to the line for the cable car for the tourists to return to their ships. Thousands of Amerikans queueing for the cable car, with the queue stretching in a vast snake down alleys and streets. There were thousands of people for a cable car that has a 1200-passenger-per-hour capacity</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. From our watching, it looked like the six gondola sets were moving at 1 trip per three to four minutes. (It is a funicular with a single cable with twelve gondolas in two groups of six each, with one set going down as the other set heads up to the town).</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8d6cd3e6-018a-4d08-9423-118272ed322c}{22}" paraid="2102015870" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8d6cd3e6-018a-4d08-9423-118272ed322c}{22}" paraid="2102015870" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;">Okay, enough of the obligatory "Santorini is beautiful" stuff.</span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{863a3287-4f2c-42bb-bedf-a0373b5df83c}{19}" paraid="906460163" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{863a3287-4f2c-42bb-bedf-a0373b5df83c}{29}" paraid="822225487" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">More importantly for me, we visited Akrotiri.</span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{36489fb3-56bc-496e-94ad-669085c8208a}{216}" paraid="1684946195" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><br /></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{36489fb3-56bc-496e-94ad-669085c8208a}{226}" paraid="803592761" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The Minoan town/city that was destroyed by the eruption of the volcano that created the caldera is </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably one</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of the most significant events in human history (in and around the Med, that is). In about 1620 BC, the volcano erupted, wiping out any civilisation on Santorini, sending an enormous tsunami across the </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Aegean</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, and </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably directly</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> causing the fall of the palace complexes in Minoan Crete. It was the end of the Minoan civilisation.</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" paraeid="{0dfb0d42-4fdf-4250-b8be-24d3a8490ddc}{121}" paraid="2100238526" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 10pt;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" paraeid="{0dfb0d42-4fdf-4250-b8be-24d3a8490ddc}{135}" paraid="1928170899" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">We visited the Prehistory Museum in Fira. What a fantastic museum. And there is so much to think about from there. It is on two floors, with the lower being dedicated to the frescos and murals found so far in Akrotiri. After going to the site, the museum was a form of completion, filling in some, but so few, of the gaps after looking at what appears to be</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a massive hanger filled with controlled rubble. </span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{9b1e6e55-95e9-4034-9952-8c4312a0514a}{75}" paraid="1219810026" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; 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font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The dagger on the left is from Akrotiri (16</span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 8pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW10034963 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">-17</span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 8pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW10034963 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> century BC), while the two on the right are from Grave Circle B in Mycenae, also from the 16</span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 8pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW10034963 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">-17</span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 8pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW10034963 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> century BC. 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-webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The museum in Fira has the frescos, some of the most beautiful to be seen anywhere in the world. </span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{d178bc39-e633-4748-8c50-2fbbb99c3793}{13}" paraid="1911941183" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{d178bc39-e633-4748-8c50-2fbbb99c3793}{23}" paraid="920572181" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I am curious about the actual population of Thera/Santorini before the eruption. The range of pottery found at Akrotiri, and the beauty of the frescos speaks to a significant population. These were not the works or production of a few people, or a few talented people in a village of 300 – 500 people. These </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">must</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> speak to a significant population with specialist classes, and trade between islands. Yet if they were big enough to trade such goods with other islands, then there must have been a big enough population of the isle to make it </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">worthwhile</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for traders to sail to or to stop by the island on their trade routes.</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{eaa4b32f-ee09-4023-8105-acca36809bc0}{100}" paraid="1358876015" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{eaa4b32f-ee09-4023-8105-acca36809bc0}{111}" paraid="938085593" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">What was the cost of that dagger? It was probably not made on Thera, so it would have been imported or bought on a trading mission from Akrotiri. Such a dagger, if manufactured on the Greek mainland in or around </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Mycenae</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, would be a high-value item for its owner. Such a dagger would speak to the wealth and authority of the owner and the ability of the owner to </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">expend</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the resources </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">required</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to gain ownership of that dagger. </span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{fd6c693c-ab66-47f3-89ea-2b540e4d861f}{23}" paraid="995775004" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{fd6c693c-ab66-47f3-89ea-2b540e4d861f}{33}" paraid="60006133" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So, an isolated village on Thera would</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> probably not</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> have been able to marshal the economic resources to </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">purchase</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that dagger. But a warrior chieftain in a productive town, managing trade and commerce between cities, on and off the island, not only could afford such a dagger, but would have needed something like that to </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">demonstrate</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> status. Maybe </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">even</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> “needing” it for </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">its</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> beauty alone. </span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{264d8e71-ae8a-4e5b-a22c-30a2919014a4}{52}" paraid="1020773918" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{264d8e71-ae8a-4e5b-a22c-30a2919014a4}{63}" paraid="958936537" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">After all, the people of Akrotiri have told us that they travelled</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. And commonly enough to paint a fresco of travel from one city to another, </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">possibly from</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> one land and culture to another. And not in a palace or on public display in a central square or public complex, but above the windows in a private home (or so the archaeologists have determined it was a private home).</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8e071732-6c97-4523-ac70-828c5f69cc46}{207}" paraid="1714840404" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{8e071732-6c97-4523-ac70-828c5f69cc46}{198}" paraid="292839299" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Likewise, the frescos. Who painted them? If it </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">was</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> an indigenous resident of Thera, it was certainly one who studied in Crete or had access to the Cretan style, access that would not have come from “books” but from seeing Cretan styles up close, probably</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> by</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> studying under a Cretan artist. 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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 325px; margin: 0px; padding: 0px; text-wrap: nowrap; user-select: text; vertical-align: baseline; width: 566px;" unselectable="on" /><span class="WACImageBorder SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; display: block; height: 325px; left: -1px; margin: 0px; padding: 0px; position: absolute; text-wrap: nowrap; top: -1px; transform: rotate(0deg); user-select: text; width: 566px;"></span></span><span class="TextRun EmptyTextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335551550":2,"335551620":2,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{cc7f0df6-52bb-4413-8693-35fa87477f3c}{31}" paraid="1728152069" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{cc7f0df6-52bb-4413-8693-35fa87477f3c}{42}" paraid="543948067" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">And what about the material for the colours? The development of a palette of colours and the associated chemicals to create each colour? While the knowledge of how to create the colours may have been well </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">established</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> elsewhere, a developed local economy with significant surpluses would be </span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">required</span><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to source and import the elements making up each colour, where such elements were not readily available in the local geology and plant life.</span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335551550":1,"335551620":1,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{90}" paraid="692991836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{100}" paraid="495763838" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">So, how many people lived on Thera/Santorini before the eruption that ended their civilisation? I have no idea. But it must have had a significant population to support the city of Akrotiri alone. And we should not assume that Akrotiri is the only such city on the island. </span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{100}" paraid="495763838" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{100}" paraid="495763838" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">In the museum, a guide said that the travelling fresco showed communication with Egypt. I'm not convinced, but then, I'm not a historian or specialist in Minoan culture and history. But the fresco to me looks more like visiting the next city along the coast, or possibly a bit further. The building styles are the same. More importantly, the landscape behind each town is mountainous, something that would never have been reported on a visit to Egypt.</span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{100}" paraid="495763838" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{5abaaebb-472a-4be9-aafe-cf9d02037938}{100}" paraid="495763838" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">If there is an argument in favour of the Egypt theory, it would be that the boats have a distinctly Egyptian look to them. But why would a society paint frescos that only depicted ships from a distant land, when they were seagoing and trading peoples themselves, with their own ship designs? They painted what they saw in front of them. </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{87}" paraid="381236211" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW10034963 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Santorini is not hugely distant from other Cycladic islands, so it would not have been isolated. Nor is it geographically different from the other islands. </span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Was this Atlantis? </span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Almost certainly, though not quite. Plato is the only source for the history of Atlantis, so the first question is whether the entire myth was a complete fabrication, a historical fantasy novel? Or were there clues and hints that he simply drew upon to create a framework for his dialogue?</span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">We know that oral traditions and history can survive for hundreds of years. The Maori of New Zealand retained and transmitted their oral histories across many generations. Moari can trace their ancestry back almost 700-900 years to one of nine voyaging canoes. Yes, nine voyaging canoes centuries in the past, and individuals today know which canoe their ancestors arrived on. Okay, there may be some "drift" in details, but oral histories carry real information that survives across centuries.</span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW10034963 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-size: 13.3333px; font-variant-ligatures: none;">Did Plato harvest themes and storylines to create his Atlantis? If he did, there is no better candidate for a city on a circular island that plunges into the sea and disappears overnight.</span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-size: 13.3333px; font-variant-ligatures: none;"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-size: 13.3333px; font-variant-ligatures: none;">Was Akrotiri the city of Atlantis? Most probably not. In fact, Akrotiri may be nothing more than the seaside retreat and port for citizens of the "real" Atlantis, formerly sited in or near the area that is now the caldera. We cannot know that, but we can look upon the frescos of Akrotiri and wonder just how many cities there were on Santorini/Thera, and how many remain to be found.</span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p><p class="Paragraph SCXW10034963 BCX0" lang="EN-GB" paraeid="{2a402910-9500-465d-8439-c6c9be9b87df}{98}" paraid="1514552836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="EOP SCXW10034963 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-36071253207219214122023-08-24T19:28:00.003+02:002023-08-25T07:28:13.252+02:00Tactically Significant? Prigozhin's death is a strategic nightmare<p><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Talk about “tactically significant</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Sure, on the battlefield, the forces fight it out for control of the Russian's first, and now second line of defence. ISW (<a href="https://understandingwar.org/backgrounder/russian-offensive-campaign-assessment-august-21-2023" target="_blank">Institute for the Study of Warfare</a>) has declared that Ukraine is making "tactically significant" breakthroughs. Okay. But I suspect an easily predicted event with longer-term consequences happened yesterday.</span></span></span></p><p><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Wagner mercenary chief Prigozhin’s aeroplane was shot out of the sky, with him and some of his top henchmen onboard. Certainly, the Russian media was saying that he was aboard. There was a second Wagner aeroplane in the air at the same time, same or similar course, and it returned to Moscow, empty, one presumes. And if it wasn’t empty on arrival, it was soon after. </span></span><span class="EOP SCXW160492913 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></span></p><p><span style="font-family: verdana;">Today, Russia has confirmed that Prigozhin's body and that of his number 2 have been identified from the ten bodies recovered from the crash.</span></p><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{77ce1928-b18e-49e8-b948-c0b6537326d6}{79}" paraid="1917806183" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">I had to remind myself last night when the news broke, that “</span><span style="white-space-collapse: collapse;">I have never killed anyone, but I have read some obituary notices with great satisfaction.</span><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">” - </span><span style="white-space-collapse: collapse;">Clarence Darrow</span><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">, I think.</span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{97f0de49-b688-476a-b3d2-9eefb8eb346d}{201}" paraid="463360407" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{97f0de49-b688-476a-b3d2-9eefb8eb346d}{211}" paraid="1329792745" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Still, that had to be the most predicted “fall from a window” possible. Putin does not like disloyalty, no matter where it comes from. And in any dose. And he deals with it. Not all at once, but he does deal with it. There is too much history of his having rivals taken out, no matter how realistic a rival they may be. The trick for a Putin is to put ambitious people into positions of power, but then </span><span class="NormalTextRun SpellingErrorV2Themed SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">snuff</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> them out as soon as they get ideas of their own. A difficult balancing act.</span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{f4b48620-ba19-442b-832e-c2026e784a0b}{161}" paraid="1436290129" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{f4b48620-ba19-442b-832e-c2026e784a0b}{171}" paraid="1644471474" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">So, how does this play out....?</span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a0dfc01d-b168-47a6-843d-f8c6e5adbfd3}{94}" paraid="635279552" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a0dfc01d-b168-47a6-843d-f8c6e5adbfd3}{104}" paraid="1757932683" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><a href="https://www.reuters.com/world/europe/investigators-trawl-site-plane-crash-believed-have-killed-wagner-boss-prigozhin-2023-08-24/" target="_blank">Prigoshin is dead</a>, and so are hit top commanders, at least, those top enough to travel with him. </span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> But what now?</span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{e91973f3-a408-4369-a12c-abb5f96d9d60}{67}" paraid="839147841" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span color="windowtext" style="background-color: transparent; font-family: verdana;"> </span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{9d3415d2-0a0c-4da9-bea5-3ac446423169}{217}" paraid="411282276" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Will the residual Wagner remain “loyal” to his memory, or will they switch to Putin and the MoD? Will they be purged regardless? If they think they will be purged, how will they react?</span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{16ed21b0-58ae-4bc0-98f8-5553d40e9b06}{252}" paraid="730806680" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{f2fa7ebe-3e3f-4072-90bc-b6cc9fbd45fd}{8}" paraid="1735678156" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This is not a nice bunch of people, and even the 'nice' guys can be terribly damaged by the fight. Fighting for the “good guys” and a "just cause" still created the Timothy </span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">McVeighs</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> who went home to attack the government they felt had let them down. Do the </span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Wagnerites</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> have any doubt what awaits them on their return? How many Russian </span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">McVeighs</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> were born over the past two months.</span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{b58a9745-8023-4525-9c3e-b2b5d2242448}{248}" paraid="1861481667" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{b8e7beef-81e7-4a88-ab0b-431a09ead0d2}{3}" paraid="1159492265" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">They cannot believe any of Putin’s promises now. And Putin cannot trust them, or believe that they will believe his lies now. That leaves only one of two fates for them: death in a penal colony or suicide battalion (slowly or quickly) or exile to Africa with the hope of not dying too quickly. Return to Russia as honoured patriots and heroes is not on the cards, as they will never be trusted. </span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{e29c539d-3eec-4d46-af43-3754b727c5d3}{152}" paraid="168602720" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{e29c539d-3eec-4d46-af43-3754b727c5d3}{162}" paraid="712661191" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">And while not all Wagnerites were convicts recruited out of the jails, they will all be tainted by that brush, and no Wagnerite will be able to fit back into Russian society, at least not unless they hide their Wagner credentials.</span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{e29c539d-3eec-4d46-af43-3754b727c5d3}{162}" paraid="712661191" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{e29c539d-3eec-4d46-af43-3754b727c5d3}{162}" paraid="712661191" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;">Furthermore, every veteran will need to demonstrate that they were not Wagner, and every veteran will be under suspicion, no matter what unit they served in. The damage to the country's faith in its warriors will last for decades.</span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{224}" paraid="120108928" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW160492913 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Does this mean an active 5th column? Do they defect to the Ukrainian puppet Russian opposition forces? I do not know. But in the corridors and shadows of the GUR in Kyiv, you can bet they are looking for ways to engage with the Wagnerites to cause havoc, or <a href="https://www.theguardian.com/world/2023/aug/23/russian-military-pilot-reportedly-defects-to-ukraine-with-helicopter" target="_blank">simply to defect</a>, thus increasing distrust of all other Wagnerites. The simple fact that this will be happening will </span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">further</span><span class="NormalTextRun SCXW160492913 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> alienate Wagnerites from any redemption at home.</span></span><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;">Another alternative will be for groups or individuals to make their way to restive "Republics" within Russia, becoming potential assets should they attempt to change their status within the Union.</span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;">Do not expect 20,000 or so hardened mercenaries, many 'former' criminals, to allow themselves to be escorted to a new <a href="https://en.wikipedia.org/wiki/Katyn_massacre" target="_blank">Katyn Forest</a>. </span></p><p class="Paragraph SCXW160492913 BCX0" lang="EN-GB" paraeid="{a6a338ac-f859-4e0f-83d5-d4bbc5c71372}{235}" paraid="57291921" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW160492913 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-4511850776867012392023-07-20T15:39:00.004+02:002023-07-21T08:21:49.498+02:00Urban Maori, ChatGPT, and potential lessons<div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a78d1f7c-d61e-41fa-b0e5-ae694128c071}{4}" paraid="275575445" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">When information on websites is released or published by companies, governments, and anyone or entity that feels a need to "manage" the message, what impact does this have on the ability of Generative-AI to deliver anything other than bland, composite responses? Can we trust Generative-AI (using ChatGPT as the example here) to provide anything more than the "starter pack" from which real investigation and consideration should begin? Or will the results be sugar-coated? </span></span></p><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a78d1f7c-d61e-41fa-b0e5-ae694128c071}{4}" paraid="275575445" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a78d1f7c-d61e-41fa-b0e5-ae694128c071}{4}" paraid="275575445" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The news from Auckland was dispiriting; a</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> gunman</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> killed two people and wounded another six, before being shot by police. His name suggests that he is </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Māori (</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">1), though all reporting has been careful not to make such a statement. A </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">24-year-old</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> with domestic violence convictions, on home arrest but allowed to go out to his place of work, where he went on his rampage. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9e48526a-4330-4089-b3ea-bc6f9b304cc1}{41}" paraid="301768343" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9e48526a-4330-4089-b3ea-bc6f9b304cc1}{51}" paraid="384608412" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I have no idea if the shooter is an “Urban Māori</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”,</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> an entire class of Māori who are disconnected from their hapū</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and iwi, and therefore are not full participants of Māori-</span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">dom</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, and not part of European New Zealand. This entire group of people are disconnected from their whakapapa and traditions, and do not share in the </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">benefits </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">that are </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">allocated</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">to iwi an</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">d through them to hapū</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">and Whanau. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{74b40b68-d70a-424e-b6e1-f22328ceb3b2}{154}" paraid="1883746689" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{74b40b68-d70a-424e-b6e1-f22328ceb3b2}{164}" paraid="1570286902" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This got me thinking. There must be programmes to connect Urban Māori with their whakapapa, and ensure they are full participants, or </span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlAdvancedProofingIssueV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">have the opportunity to</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> fully </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">participate</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in their Māori heritage, not to mention able to share in Treaty programmes designed to redress historical wrongs. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{3fc55f6d-0b14-40e4-aed6-7e656401ba7b}{240}" paraid="682579769" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{3fc55f6d-0b14-40e4-aed6-7e656401ba7b}{251}" paraid="700739288" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This, I thought, would be </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a great use</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for Generative-AI and ChatGPT in particular. Could it jump-start my learning on this? I really wanted to know not only what is being done, what how we can know if it is successful. Are there metrics that we can see that will tell us which programmes are the most successful? Can we </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identify</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> programmes with a low return for the invested resources (tax money in many cases)?</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{f2520e55-23c9-4b20-9568-0c66d507c6ba}{107}" paraid="1429557910" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{f2520e55-23c9-4b20-9568-0c66d507c6ba}{117}" paraid="693834013" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So,</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> I set myself the combined task of </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">attempting</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to learn a bit about how effective programmes are for Urban Māori, and to see how ChatGPT could help. It did not go as well as I hoped. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{584756a9-cc4e-4ab6-b9a4-fb60f229cf92}{49}" paraid="1244708366" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{584756a9-cc4e-4ab6-b9a4-fb60f229cf92}{59}" paraid="2107733543" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Probably the</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> biggest issue is that much of the information that I was hoping to learn about is probably “locked up” in non-publicly available sources, such as government agencies, </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Māori</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> entities, or private companies and their internal records. Where information is not easily available, I suspect that the Generative-AI engines may have difficulty </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">providing</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> detailed information. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{79efb6e5-bff6-441b-a596-e8e33063a53f}{249}" paraid="758342376" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{528b4ffb-0419-40d2-a736-472ff5d28dc1}{4}" paraid="1656653146" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">ChatGPT tells me that there are eight ways and programmes designed to help Urban Māori connect with their whakapapa and iwi. These include:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a33b394b-d028-4c7d-8e45-166b4cc0d2a1}{218}" paraid="1120953001" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="ListContainerWrapper SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a33b394b-d028-4c7d-8e45-166b4cc0d2a1}{228}" paraid="1810482737" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_MSFontService, sans-serif; font-kerning: none; font-size: 10pt; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><li><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Urban Māori Authorities (UMAs)</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: UMAs are organizations that </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> services and support to urban Māori communities. They often have cultural advisors, language classes, and programs that focus on reconnecting urban Māori with their whakapapa and traditional practices.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Te</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Kōhanga Reo</span></span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">:</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Te</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Kōhanga Reo is a Māori language immersion program primarily for preschool-aged children. It emphasizes Māori language and culture, including teaching whakapapa, stories, and traditions.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Te</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Kura Kaupapa Māori</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">:</span></span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> These are Māori immersion schools that </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> education in </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">te</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">reo</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Māori (Māori language) and incorporate Māori culture and history into their curriculum, helping urban Māori students learn about their whakapapa in an educational setting.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Whānau Ora</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Whānau Ora is </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a holistic approach</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to supporting Māori families' wellbeing. It provides access to a range of services, including those that help urban Māori connect with their whakapapa and cultural identity.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Marae-Based Programs</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Some urban areas have marae (traditional Māori meeting grounds) or community </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">centers</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that offer programs, workshops, and events to teach urban Māori about their whakapapa and cultural heritage.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Iwi and Hapū Outreach</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Many </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">iwi</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> (tribes) and hapū (sub-tribes) have outreach programs specifically targeted at urban Māori. These initiatives may include gatherings, workshops, and online resources to connect urban Māori with their ancestral roots.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Cultural Festivals and Events</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Various cultural festivals and events are organized throughout New Zealand, providing opportunities for urban Māori to learn about their whakapapa, engage with Māori traditions, and </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">participate</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in cultural practices.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Genealogy and Whakapapa Workshops</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">: Some organizations and community groups offer workshops and resources to help urban Māori research and explore their whakapapa.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li></ol><p></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{29b049e9-5a4a-43f2-8280-6e8a286dcebb}{33}" paraid="1658998496" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{528b4ffb-0419-40d2-a736-472ff5d28dc1}{150}" paraid="234250205" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I should have expected </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a long list</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of programmes, and certainly, no one or two programmes could </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">possibly reach</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the large numbers of disassociated Māori. But </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a long list</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of programmes does not give me any confidence that these are effective programmes. Moreover, a list does not mean that the effective programmes are being </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identified</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and ineffective programmes are either </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">terminated</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> or modified.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{197076d0-f12a-47f8-8ef2-88f971108d15}{240}" paraid="957512993" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{197076d0-f12a-47f8-8ef2-88f971108d15}{231}" paraid="54634951" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Questioning ChatGPT further does not </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> much confidence in these programmes. When asked about performance measures, </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">virtually all</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the listed programmes came with “can be” measures, and no “is measured</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{31}" paraid="574760203" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{40}" paraid="1085468409" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Me</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: What metrics are they using to assess effectiveness of the programmes?</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{48}" paraid="795112857" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{122}" paraid="1054398174" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">ChatGPT</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{178}" paraid="1702892961" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{188}" paraid="1825036679" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The metrics used to assess the effectiveness of programs aimed at connecting urban Māori with their whakapapa and cultural heritage can vary depending on the specific goals and </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">objectives</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of each program. Some common metrics and evaluation methods include:</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{cd8c5196-9cbe-4cfa-863f-1a1b1f3d62bf}{2}" paraid="1368424389" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{baf8114b-626b-4bf4-bb69-eb5f45fa7dfc}{131}" paraid="1721944176" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">A paragraph of non-metrics was then </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provided</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for each of the eight, only </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">aspirational</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">sta</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">tements.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9bf5de90-ebb9-4770-a52c-5b5a8cf2cfce}{123}" paraid="1065425848" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9bf5de90-ebb9-4770-a52c-5b5a8cf2cfce}{133}" paraid="310284276" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Me</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: In addition to the qualitative, soft measures, what quantitative measures are used to assess the </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">effectiveness</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of the programmes?</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9bf5de90-ebb9-4770-a52c-5b5a8cf2cfce}{208}" paraid="944346563" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9bf5de90-ebb9-4770-a52c-5b5a8cf2cfce}{218}" paraid="1401295883" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ChatG</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">PT</span></span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9bf5de90-ebb9-4770-a52c-5b5a8cf2cfce}{255}" paraid="1749876064" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{5eadb2c7-6a68-4722-83e1-f9c1c200d898}{11}" paraid="1915910961" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Quantitative measures used to assess the effectiveness of programs aimed at connecting urban Māori with their whakapapa and cultural heritage can </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> more concrete and measurable data. Some quantitative metrics commonly employed include:</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{5eadb2c7-6a68-4722-83e1-f9c1c200d898}{74}" paraid="208778478" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{5eadb2c7-6a68-4722-83e1-f9c1c200d898}{84}" paraid="1682370575" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">More non-metrics. My frustration was beginning to build.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{12}" paraid="1856087423" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{22}" paraid="1416229668" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Me</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: For </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">almost all</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of your 10 items, the words "can be". Are there any examples of hard measures, not "can be"?</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{92}" paraid="1933760457" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{102}" paraid="507456902" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">ChatGPT</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{148}" paraid="767518867" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{158}" paraid="452355641" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">You are correct, and I apologize for the ambiguity in my response. The use of "can be" </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">indicates</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that these metrics are potential options and may be used in various programs, but specific examples of hard, quantifiable measures used to assess the effectiveness of programs for connecting urban Māori with their whakapapa and cultural heritage can include:</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{186}" paraid="1377198405" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="ListContainerWrapper SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; position: relative; text-align: left; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{84d02333-8204-4adf-8cbe-28adf4a57126}{191}" paraid="967085593" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_MSFontService, sans-serif; font-kerning: none; font-size: 10pt; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><ol><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Language Proficiency Test Scores</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Participants' scores on standardized language </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">proficiency</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> tests before and after the language immersion program can </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> concrete data on language learning progress.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Knowledge Assessment Scores</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: Quantitative scores from tests or quizzes designed to assess participants' knowledge of Māori culture, history, and whakapapa can be used to measure learning outcomes.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Attendance Records with Percentages</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Tracking attendance and calculating the percentage of participant engagement can </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a clear quantitative measure of program involvement.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Survey Ratings and Likert Scale Data</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Surveys may include rating scales or Likert scale questions, where participants </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> numerical responses, allowing for quantifiable data on satisfaction levels, perceived impact, etc.</span></span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Retention Rates as Percentages</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Calculating the percentage of participants who continue to be involved in the program over time </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provides</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a straightforward quantitative measure of retention.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Language Usage Frequency Counts</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: For language revitalization programs, counting the number of times participants use the language outside of the program setting can offer quantitative insights into language integration.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Community Outreach Metrics</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Quantitative data on the number of people reached, the number of events conducted, etc., </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provides</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> hard measures of the program's community outreach impact.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Educational Attainment Rates</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: For programs that include educational components, quantifying the percentage of participants who achieve educational milestones can be a hard measure of success.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Qualification Completion Rates</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: For programs offering specific qualifications or certifications, calculating the percentage of participants who successfully complete the requirements is a clear quantitative metric.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li></ol></ol><p></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{8ce7d0da-5ddc-448e-92c7-fa9d159a5679}{21}" paraid="1354114112" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{8ce7d0da-5ddc-448e-92c7-fa9d159a5679}{26}" paraid="1823597005" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">These hard measures offer objective data that can be </span><span class="NormalTextRun SpellingErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">analyzed</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and compared to assess the effectiveness of the programs more precisely. Combining these hard measures with qualitative data and participant feedback can </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a comprehensive evaluation of the program's outcomes and impact.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{528b4ffb-0419-40d2-a736-472ff5d28dc1}{169}" paraid="1496103225" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ab01933-5694-4a01-ac78-b877df09d648}{7}" paraid="1178414182" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">It is difficult to lose your temper with </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Generative-AI model, so question construction takes some consideration,</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a7b98fcd-4b00-4490-a462-a22d28be9ed2}{181}" paraid="1509409591" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a7b98fcd-4b00-4490-a462-a22d28be9ed2}{191}" paraid="1330825019" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Me</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">It appears that there</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> are no hard, quantitative measures that you know of. Could this not contribute to potential misallocation or poor allocation of resources, where there are inadequate quantitative measures of success?</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{c43e3437-0ced-454d-87e8-6011fba43b81}{234}" paraid="649732488" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{f2520e55-23c9-4b20-9568-0c66d507c6ba}{47}" paraid="39541192" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">ChatGPT</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{f2520e55-23c9-4b20-9568-0c66d507c6ba}{56}" paraid="1341084888" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{017a0cb8-e9f2-4043-8c85-0158ddfcea83}{22}" paraid="90867163" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">You are correct, and I apologize for any confusion in my </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">previous</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> responses. As of my last update in September 2021, I do not have specific examples of hard, quantitative measures used to assess the effectiveness of programs aimed at connecting urban Māori with their whakapapa and cultural heritage. This lack of concrete, quantifiable metrics could indeed contribute to potential challenges in resource allocation and evaluating the overall success of these programs. Without clear, measurable data, it may be difficult for policymakers, funders, and program administrators to </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">determine</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the impact of these initiatives accurately.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{190}" paraid="630065343" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{195}" paraid="932004836" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Having well-defined quantitative measures is essential for several reasons:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{200}" paraid="1744403688" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="ListContainerWrapper SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{205}" paraid="411492916" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: Calibri, Calibri_MSFontService, sans-serif; font-kerning: none; font-size: 10pt; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><ol><li><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Resource Allocation</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Clear quantitative metrics help decision-makers </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">allocate</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> resources more effectively by </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">identifying</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> which programs yield the best results and which areas require </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">additional</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> support.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 10pt;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Evidence-Based Planning</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">: Having hard data allows for evidence-based planning, ensuring that programs are designed based on proven successful approaches.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 10pt; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Accountability and Evaluation</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Quantitative measures </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">facilitate</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> objective evaluations, enabling stakeholders to assess the efficiency and impact of programs accurately.</span></span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 10pt; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Continuous Improvement</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Concrete metrics </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a basis for continuous improvement of programs. </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Identifying</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> areas of strength and weakness allows for targeted adjustments and enhancements to achieve better outcomes.</span></span><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 10pt; white-space-collapse: preserve;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">Transparency and Communication</span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB">: Having measurable results enhances transparency in reporting to stakeholders, including the public, funders, and the community, fostering trust and confidence in the initiatives.</span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span></li></ol></ol><p></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{250}" paraid="342633582" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{34bc686a-639f-401d-bc53-4719d60836cb}{255}" paraid="1423601970" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">To address this issue, it is essential for policymakers, program organizers, and researchers to work collaboratively to develop and implement robust evaluation frameworks that incorporate both qualitative and quantitative measures. By </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">establishing</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> clear </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">objectives</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, defining specific quantitative indicators, and collecting relevant data, they can gain better insights into the effectiveness of these programs.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{25b18fb9-16b0-4fa3-9483-3492028c3d37}{5}" paraid="1448146142" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{25b18fb9-16b0-4fa3-9483-3492028c3d37}{10}" paraid="1414506095" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">As there may have been new developments beyond my knowledge cutoff date, it is possible that more recent initiatives have incorporated concrete quantitative measures to evaluate the effectiveness of programs for connecting urban Māori with their whakapapa and cultural heritage. I recommend consulting up-to-date sources and reports from government agencies, Māori organizations, and academic institutions to gain a comprehensive understanding of the current evaluation practices for such programs.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{017a0cb8-e9f2-4043-8c85-0158ddfcea83}{31}" paraid="1098675137" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{017a0cb8-e9f2-4043-8c85-0158ddfcea83}{40}" paraid="2029446554" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">There is much that can be learned from Generative-AI, but care needs to be taken in the interrogation of the tools, but much also that is either outside the range of their models (</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">private information</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, government information subject to freedom of information requests, or classified government, or private entity information). With too much information not available, it is dangerous to take a Generative-AI's results at face value. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{fa76ed0e-c278-4463-b8bd-232e7abb96e4}{230}" paraid="786970906" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{fa76ed0e-c278-4463-b8bd-232e7abb96e4}{240}" paraid="81961125" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Something else that I am learning from this experience is that Generative-AI, at least in the guise of ChatGPT, is </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">very good</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> at generic, low content – high volume responses to some specific questions. Careful construction of questions and follow-on questions is important to ‘fine-tune’ the engine’s focus. Apologetic-AI (“I’m sorry Dave, I can’t do that</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”,</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> or the version I received today “I apologize for the ambiguity in my response</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">” and “I apologize for any confusion in my previous responses</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”) also results in longer-winded conversations, too </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">frequently</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> padding out a nothing </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">answer</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> with </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">platitudes</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and waffle.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{31561433-d8d3-488c-afb7-be721cf99b42}{118}" paraid="1827654729" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{31561433-d8d3-488c-afb7-be721cf99b42}{129}" paraid="2125713650" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">My </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">conclusion</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> then from this exercise?</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{31db6ef7-b4d6-466c-8c26-a7d0772f2f1b}{81}" paraid="1938117235" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{31db6ef7-b4d6-466c-8c26-a7d0772f2f1b}{91}" paraid="684926145" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ChatGPT has given me little or no confidence that there are effective programmes to integrate Uban Māori, although there are plenty of programmes. It also gave me no confidence that serious measurements of quantitative metrics </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url('data:image/svg+xml;base64,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')); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">are</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> being </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provided</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">monitored</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Finally, while it </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provides</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a discussion of what would be </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">required</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ensure</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the most (more?) effective application of limited resources, even this is phrased in “nice to have” and not “it is being done” type of language. </span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a3e4c1db-f62c-49a3-aeee-e23632ae27c5}{139}" paraid="1264873945" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{a3e4c1db-f62c-49a3-aeee-e23632ae27c5}{149}" paraid="394420669" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Those defining, debating, and implementing policy in New Zealand would do well to at least look at what ChatGPT’s statement on quantitative measures:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{24617b2a-bbbf-4cea-a3d6-6efb1c149186}{125}" paraid="424237899" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{24617b2a-bbbf-4cea-a3d6-6efb1c149186}{138}" paraid="142728136" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This lack of concrete, quantifiable metrics could indeed contribute to potential challenges in resource allocation and evaluating the overall success of these programs. Without clear, measurable data, it may be difficult for policymakers, funders, and program administrators to </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">determine</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the impact of these initiatives accurately.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{24617b2a-bbbf-4cea-a3d6-6efb1c149186}{171}" paraid="203814502" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{24617b2a-bbbf-4cea-a3d6-6efb1c149186}{215}" paraid="589028386" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">(1) I asked ChatGPT </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{36ab5922-8929-489f-9ccb-b7ae745ebca4}{89}" paraid="2092792482" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{36ab5922-8929-489f-9ccb-b7ae745ebca4}{79}" paraid="462325762" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">“Are Matu, Tangi, and Matua names commonly used within </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Māori</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> names?</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{81c772bd-d6a4-48f5-82c4-43be741a6272}{126}" paraid="677394643" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{81c772bd-d6a4-48f5-82c4-43be741a6272}{163}" paraid="4088502" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">ChatGPT’s response:</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{15}" paraid="2093961084" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{26}" paraid="656391591" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">As of my last update in September 2021, "Matu," "Tangi," and "Matua" are words of Māori origin, but they are not commonly used as standalone names in contemporary Māori names. Instead, they have specific meanings and are often incorporated as part of longer names or used in combination with other elements.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{161}" paraid="265154641" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{166}" paraid="1577458945" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"></p><ol style="text-align: left;"><li><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Matu</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: "Matu" is a Māori word that means "spring" or "source of water." While it can be used as part of a name, it is not as prevalent as other Māori words used in names.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Tangi</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: "Tangi" is a more common term in Māori culture and refers to a traditional Māori funeral or mourning ceremony. It is not commonly used as a standalone name but may appear as part of a longer name or be used metaphorically to signify mourning or remembrance.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; font-weight: bold; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Matua</span><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">: "Matua" is a Māori word that means "parent" or "elder." It is commonly used to refer to a parent or older family member. As a name element, "Matua" is occasionally used to reflect respect for an elder or as a way of acknowledging family heritage.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></li></ol><p></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{191}" paraid="1452183084" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{196}" paraid="530098329" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">In Māori culture, names often carry deep cultural and familial significance. Māori names commonly include elements that reflect tribal connections, whakapapa (genealogy), historical events, natural elements, or personal traits. These elements are often combined to create unique and meaningful names for individuals.</span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{201}" paraid="596192114" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{9ac6cf36-3735-4cdd-9bdc-ad8fec92ba48}{206}" paraid="153502571" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px 0px 0px 48px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-style: italic; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">It's</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> important to note that naming conventions and practices may vary among Māori communities and individuals. If you </span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">encounter</span><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a name that includes "Matu," "Tangi," or "Matua," it would be best to consider its context and consult with individuals who have knowledge of Māori culture and language to better understand its significance.</span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559685":720,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW234568325 BCX0" lang="EN-GB" paraeid="{24617b2a-bbbf-4cea-a3d6-6efb1c149186}{225}" paraid="223796036" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space-collapse: preserve;" xml:lang="EN-GB"><span class="TextRun SCXW234568325 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW234568325 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW234568325 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><p><span class="TextRun SCXW234568325 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; font-variant-ligatures: none; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;" xml:lang="EN-GB"> </span><span class="EOP SCXW234568325 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 10pt; line-height: 17px; margin: 0px; padding: 0px; user-select: text; white-space-collapse: preserve;"> </span> </p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-28644045973765872102023-05-29T12:41:00.002+02:002023-05-29T12:41:12.520+02:00The Evidence is the Control<p><span style="font-family: verdana;"><span style="background-color: white; color: rgba(0, 0, 0, 0.9); font-size: 14px;">The most comprehensively documented system of internal control does not provide any assurance that the enterprise is effectively, or even adequately, controlled. From a Risk Management perspective, controls are irrelevant; only the </span><span style="background-color: white; color: rgba(0, 0, 0, 0.9); font-size: 14px;">evidence of the functioning of the control is the control.</span><br style="background-color: white; box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: 14px; line-height: inherit !important;" /><br style="background-color: white; box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: 14px; line-height: inherit !important;" /><span style="background-color: white; color: rgba(0, 0, 0, 0.9); font-size: 14px;">Let's consider the role of Risk Management in providing real assurance, and how to make this real.</span></span></p><p><span style="font-family: verdana;">I've posted the article on <a href="https://www.linkedin.com/pulse/evidence-control-daniel-roberts" target="_blank">LinkedIn here</a></span></p><p><span style="font-family: verdana;">And below:</span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">The most comprehensively documented system of internal control does not provide any assurance that the enterprise is effectively, or even adequately, controlled. We are so used to the SOX-generated idea that the system of internal controls needs to be documented, and where there are perceived to be inadequate controls, more controls need to be introduced and documented. This is limited, of course, to “controls over financial reporting”, as required by SArbanes-Oxley (SOX). </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">This has resulted in probably hundreds of millions of dollars, probably billions, being spent to document controls over financial reporting, and then Internal Audit (and External Audit) testing of those control. A windfall for the Internal Audit profession and for External Audit firms. After all, well-documented controls, especially when the critical controls are tested, are the backbone of a sound system of internal controls. Or is it? </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">We need to move from the paradigm that a documented system of internal controls equates to an effectively controlled entity. Nothing could be further from the truth, and this is why we have both Internal and External Audit. Internal Audit tests the controls, recommends improvements to controls and provides “assurance” to senior management and the board that the controls are functioning. External Audit places limited reliance (anything more and they couldn’t demand the level of fees they do) on the work of Internal Audit and on the controls. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">I’ve missed the “risk” word above. Of course, Internal Audit should determine the controls to test on a risk-assessed basis. Yet too frequently, Internal Audit focuses on the highest-risk areas (that is appropriate) while year after year, the non-high-risk areas effectively get a pass. There simply are not and never will be enough Internal Audit resources to test all areas. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">After all, a fire will destroy the kitchen and house, while the ants will slowly denude the pantry. So we audit the fire alarms, and make sure there is a fire extinguisher (have you checked the date on it recently), but we don’t hunt for ants unless they are right in front of our faces. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">To paraphrase Hemmingway, internal control failures happen slowly, and then all at once. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">So the classic three-year rolling Internal Audit programme never seems to get to the bottom two-thirds of the potential auditable areas. What does this mean? Fundamentally, too much of the entity will never be audited, and there will never the evidence that the controls are or are not functioning. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">And here is our problem. It will be one of those areas, probably not directly related to ‘financial reporting’ that will ‘go bad’, resulting in significant problems and costs. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">The <span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-style: var(--artdeco-reset-typography-font-style-italic); margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">evidence</span> <span style="background: var(--artdeco-reset-base-background-transparent); border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-weight: var(--artdeco-reset-typography-font-weight-bold); margin: var(--artdeco-reset-base-margin-zero); outline: var(--artdeco-reset-base-outline-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">IS </span>the control. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Who cares if there is a full set of documented controls if operational management knows perfectly well that Internal Audit will never reach two-thirds of the entity? I.E., their function, system, or process? This means more resources that said operational manager could spend on resources, people, supplies, laptops, etc, because they know that the cost of the control can be deferred, because the chances of their every being audited are minimal. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">In some enterprises, the “Second Line” in the form of Risk Management contributes to the identification of appropriate controls, and should be monitoring the control environment. This augments and does not detract from the role of Internal Audit, whose role is to perform detailed reviews of processes, systems, or functions, confirming through testing that the stated controls are functioning. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">So what is the role of Risk Management, as 'second line', in providing assurance over the system of internal controls? Risk Management can provide the framework to ensure that controls are functioning, by providing the repository and process to enforce confirmation of the functioning of controls. So what can Risk Management do?</span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"></p><ol style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--font-size-large); line-height: 1.75; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Risk Management assists management in the identification, description (including quantification) of risks, and </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Assists management in determining and quantifying the level of risk that is acceptable, and in gaining senior management and board endorsement of the level of acceptable risk (the Risk Appetite applicable to the risk), and </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Works with management to identify what ‘controls’ would provide confidence that the risk is being mitigated or otherwise managed within appetite, and </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Provides a framework for the regular assessment and reporting on the functioning of the identified controls, and </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Provides an independent repository for the collection and retention of the evidence that each control is functioning, and finally </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Reporting to senior management and the board on management’s reported assessment of the effectiveness of controls, to confirm that the entity is functioning within Risk Appetite, or </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Provide reporting and recommendations to senior management and the board on additional steps that may be required to bring the entity into appetite (which may include the explicit modification, ‘upward’ or ‘downward’ of the actual Risk Appetite. </span></li></ol><p></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">In this way, it is not the fact of the existence of a documented control that matters, it is the provision of evidence by management that the control is functioning This evidence is the control. Without the evidence, it must be assumed that the control may not be functioning, and, therefore must be tested by Internal Audit, something that probably will never happen for the vast majority of non-high-risk areas. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Quite some time ago, you probably started saying, “But this isn’t the job of Risk Management”, and in a purist sense, I agree. But I also know that someone needs to do this, and that someone needs to have access to the board and to management. Relationship management across the first line is critical, as is the ability to synthesise the information provided in the evidence of functioning controls. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Most importantly, there cannot be an adversarial relationship such as too often exists between Internal Audit and the business, and between External Audit and everyone. Note I’m saying ‘too often’, not that this should be the natural state of things. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Risk Management has many responsibilities, and this one fits nicely. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Where there is an ongoing demonstration of performance of the system of internal control, identification of new or evolving risks, and a risk appetite that is both detailed and macro, Risk Management should be there. As risk specialists (both ‘downside’ and ‘upside/opportunity’) with the ability to communicate potential impacts as well as provide </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">So consider a framework that includes a quarterly provision of the evidence of each control, coupled with management’s assessment of the effectiveness of that control. Consider also a regular relationship meeting between Risk Management and operational managers to confirm that the range of risks is current, the rating of the risks continues to be in line with management’s understanding of the risk, and the mitigation in place, as evidenced by the provided evidence of the functioning on the controls, ensures that the entity, or at least this risk, continues to be managed within appetite. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Finally, the evidence provided by management and monitored by Risk Management also enables Risk Management to provide greater confidence in their reporting of the current risk status of the entity, improving the quality of assurance provided.</span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">After all, documented controls by themselves are worthless. The Evidence of the functioning of the control is the Control. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;"><a href="https://www.linkedin.com/feed/hashtag/risk" style="background-color: var(--artdeco-reset-link-background-color-transparent); border: var(--artdeco-reset-link-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-weight: var(--font-weight-bold); margin: var(--artdeco-reset-base-margin-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); text-decoration: var(--artdeco-reset-link-text-decoration-none); touch-action: manipulation; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">#Risk</a> <a href="https://www.linkedin.com/feed/hashtag/internalaudit" style="background-color: var(--artdeco-reset-link-background-color-transparent); border: var(--artdeco-reset-link-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-weight: var(--font-weight-bold); margin: var(--artdeco-reset-base-margin-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); text-decoration: var(--artdeco-reset-link-text-decoration-none); touch-action: manipulation; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">#InternalAudit</a> <a href="https://www.linkedin.com/feed/hashtag/sox" style="background-color: var(--artdeco-reset-link-background-color-transparent); border: var(--artdeco-reset-link-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); font-weight: var(--font-weight-bold); margin: var(--artdeco-reset-base-margin-zero); overflow-wrap: break-word; padding: var(--artdeco-reset-base-padding-zero); text-decoration: var(--artdeco-reset-link-text-decoration-none); touch-action: manipulation; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);">#SOX</a></span></p><p><br /></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-10924072964331574962023-05-03T09:43:00.002+02:002023-05-03T09:43:17.573+02:00Chinese Farm<p><span style="color: #0e101a;"><span style="font-family: verdana;">(I wrote this a month ago, but I am only posting it now, after sharing it with a few people)</span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">All this time, the West has been saying, "No shooting at Russian territory". If you do that, we'll cut off aid. We won't get into a shooting war with Russia. Etc, etc. This mantra has been said so often that it has become a "truth". But this is war, when truth becomes lies, and believing truths can get you in trouble. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">This is a war for the very survival of Ukraine. Russian forces are arrayed forward to the front lines, and the Russian high command knows (or assumes) that Russian territory will not be attacked meaningfully. The war is being fought and will be fought on Ukrainian territory (or "Russian territory" currently under the control of Ukraine). </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">The assumption is that the coming offensive will be to retake Ukrainian territory, probably pushing south to the Sea of Azov and Crimea, busting through Russian well-prepared defences, line after line. Each one is a potential Somme waiting to happen. And for what, a few kilometres of advance while further eroding limited resources? </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">The invasion has been halted, the Russian winter offensive has failed, and the positions are well established. Logistical lines favour Ukraine with shorter lines to any point on the front, while Russian logistics are stretched. The distance from Kviv to the farthest front line is around 500 kilometres. Realistically, however, forward positioning of materials will put the front lines no more than 150 – 200 kilometres at any point. Contrast this with the Russians' need to be able to deliver forces to any point along a 900+ kilometre front line. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">Will Ukraine repeat the Somme, or will they do something completely different? There are enough historical examples to follow, or that provide potential parallels to the current situation. And that has led me to think about what Ukraine may do. This is my "prediction".</span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"><br /></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;">If we want to see the future, we need only look at the past: the Battle for Chinese Farm and the two weeks following. I'll not review it in detail, you can look it up on Wikipedia (</span><a class="editor-rtfLink" href="https://en.wikipedia.org/wiki/Battle_of_the_Chinese_Farm" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #4a6ee0; margin-bottom: 0pt; margin-top: 0pt;" target="_blank"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;">https://en.wikipedia.org/wiki/Battle_of_the_Chinese_Farm</span></a><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;">). </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">What matters here is that the Russian military is exhausted, or they would continue their offensive operations. They've tried to take their own version of the Gidi Pass and Mitla Pass, and failed. Ukraine is contemplating how and where they will use the new Western armour and APCs, and how they will use their limited artillery resources. Western doctrine calls for the establishment of air superiority before engaging in ground operations, and the inability of either side to accomplish this has been a major talking point throughout.</span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"><br /></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">In 1967, Israel had complete air superiority. In 1973 they were willing (or forced to) accept interdiction of all airspace by both sides, at a high cost. If neither side has air superiority, then the "air" just needs to move higher - space and satellite superiority, and Ukraine has that in spades through Western eyes.</span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">They have eyes in the sky, and a massive amount of intel from the West, at strategic and detailed operational levels. They probably know the names of every commander on the Russian side, and probably know where each of them is to within a few hundred meters. They know how much fuel the Russians have, at a unit level. They know where the Russians are, how many they are, and probably what they will eat for breakfast tomorrow. How can I say this with confidence? Because this is the war that NATO has been planning for 70 years. The fall of the Soviet Union did not halt the continued development of Western electronic intelligence-gathering capabilities. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">I suspect Ukraine has been looking for the perfect "Chinese Farm" for the past three months or more, but one that will not result in the same desperate battle fought 50 years ago. And when they decide to attack, the objective will not be the Sea of Azov; the objective will be to push tens or even fifty or more kilometres into Russia before turning south and or north. They hope to puncture the front, and, using Israeli (and Soviet) tactics, run amok in the Russian rear, separating the front line and even reserve forces from their logistical bases in Russia, forcing Russian forces to look behind themselves as well as protecting their front. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">The frontline Russian forces will not even know that they are being surrounded until it is already underway. It is natural for commanders to limit the amount of information provided to front-line troops to avoid speculating about every piece of gossip or rumour. But this means that rumours will spread, will be denied, and will continue to spread. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">I'm going to go way out on a limb here, and suggest that anyone living west of the Russian M4 motorway (which is closer to Bakhmut than Bakhmut is to Kharkiv) may find themselves on the front lines or within the cauldron, with Ukrainian forces using that as the point at which they turn north and or south, aiming to cut off Russian forces from their rear positions and resources. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">From there, Ukraine can wait. Certainly, there will be intense fighting continuing all along the front, but that will be holding fighting for Ukraine, and breakout fighting on the part of Russian forces. The war will be over, and Moscow will face some very scary choices. But once Russian troops realise that their supply lines have been cut off, I do not expect morale to hold up for long. Those troops will be bombarded with propaganda more than shells. Breakouts will be attempted and will be stopped. The Russian air force will need to commit all that it can, and will lose the air. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">This will leave Moscow with few choices. Escalate to nuclear weapons or find a way to negotiate an end to the war that keeps Putin alive. China, Russia's only meaningful friend, has told Putin that nuclear weapons are off the table. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">We will know soon. </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"><br /></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;">(Since writing this, I've read that Russia is building defensive fortifications well back in Russian territory.)</span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span data-preserver-spaces="true" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: verdana;"> </span></span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-2400400311104825282023-04-27T13:21:00.003+02:002023-04-28T14:20:19.980+02:00Fortitude West & Fortitude South?<p><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">What offensive? Think Fortitude.
One day soon, Ukrainian troops will advance out of their lagers and into Ukrainian territory occupied by Russia. It will be the biggest test of the Western European military doctrine developed over decades to counter the Soviet military. That there will be a Ukrainian offensive in the coming weeks is accepted. Only a small cadre of individuals may know what the offensive will look like, its direction, depth, and objectives. The rest of us can only speculate. History tells us that surprise and the ability to mislead the enemy play a critical role in success.
History also provides some excellent examples of the type of deception that is underway at this moment. Leading up to D-Day and the invasion of the European continent during the Second World War, a massive programme was created, with two notable (intentionally) false operational plans named Fortitude North and Fortitude South. Fortitude South, the main deception, included the First United States Army Group (FUSAG), an utterly mythical army with Patton as the commanding general. FUSAG was to attack at the Pas de Calais, the narrowest part of the English Channel and the logical place to land to seize the channel ports and advance into Germany.</span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOkafHcassLhQl-xgldK25uqhd0oGbl7OpvmIYcb6dAEP08DWxKGt65_mCkl-Y4GEJ4Vv-hwArkhtyavyXCfpRcvMzEOlkhu9-SX47VEJFVgM8xlkrZfA9wxaq5HnRYLRjHg6JiPvrKLghwP--TxvovJ_spyEuv-ZgsLf80ALDCFE4HxTARx2HeYxP/s667/Overlord%20and%20Fortitude.PNG" imageanchor="1" style="font-family: verdana; margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="Overlord & Fortitude South" border="0" data-original-height="510" data-original-width="667" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOkafHcassLhQl-xgldK25uqhd0oGbl7OpvmIYcb6dAEP08DWxKGt65_mCkl-Y4GEJ4Vv-hwArkhtyavyXCfpRcvMzEOlkhu9-SX47VEJFVgM8xlkrZfA9wxaq5HnRYLRjHg6JiPvrKLghwP--TxvovJ_spyEuv-ZgsLf80ALDCFE4HxTARx2HeYxP/w400-h306/Overlord%20and%20Fortitude.PNG" title="Overlord & Fortitude South" width="400" /></a></div><p></p><p><span style="font-family: verdana; font-variant-ligatures: none; white-space: pre-wrap;">But the Allies landed in Normandy, not at the Pas de Calais as expected. For too long, Hitler refused to believe that Normandy was the main effort, tying up troops that could have hampered or even thrown the Allies back into the English Channel. </span></p><p><span style="font-family: verdana; font-variant-ligatures: none; white-space: pre-wrap;">What is Ukraine doing? There are three possible axes for the coming Ukrainian offensive; Western crossing the Dnipro near Kherson, south through Zaporizhzhia Oblast to the sea, or another eastern axis to the East, that I've discussed elsewhere.</span></p><p><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">I think the best operational names for the Dnipro crossing and a Zaporishshia south axis are Fortitude West and Fortitude South. I'll skip any discussion of Fortitude East for now, though it is my (uneducated) guess that this will be the "real" offensive.</span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig7Rf7K7Vn3HyLPsdWNbXQovGB9QMe5G8AiNoly-FYCQav6G_wX-8i6Ohybzd-KtDxZtrHKB0hp-LTcOnNs_i1mK23cAY45IVTMU6Rkoz_0687nAEIfrKS-x7omP_fS2VDRbRsENdWIMpknEDjLc8NgxQMr60RsnOmDdzkJRbjfVa3CnxHAp-o8QyB/s650/Ukrainian%20Fortitude%20options.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="460" data-original-width="650" height="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig7Rf7K7Vn3HyLPsdWNbXQovGB9QMe5G8AiNoly-FYCQav6G_wX-8i6Ohybzd-KtDxZtrHKB0hp-LTcOnNs_i1mK23cAY45IVTMU6Rkoz_0687nAEIfrKS-x7omP_fS2VDRbRsENdWIMpknEDjLc8NgxQMr60RsnOmDdzkJRbjfVa3CnxHAp-o8QyB/w400-h283/Ukrainian%20Fortitude%20options.PNG" width="400" /></a></div><p></p><p><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;"><b>Fortitude West?</b>
Ukraine is on the East bank of the Dnipro River around Kherson, but that is meaningless. At most, it is a feint to distract and get the Russians to comment forces and attention to their western flank. It will be virtually impossible for Ukraine to transport adequate forces across that river, under artillery fire, with only pontoon bridges and rivercraft to support them. The Russians must know this.
Which makes it all the more “real”. Double bluff. Attempt to distract where a distraction is only that, a distraction. Yet use that distraction, like Operation Overlord, as the real push, regardless of the perils and logistical difficulties.
Bluff. Double bluff. Distraction before the 'real’ push. What is it, and for how long can Moscow ignore Ukrainian advances and footholds on the left bank of the Dnipro? And when they do take it seriously and assign forces, and begin to move them, will the ‘real’ Ukrainian push start somewhere else?
Rivercraft can transport squad, not Challenger tanks. And landing craft that can transport Challengers are visible from satellites and drones, and can be targeted. And drones are flying up and down the Dnipro, both sides sending them up every day, and probably every night. The nights are becoming shorter, reducing the amount of time to bring armour to the embarkation points, and to get them across, unloaded and into cover.
It would not surprise me in the slightest to see reports of Leopards and Bradleys on the east side of the Dnipro, in big “oops” moments. Just big enough to grab Moscow's attention.
Meanwhile, the clock is ticking. The ground is firming. The artillery coordinates of defensive constructions are being mapped. Minefields are surveyed, and stockpiles are moved, again under cover of night to reduce drone and satellite observation.
If this is the axis of the offensive, they will drive south directly to Crimea, aiming to liberate Crimea and panicking Russian forces and commanders across the rest of the front. The extraction of units to redeploy to the defence of Crimea could strip the front lines in the east, giving Ukraine the opportunity to advance and liberate the rest of Ukrainian territory. Bold, if it works.
<b>Fortitude South meets the Maginot Line?</b>
And over at the Pas de Calais (the Zaporizhzhia Oblast frontline), forces gather and prepare for the Ukrainian offensive to push through and south to Melitopol. That’s what we've been conditioned to expect, and if we have been conditioned to expect this, then so has Moscow.
So the Pas de Calais is where Russian forces will sit, ready for the British tanks to “come ashore”.
Enough Ukrainian (and Western military and politicians) have talked about the Southern Offensive and the importance of taking Melitopol and pushing south to the Azov Sea, then turning left (Mariopol) or right (Crimea). This will cut the land bridge to Crimea, forcing all reinforcement and general supplies for military and civilian populations to travel over the bridge, making it a, if not the prime target for, Ukrainian drone and or rocket forces. </span></span></p><p><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">
</span></span><span style="font-family: verdana; font-variant-ligatures: none; white-space: pre-wrap;">And so, Russia is building <a href="https://www.reuters.com/world/europe/russia-digs-ukraine-prepares-attack-2023-04-27/" target="_blank">defensive lines</a> throughout southern occupied Ukraine, lines that are being surveyed daily. The Russians prepared almost 120 km of defensive lines, including multi-layered defence, with anti-tank ditches, lines of "dragons teeth" and then a primary trench line.
Reuters also has a fascinating graphic and discussion about the defensive infrastructure in terms of the <a href="https://www.reuters.com/graphics/UKRAINE-CRISIS/COUNTEROFFENSIVE/mopakddwbpa/index.html" target="_blank">trenches and defence in depth</a> with multiple lines of trenches. The graphics could be a modernised version of pictures I came across in a book written in the <a href="https://www.historynet.com/weaponry-the-caltrop/" target="_blank">early 1920s</a>, in the Pentagon library. The descriptions and drawings of trenches are, basically, an updated version of that book. While caltrops are no longer mentioned, they have been replaced with "hedgehogs", the modern equivalent designed to slow down or stop a tank instead of a horse.
All in anticipation of the offensive. </span><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">And that will draw more Russian forces and capabilities away from any actual frontline. The bridge is long (the longest in Europe at 19 km) and vulnerable at any point along its length. Defending that bridge is not a matter of positioning forces at either end. They will need maritime resources to be tied up, anti-aircraft and anti-missile forces, all of which detract from what is available for defensive operations to the north.
GLOCs (Ground Lines of Communication) are critical for logistical support. Cutting these, when they are actually "ground" lines, is not easy and requires the ability to control or interdict not only the road itself, but enough on either side to make manoeuvre around a damaged section of road equally difficult. The ability to reroute around a damaged piece of road calls for engineers to keep the road open or to bypass the damage. Not so with a bridge. And certainly not so with the Kersh Bridge.</span></span></p><p><span style="font-family: verdana; font-variant-ligatures: none; white-space: pre-wrap;">Will the opening action of the offensive be an attack on the bridge? Very probably.</span><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">
</span></span></p><p><span style="font-family: verdana;"><span style="font-variant-ligatures: none; white-space: pre-wrap;">If Russian forces face a southbound offensive, they must concentrate their capability in Zaporizhzhia Oblast, and protect the bridge.
Russian planners must be looking at the map and their order of battle, trying to determine which units will be able to provide the right defence, and the real force levels of depleted units. The defensive lines they have built may have a distinct advantage in terms of the number of defenders needed to maintain the line (depending on the effectiveness of the attacker, of course), but larger numbers of soldiers are still needed. And each of these will need to be willing to stand their ground in front of advancing tanks, APCs and dismounted infantry. If the defending troops are the survivors of depleted units (as we are told), their morale and capabilities will already be severely degraded.
<b>Summary</b>
No matter what happens, it probably will not be what we expect. If it is an offensive straight south, then there will be a lot of hard fighting. If it is south across the Dnipro at Kherson, it may include a drive directly toward Crimea, in which case it will run right up against the defensive positions constructed at the narrow entrance to Crimea, and there will be much hard fighting. Expect large-scale use of precision munitions targeting individual defensive positions.
But both of these options may be Fortitude West and Fortitude South. The blow may come somewhere else entirely. And so, as each of these potential lines of assault unfolds, the Russian command is going to be asking themselves where the real offensive is taking place. The speed at which they are able to assess and respond to the true line of offence will determine the outcome.</span></span></p><p><span style="font-family: verdana; font-variant-ligatures: none; white-space: pre-wrap;">Probably the most important thing to remember right now is that Ukraine has options, and will be doing everything in their power to obfuscate and mask their real intentions. The real axis of the offensive will probably not become clear for some days after it starts. We wait. We all wait.</span></p><p><br /></p><p><br /></p><div></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-25959737251020589132023-03-14T08:32:00.001+01:002023-03-18T11:43:08.133+01:00By May 15 we will know...<p><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">May 15</span><span class="TextRun SCXW204654933 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW204654933 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW204654933 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">. By this day that the war in Ukraine will have been decided, one way or the other.</span><span class="EOP SCXW204654933 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></p><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{209}" paraid="784611532" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">By May 15</span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW204654933 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, Russia will be willing to negotiate to </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">retain</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Sevastopol</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, or Ukraine will be willing to negotiate the final transfer of Crimea to Russia in exchange for peace and a return to the Feb 2022 “borders”. It might not happen on that day, but by then, we will know which will be the more probable outcome.</span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" lang="EN-GB" paraeid="{703e95d8-64f6-4dc3-bc42-6e4902511acd}{104}" paraid="153011680" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" lang="EN-GB" paraeid="{703e95d8-64f6-4dc3-bc42-6e4902511acd}{55}" paraid="676137200" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">There will be a Ukrainian spring offensive. This has been foreshadowed since December or before. And both the Ukrainians and the Russians have been </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">attempting</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to shape the battlefield for just this event. Russia is trying to draw out Ukrainian reserves and shatter their line, forcing the distraction of resources from the offensive. </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{223}" paraid="2024908321" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{227}" paraid="883888291" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The defence of Bakhmut has drawn in Russian forces into an inverse caldron, with the defenders taking advantage of terrain and </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">almost a</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> decade to prepare for an expected Russian war. Russian losses outside (and inside) Bakhmut are, according to Western media, staggering. Furthermore, the attention to Bakhmut may be drawing attention away from other potential fronts.</span></span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{233}" paraid="14576345" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{237}" paraid="1116168565" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Training of Ukrainian tank crews across Europe took place in January and February, and tanks are arriving in Ukraine today. Ukraine today also</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, probably, has</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a military that is as large as Russia's, </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">possibly even</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> larger. Conscription and </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">volunteers</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> have swelled the size of the Ukrainian military. I would caution that we have no visibility on Ukrainian losses, but we continue to be told they are significantly lower than Russian losses.</span></span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{4d54ce63-444e-4acb-aee4-9b6d8c6b9d84}{255}" paraid="2098955864" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{4}" paraid="1961405872" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The fundamental difference in </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">capacity</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> between Russia and Ukraine is that Russia is the aggressor. Therefore it is more difficult for them to source a large pool of volunteers, while the invaded country can rely on the citizenry to volunteer to defend their country. In addition, Russia has their own stocks of weapons and ammunition, while Ukraine is calling upon the stocks and resources of much of Europe and the United States. While this is simplistic, and Russia is sourcing weapons from international allies (Iran and North Korea, for example) these are providers with far more limited </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">capacity</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> than Ukraine's suppliers.</span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{10}" paraid="1224232399" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{14}" paraid="1799442916" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">All this is leading toward a late March offensive. The ground needs to dry, and the forces need to be positioned</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">In an age of drones, surprise is harder to achieve, so both sides will see</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, to some </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">extent</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, the</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> positioning and manoeuvring of the other. </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{32}" paraid="1941181651" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{36}" paraid="221010645" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">When it comes, it will be ferocious. And it will need to be. Ukraine will quickly </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">claim</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> resounding successes, and Russia will claim they have stopped the Ukrainians in their tracks. Both sides will flood the info-sphere with photos and video of the other's equipment in flames. </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{46}" paraid="19916492" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{50}" paraid="130572637" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The info-warfare will be playing out to convince audiences far from the battlefield; the politicians and citizens in countries supplying Ukraine. Victory in the offensive will cement support, while a stalled or failed offensive will lead to a too-rapid erosion of support.</span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{62}" paraid="142992947" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{66}" paraid="582336331" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">By May 15</span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW204654933 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, we will know if the offensive has been successful, and the question then will be “how far, how fast, and what will Russia salvage"? I predict a successful offensive could see as much as parts of Crimea in Ukrainian hands by the end of summer. Russia may be forced to the negotiating table to </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">retain</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Sevastopol (because that will not be given up by Russia in any scenario, and a multi-year siege is unrealistic in the “modern” world). </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{84}" paraid="1657862824" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{88}" paraid="1425048475" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">By May 15</span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW204654933 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, we will know if the offensive has failed to live up to the hype. If this is the case, and the fields of southern Ukraine are littered with burning Leopards and Challengers, Bradleys and </span><span class="NormalTextRun SpellingErrorV2Themed SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Marders</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> surrounded by dead soldiers, then Western public opinion will turn. The prospect of going through the </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">process</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of arming and training a replacement army will be too much for Western governments, some facing elections cycles. If this happens, Ukraine will be forced to the negotiating table to seek what it can get, which certainly will be more than they have today. </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{106}" paraid="1596897106" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{110}" paraid="440418388" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Lurking behind all of this will be the Western governments and their willingness to put (some) sanctions onto a separate </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">negotiatin</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">g table. </span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{120}" paraid="1080758209" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{124}" paraid="1659264258" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: helvetica;"><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">But by May 15</span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun Superscript SCXW204654933 BCX0" data-fontsize="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text; vertical-align: super;">th</span></span><span class="TextRun SCXW204654933 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, we will have </span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a pretty good</span><span class="NormalTextRun SCXW204654933 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> idea of how this war is going to play out.</span></span><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW204654933 BCX0" paraeid="{35e292c2-8be4-4fff-86af-2afa8b9be110}{124}" paraid="1659264258" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="EOP SCXW204654933 BCX0" data-ccp-props="{"134233117":false,"134233118":false,"201341983":0,"335551550":1,"335551620":1,"335559685":0,"335559737":0,"335559738":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com3tag:blogger.com,1999:blog-9004054568791616577.post-53550057286206089552023-03-13T08:57:00.004+01:002023-03-13T08:57:36.973+01:00Free Kilkis (or, suggesting New Zealand/Aotearoa's defence priorities)<p><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The New Zealand/Aotearoa (NZ/A) Ministry of Defence has posted a survey for Kiwis to “<a href="https://www.facebook.com/100090123900029/posts/110754308605366/?flite=scwspnss" target="_blank">help shape our future Defence strategy.</a>” Interesting idea. And, of course, </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">they've</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> put that on Facebook, so the comments are flowing thick and fast.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; font-family: verdana; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></p><div class="SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{fb71740c-7b47-4ed6-ad4a-afa8773a8811}{113}" paraid="630987613" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{fb71740c-7b47-4ed6-ad4a-afa8773a8811}{123}" paraid="1015137343" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">We should </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably say</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a few things right up front. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{18fc7de5-8c86-4642-a969-b78e59dfef31}{61}" paraid="340706289" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="ListContainerWrapper SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; position: relative; text-align: left; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{18fc7de5-8c86-4642-a969-b78e59dfef31}{51}" paraid="1923603974" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space: pre-wrap;"></p><ul style="text-align: left;"><li><span style="background-color: transparent; color: windowtext; font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Fundamentally, NZ/A will not be acting unilaterally, but will act either in support of greater power military endeavours in the northern </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">hemisphere or</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> will be engaged in peacekeeping and counterinsurgency actions in the South Pacific in conjunction with Australia. As such, NZ/A </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">required</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a defence force of limited size and specialised capabilities. Full-spectrum military capabilities are unnecessary and would impose a fiscal burden not </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">commensurate</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> with either the country's needs or potential conflict participation.</span></span></span> </li></ul><ul style="text-align: left;"><li><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A will not be invading any country, though it might support “assertive” peacekeeping and counterinsurgency </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">in the event of</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a civil war in a South Pacific neighbour (or climate change emergencies).</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span> </li></ul><ul style="text-align: left;"><li><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A will not be invaded by any power in the </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">foreseeable future</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. But if it is, it will be after the invading power has defeated or neutralised Australia. There will be no “Red Dawn” in NZ/A, though the ability to create and support a robust insurgency capability should not be rejected out of hand.</span></span></li></ul><ul style="text-align: left;"><li><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A's greatest threats come from geological dangers and weather/climate risks. Defence/military capabilities can and </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">frequently</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> do </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> “dual-purpose” capabilities. As this is the greatest area of threat to NZ/A citizens and direct economic and social interests, defence capabilities should be focused on meeting international relationship needs while at the same time being positioned to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">assist</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the country when in need.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></li></ul><p></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{66}" paraid="1571549465" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{18fc7de5-8c86-4642-a969-b78e59dfef31}{200}" paraid="311892981" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">From these four should come a definition of the primary missions of the NZ/A Defence Forces: protection of NZ/A, protection of NZ/A citizens and society, and fulfil of treaty obligation. Each of these contributes to any suggestions on the best force type and structure for NZ/A.</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" lang="EN-GB" paraeid="{18fc7de5-8c86-4642-a969-b78e59dfef31}{210}" paraid="1293741468" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{70}" paraid="622491237" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The tyranny, and benefit, of distance</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{80}" paraid="1553056497" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{84}" paraid="429421279" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">First and foremost</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> is a Pacific nation. The nearest land masses are Australia, Tonga, </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Fiji</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and the Antarctic. The closest land mass is Australia, approximately 2100 kilometres (1200 miles) away. </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> comprises</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> two primary islands, imaginatively named “North Island” and “South Island</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”.</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Across those two islands are spread the five million inhabitants. From a defence perspective, almost half of those five million live in the top three hundred kilometres of the country.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{1b824be5-f5f6-4ae1-8f2d-d92e6da86234}{124}" paraid="291113787" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{1b824be5-f5f6-4ae1-8f2d-d92e6da86234}{135}" paraid="398910182" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">When the world goes to war, NZ/A has historically taken months to join. Well, not to join, but certainly to get any forces to the location of potential fighting. Troopships in WWI and WWII took up to six weeks or more to reach Europe from NZ/A.</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{cb2d1640-8c32-416c-80c4-cbcd31011d79}{132}" paraid="1512218126" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{cb2d1640-8c32-416c-80c4-cbcd31011d79}{143}" paraid="875803790" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Even for tourists and Kiwis wanting to travel into or out of NZ/A, the shortest distance is a three-hour flight. To get anywhere beyond the east coast of Australia, Fiji or Tonga, and the minimum flight time climbs to ten-plus hours. </span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{112}" paraid="1516580162" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{116}" paraid="1931732002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">'s geographic location means that the danger of invasion is almost </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">non-existent</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. Any invader would need to pass Australia, an ally and “buffer” state between </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and any adversary. The cultural and historical ties between Australia, </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and much of the “Western” nations mean that any adversary will come from outside that group. This leaves a shortlist of countries that may </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">represent</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a serious threat. Reaching </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> will be the first challenge for any prospective invader.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{126}" paraid="2023981492" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{130}" paraid="1109769312" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Of course, any adversary able to reach </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> with </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">a viable</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> invasion force would not need to conquer the entire country to bring about a capitulation, at least a capitulation of the national authority. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{140}" paraid="275699820" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{144}" paraid="1057329048" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">For years it was a given: 50% of the population lives north of the Bombay Hills (a ridgeline ninety kilometres south of Auckland. So, while the capital may be in Wellington in the geographic middle of the country, the population skews north. Therefore, the conquest of </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> would </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">almost be</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">accomplished</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the parking an adequately sized naval presence off the Auckland coast.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{d3bf645a-d276-43ed-a614-3121710b2229}{83}" paraid="1191440316" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{d3bf645a-d276-43ed-a614-3121710b2229}{93}" paraid="499647661" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Control the area north of Hamilton, and you effectively control </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, in terms of the capability to export, import, or the ability to mount any meaningful opposition to the exercise of control over other major </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> urban populations. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{162}" paraid="1400234115" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{166}" paraid="1572469177" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The international alliance system</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{172}" paraid="336116868" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{176}" paraid="630681993" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">After all, if</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> you were at war with </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, you </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably are</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> also at war with Australia, and through them, </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably with</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the “West” in general. Therefore, to be able to deliver an adequate force to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> waters assumes that you have been able to fight your way past, or otherwise remove Australia as </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">an impediment</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to the conquest of </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. If that were to happen, it is highly unlikely that </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> would have the </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">capacity</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to withstand such as invasion force. A negotiated peace would ensure. But not a peaceful occupation.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{182}" paraid="1921698009" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{186}" paraid="1523248081" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ANZAC may no longer exist, but that has not stopped NZ/A from contributing forces to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">virtually all</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> major international </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">expeditionary</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> or peacekeeping missions of the past </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">thirty-five</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> years. </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Admittedly</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, the NZ contribution has been medical corps and training, which is more in keeping with NZ/A's internal and international reputation as a “peaceful” country. Nonetheless, should the country be threatened, or the region is threatened, NZ/A would </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">participate</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in and could expect to be supported by an international coalition.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{192}" paraid="997849953" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{196}" paraid="1288712461" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Furthermore, the nature of international conflicts has changed dramatically over the past two decades. While it </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">remains</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the norm for countries to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">maintain</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the full panoply of military capabilities (within their fiscal capabilities, of course), such thinking and spending may no longer be effective. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{202}" paraid="157230519" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{206}" paraid="2106901119" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Force restructuring</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{212}" paraid="2042932048" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{216}" paraid="1792340713" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">In the early 1980s, the Air Force was lauded as flying old airframes (A4 Skyhawks) with the latest electronics, making them the match for </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">state-of-the-art</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">aircraft</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of that day. But over the years, ensuring a small force could </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">retain</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> currency of </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">capacity</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> became more expensive, eventually prohibitively. Decades </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iNXB4IiBoZWlnaHQ9IjNweCIgdmlld0JveD0iMCAwIDUgMyIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4KICAgIDwhLS0gR2VuZXJhdG9yOiBTa2V0Y2ggNTUuMiAoNzgxODEpIC0gaHR0cHM6Ly9za2V0Y2hhcHAuY29tIC0tPgogICAgPHRpdGxlPmdyYW1tYXJfZG91YmxlX2xpbmU8L3RpdGxlPgogICAgPGRlc2M+Q3JlYXRlZCB3aXRoIFNrZXRjaC48L2Rlc2M+CiAgICA8ZyBpZD0iZ3JhbW1hcl9kb3VibGVfbGluZSIgc3Ryb2tlPSJub25lIiBzdHJva2Utd2lkdGg9IjEiIGZpbGw9Im5vbmUiIGZpbGwtcnVsZT0iZXZlbm9kZCIgc3Ryb2tlLWxpbmVjYXA9InJvdW5kIj4KICAgICAgICA8ZyBpZD0iR3JhbW1hci1UaWxlLUNvcHkiIHN0cm9rZT0iIzMzNTVGRiI+CiAgICAgICAgICAgIDxwYXRoIGQ9Ik0wLDAuNSBMNSwwLjUiIGlkPSJMaW5lLTItQ29weS0xMCI+PC9wYXRoPgogICAgICAgICAgICA8cGF0aCBkPSJNMCwyLjUgTDUsMi41IiBpZD0iTGluZS0yLUNvcHktMTEiPjwvcGF0aD4KICAgICAgICA8L2c+CiAgICA8L2c+Cjwvc3ZnPg==")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">ago,</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">determined</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that it no longer could afford to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">maintain</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a full Air Force capability. Likewise, although it is an island nation, a large standing navy sufficient to stand up to potential adversary naval power was far beyond its fiscal capacity. The NZ Defence Forces have continued to adapt. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{250}" paraid="302970872" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{b9baac8a-bca8-4dbe-8033-6d228d7efe04}{254}" paraid="1968876231" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The Leander class frigates (crewed by “</span><span class="NormalTextRun SpellingErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,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")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Leanderthals</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”) were commissioned in the UK, with the NZ/A hulls commissioned in the 1950s through the 1970s, serving for 35 or more years until the final one was decommissioned in the early 2000s. The current navy </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">comprises</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> nine ships of which three are laid up do to staffing constraints, leaving six active vessels, three of which are logistical support vessels. ()</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{80b4ba3f-5f26-4c73-ae6c-38f3f65a2c48}{185}" paraid="628881315" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{80b4ba3f-5f26-4c73-ae6c-38f3f65a2c48}{196}" paraid="250830342" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> Navy is not going to be stopping any committed adversary.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{dc1f6228-0111-483b-a5f1-cfedfaa16cde}{241}" paraid="1755381690" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" lang="EN-GB" paraeid="{dc1f6228-0111-483b-a5f1-cfedfaa16cde}{251}" paraid="2019135798" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Logistical support vessels, however, will ensure that the problems of a “simple” counterinsurgency operation such as “<a href="https://www.lawcom.govt.nz/sites/default/files/projectAvailableFormats/NZLC%20R12.pdf" target="_blank">Golden Fleece</a>” in 1989 will be avoided. In 1989, the NZ/A Army held a counterinsurgency exercise known as Golden Fleece in an invented country (“Kilkis”), covering the Wairarapa and up toward Hawkes Bay through Dannevirke and north. While there is no active insurgency in NZ/A, there </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">remains</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the risk that NZ/A may be called upon to support counterinsurgency activity in neighbouring South Pacific countries.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{9}" paraid="1534244658" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{13}" paraid="1417794256" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Potential </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">independent</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> actions</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{19}" paraid="1434595267" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{23}" paraid="1386589526" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">There is the possibility that NZ/A might need to “go it alone” on some missions. But those would, by necessity, be in NA/Z's "backyard” and would be against potential opponents </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">significantly</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> smaller than NZ/A.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{72b3b8b1-2b4b-4566-a856-0a242d1b1a6d}{25}" paraid="1051668692" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" lang="EN-GB" paraeid="{72b3b8b1-2b4b-4566-a856-0a242d1b1a6d}{16}" paraid="1275290314" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">A country with a population of five million is not going to be leading an invasion of any country outside of its immediate neighbours in the South Pacific, and there are few (but potentially real) situations that could lead to that occurring. The coup in Fiji in the late 1980s almost resulted in military intervention by NZ/A and Australia. Had the situation degenerated into full-scale civil war, intervention may have been the only way to bring peace. In such a situation, NZ/A would face the dual requirements to deliver, land and support a force over potentially thousands of kilometres of ocean.</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{29}" paraid="1719615592" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{33}" paraid="861913956" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">It is probable that any intervention in a South Pacific neighbour may also require a counterinsurgency effort. </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> could be well positioned to carry out such a mission, calling on the large South Pacific population in </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">NZ/A</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> for support</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">. </span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; user-select: text;"><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{53}" paraid="943912365" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{04a95c55-d51e-48d4-92f2-b11caa66f729}{57}" paraid="1632115489" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Moreover, an insurgency is </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">probably the</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> only serious </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">option</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> that NZ/A would have </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">in the event of</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> an actual invasion of NZ/A. The distribution of population would be a mixed bag, both working to an occupier's advantage, and supporting an insurgency. Much of the population, being situated in the north of the country, would be slightly easier to control. But the agriculturally productive areas are </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">further</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> south, and agricultural production capacity is one of the few reasons that NZ/A would be “worth” invading.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{fd95fc1e-df8c-4626-835d-08af2af80170}{215}" paraid="191478016" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{fd95fc1e-df8c-4626-835d-08af2af80170}{225}" paraid="296477994" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; font-weight: bold; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Force recommendations (macro)</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{75727736-3455-41d1-9b03-a7130b1a5983}{98}" paraid="288993305" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{75727736-3455-41d1-9b03-a7130b1a5983}{109}" paraid="430924503" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">NZ/A, to meet its strategic situation and potential threats, needs to concentrate on three areas of capability:</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{eb1e0b71-e40a-4488-b094-4e1b1a0905eb}{151}" paraid="1696592760" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="ListContainerWrapper SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{eb1e0b71-e40a-4488-b094-4e1b1a0905eb}{161}" paraid="641054936" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space: pre-wrap;"></p><ul style="text-align: left;"><li><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Medical support capacity</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></li><li><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">Training capacity</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></li><li><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">Civil defence and domestic defence capabilities</span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: verdana; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></li></ul><p></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{177}" paraid="642676701" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="TextRun SCXW216512304 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none !important; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Each of these </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">represents</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> “</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: left bottom; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">dual</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-use” capabilities; able to support international defence commitments, and able to directly support NZ/</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">A in the event of</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> a local capacity-exceeding event. The recent cyclones have </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">demonstrated</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> just how important it is to have such capabilities at home and be ready to respond to a local need. At the same time, NZ/A international commitments and our desire to “do the right thing” means that capabilities that work with allies are critical. We will never have the mass to be able to contribute </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">manpower</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> or </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">materials</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to the fight; not in quantities that will make a tangible difference. But NZ/A does have the ability and </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">capacity</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to </span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">provide</span><span class="NormalTextRun SCXW216512304 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> the supporting resources that will help win the fight, win the peace, and create the long-term relationships that will make NZ/A a valued partner for the future.</span></span><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;">Each of these also ensures that a Free Kilkis will continue to survive in the South Pacific, whatever the situation in the rest of the world.</span></span></p><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW216512304 BCX0" paraeid="{e4932b3b-5459-463c-873f-59f5642cdb90}{187}" paraid="402520002" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: verdana;"><span class="EOP SCXW216512304 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p></div></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-59718321511532178292023-02-23T16:02:00.006+01:002023-02-23T16:02:58.482+01:00One year in, where to now for Ukraine and Russia<div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{abda9714-915b-4158-a1b8-322bc69bef5f}{233}" paraid="1733999705" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Tomorrow marks the 1st anniversary of the invasion of Ukraine by Russia. Things are “clearer” now, certainly, but equally could still go either way. The “End Game” is too far to see. However, there are a couple of outcomes that remain possible:</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{38}" paraid="1799273470" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{41}" paraid="360511598" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"></p><ol style="text-align: left;"><li><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Ukrainian collapse and Russian victory</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Russia “holds the line” at the newly conquered territories, and institutes a hot peace</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Partial Ukrainian victory, Russia retains Crimea</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></li><li><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Russia is pushed out of all Ukrainian territory to pre-2014 borders</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></li></ol><p></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{53}" paraid="788750120" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{56}" paraid="940722221" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Throughout the war, the full depth of Western intelligence support has not been visible to the layperson. We've seen hints, including the latest revelations, that the US military has exercised a de facto veto on HIMARS launches and has suggested targets. It is my own belief, without evidence, that Western intelligence support has been extensive, to the point of telling the Ukrainian military the location of Russian command posts and detailed discussion of Russian tactical plans, possibly on a day-by-day basis. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{59}" paraid="534682505" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{62}" paraid="1506136100" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But the “fog of war” can be beneficial to both sides, but is decidedly dangerous to the side with the greater “fog” in terms of their visibility of adversary objectives, capabilities, and detailed plans. Hannibal knew that Lake Trasimene was prone to fog in the summer months, and on 21 June 217 BC, he used that to his advantage. His armies were arranged on the hills overlooking the edge of the lake and the road along the lake. As the Roman legions passed before them, the Carthaginians charged out of the fog into the side of the Roman legions, forcing them into the lake, resulting in one of the most lopsided victories in history. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{65}" paraid="1577773930" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{68}" paraid="1732846133" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">When one side can see and (as in Hannibal's case) hear the enemy who is unable to see and hear them, then the results will be very one-sided. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{71}" paraid="1911879231" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{74}" paraid="797218486" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But here is our problem. We know that the West can see and hear the Russians and is passing on a huge amount of information. What we do not know is how much Russia can see and hear. We also have a lopsided information stream on losses by either side, with Russian losses being well-publicised, while Ukrainian losses are not being disclosed. We have no visibility on the actual losses suffered in the defence of Bakhmut, or the counteroffensive to retake Kherson. Russian losses of tanks and armoured vehicles are shared on various social media and mainstream media outlets. Ukrainian losses are never shown in Western outlets. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{77}" paraid="1754066804" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{80}" paraid="1913254499" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">But we must assume that the “see and hear” advantage lays with the Ukrainian side, and that ability is being used on a daily basis. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{83}" paraid="53090977" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{86}" paraid="785572578" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This leads us to the four potential outcomes I mentioned.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{89}" paraid="306785442" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{92}" paraid="1697885096" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">1. Russian victory. </span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{92}" paraid="1697885096" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{92}" paraid="1697885096" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Our first consideration is the meaning of “victory”. There seem to be two “definitions” that I'm hearing: total collapse and takeover of all of Ukraine, including Kyiv and the installation of a puppet government controlled from Moscow, or the ability to force Ukraine to the negotiating table and agreement to the forfeiture of the Donbas and Luhansk, Crimea and Zaporizhia Oblast to Russia. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{95}" paraid="217594114" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{98}" paraid="1171314135" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Yes, Ukrainian forces could still be routed. It seems unlikely at this stage, short of the use of tactical nuclear weapons to breach holes in the Ukrainian front lines, but it remains a possibility. After all, we have no idea just how much of the existing Ukrainian capability is being used to plug the potential gap of Bakmut. If the Ukrainians have been throwing reserves into that fight, stripping themselves of a counter-punch capability, then a significant breakthrough could result in Russian forces sweeping into an almost empty backfield. This was the Soviet strategy at Stalingrad, and it worked. With German lines extended, the Soviet forces punched holes north and south, and fought through the snow to meet, cutting off the German 6th Army. Russian forces north and south of Bakhmut are undoubtedly hoping to accomplish the same. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{101}" paraid="1909566209" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{104}" paraid="427583266" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Should that succeed, and a cauldron is created trapping a large portion of the available Ukrainian capacity, then Russian forces might be able to advance further west with limited opposition. A rout of Ukrainian forces would then require the West to either directly engage, which they have said they will not do, or to facilitate a retreat of Ukrainian forces and potentially an evacuation of the government from Kyiv. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{107}" paraid="1216367209" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{110}" paraid="719848981" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">2. Stalemate</span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{110}" paraid="719848981" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{110}" paraid="719848981" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">A second option calls for Russian forces to degrade Ukrainian capacity to the extent that an effective counteroffensive fails to achieve meaningful gains, and stalls with heavy losses of Ukrainian forces and western equipment. Should Russia retain control of their “land bridge” to Crimea, Ukraine's options will be limited Russia does have a material and population advantage over Ukraine, and a longer war will allow, at a terrible economic cost to Russia (and Ukraine, of course) the mobilisation and deployment of significantly larger numbers of troops than Ukraine will ever be able to mobilise.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{113}" paraid="1585779499" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{116}" paraid="375589701" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Should a Ukrainian counteroffensive prove unsuccessful, the patience of the West and suppliers to Ukraine could wear thin. Domestic pressures in Western capitals could force countries to re-evaluate the level of support that they can provide on in the medium term – out one to two years. Western arsenals are not bottomless, and have been strained by the outflow of materials to Ukraine. They will need to ramp up production, and the costs of the war will begin to come home </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{119}" paraid="1874927561" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{122}" paraid="1974037665" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Likewise, a failed or blunted counteroffensive will have a cooling effect on morale in Kyiv and across Ukraine.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{125}" paraid="365783556" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{128}" paraid="970571057" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">At some stage, both countries, Russia and Ukraine, may decide that it is time to approach the negotiating table. The moment that happens, the fronts will effectively stabilise and become the new de facto borders, just as the borders changed after 2014. The West will look for some accommodation. A new Iron Curtain will certainly have fallen, and a new Cold War will ensue, but a fighting war with the risk of a nuclear exchange will have been averted. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{131}" paraid="443978409" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{134}" paraid="63479001" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">3. Partial Ukrainian victory.</span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{134}" paraid="63479001" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{134}" paraid="63479001" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The great Russian offensive does not seem to be making much headway, at least according to Ukrainian and western media sources. Next comes a period of relative quiet while Ukrainian forces prepare for their offensive. Soon we will see the actual effectiveness of Western amour and tactics against a post-Soviet military and doctrine. Will Leopard tanks in their various versions, stand up well to modernised T-series tanks? How will the Bradleys perform? Will NATAO Combined Arms warfare create the breakthrough that Kyiv will require? Will Russian morale be as low as we are told, or will they rally?</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{137}" paraid="516745882" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{140}" paraid="1193002585" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Will Ukrainian forces have the stamina to continue, or will they exhaust themselves? An exhausted army will not continue an offensive, but will begin in the face of stiffening opposition to find naturally defensive or symbolic lines for defence. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{143}" paraid="549734283" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{146}" paraid="1040787168" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Regardless, a Ukrainian offensive that liberates all territories to the shores of the Azov would be a remarkable result. Then we will see how seriously Putin takes his Crimea “Red Line”. If it becomes clear that Ukraine will be “permitted” to liberate up to the 2014 lines (ex-Crimea) but that Russia will use nuclear weapons in the face of an attempted liberation of Crimea, we may have conditions for negotiations to begin. </span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{149}" paraid="702879644" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{152}" paraid="760267501" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Russia has historical interests and a deeply held ownership of Crimea. Most of the population speaks Russian, and Russians have been the largest demographic group since the time of the Bolshevik Revolution in 1917. Savastapol has been the home of the Black Sea Fleet since the city was founded in 1783.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{155}" paraid="1587877759" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{158}" paraid="1028287328" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">4. Finally, outright victory by Ukraine. </span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{158}" paraid="1028287328" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{158}" paraid="1028287328" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The coming Ukrainian offensive, if wildly successful, would cut the Landbridge and retake the Azov coast up to the pre-2014 borders. Coupled with ongoing attacks on and damage to the Crimean Bridge, also called Kerch Strait Bridge, Crimea would become a siege province. With the primary water supply cut off, limited or no food imports, and ammunition and weapons replenishment were severely hampered. Yet sieges can last for years.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{161}" paraid="1040094029" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW188809111 BCX0" lang="EN-GB" paraeid="{1895802e-0715-4d33-a1f2-477253035072}{164}" paraid="1763265312" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW188809111 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Taking Crimea will require an assault that will test any military capability. And at the far end of the peninsula, Sevastopol awaits. There will be no negotiated or battlefield solution that does not result in Russian control over Sevastopol and the naval base.</span><span class="NormalTextRun SCXW188809111 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="EOP SCXW188809111 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><p><span style="color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; white-space: pre-wrap;"> </span> </p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-52373350790131555062023-01-30T11:50:00.002+01:002023-01-30T11:53:13.854+01:00BeyondRM looks five years into the future<p><span style="font-family: verdana;"><span color="rgba(0, 0, 0, 0.9)" style="background-color: white; font-size: var(--font-size-large);">Is a five-year horizon too far to be looking into the future? As Risk Managers, too frequently, our focus is “short term” (today, this year, maybe next) and too often “internal”. BeyondRM, as part of our series of conversations, decided that we should look beyond, and, as usually happens at the beginning of years, make some predictions for five years from today. </span></span></p><p><span color="rgba(0, 0, 0, 0.9)" style="background-color: white; font-family: verdana; font-size: var(--font-size-large);">With eight participants in the conversation, there was a wide range of predictions, yet also some common themes that we discussed. Early in the conversation, it was suggested that one way to consider the future was to envision the world in 2027/28, and consider the drivers that created that world. This provided a good framing for considering each of the predictions that were made or considered. </span></p><p><span color="rgba(0, 0, 0, 0.9)" style="background-color: white; font-family: verdana; font-size: var(--font-size-large);">Some areas of prediction were quite macro in nature, while others were specific to the Risk Management profession. </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Broadly, the predictions covered: </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"></p><ol style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--font-size-large); line-height: 1.75; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;"> AI (present and future) </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Flexibility and Agility of RM </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">US Economic Empire eclipsed </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Africa</span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Health </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Reality/Virtual boundary </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Inter-state Conflicts/Wars/Civil wars </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Climate impacts </span></li></ol><p></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;"> A huge range was canvased in our ninety-minute session. A consistent theme through each of the prediction areas discussed was the question of what weak signals we should be watching, and why do we keep missing them (collectively and individually). </span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"></p><ol style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: var(--color-text); font-size: var(--font-size-large); line-height: 1.75; margin: var(--artdeco-reset-base-margin-zero); padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;"> AI. While definitely viewed as a major risk and opportunity five years from now, it was also pointed out as a current issue. How will capabilities such as ChatGPT and other AI evolve, and how will that impact our ability to identify and manage risks, including the risk (and opportunities) associated with implementing AI capabilities across business activities? Outside the office, will AI reinforce our information echo chambers, or will it enable more diverse thinking and acceptance of alternative views on some issues? </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Flexibility and Agility of RM. Effective and “successful” Risk Management functions will be significantly more flexible and agile, holistic and exploiting technology and culture to improve decision-making. ERM 3.0 was mentioned, but not defined, other than to require a more holistic approach, with ESG and the “extended enterprise” and “ecosystems” playing a key part in the evolution of effective risk management. </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">US Economic Empire. This subject garnered quite a bit of discussion. The global axis appears to be realigning, with three major spheres; the US, Europe, and the BRICs (Brazil, Russian, India, China, and Africa). The desire of Iran, Russia and China to find an alternative currency for oil and other major commodity transactions may contribute to a threat to American economic hegemony. The use of sanctions was cited as a driver for countries to seek mechanisms to bypass American-controlled financial systems and currency. </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Africa. The growing strength and influence of Africa, specifically when in combination with a supportive China and the need for natural resources present in this area, might present itself as an opportunity in the coming years. Being first will certainly play a large role in both strategic and tactical roadmaps. While placed under this category, the coming risk of political strategic alliances will be something to be followed closely. Similar to the EU, there is potential for other areas to join forces to avoid being squeezed out, and global companies will need to play carefully if they are present in each territory. </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Health. One prediction was that in five years' time, we may see medical and health technologies that extend lifespans significantly. While this may or may not happen, a counterargument was presented that in five years' time, global life expectancies may actually fall, due to climate, food security, and further pandemics. Global poverty may be exacerbated by political instability and climate. While there may be great progress, there was caution that the benefits may only be available to the very wealthy. </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Reality/Virtual boundary. What information do we trust, and how can we separate “truth” from “falsehood” in information and data? What is “real”? While in part related to AI, there was more concern about the sanctity of information. What is real, what is virtual, what is “deep fake”? Will our workers and co-workers be “real”, and will our customers interact with real humans? What happens when the virtual customer “talks” to the virtual customer services rep? Is this really a five-year issue, or will we be dealing with this in 2023? </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Inter-state Conflicts/Wars/Civil wars. The “War to end all wars” ended 104 years ago, and there has been no let-up in the number of conflicts. This past year reminded us that war remains possible, indeed probable, and that it is our disbelief that leaders will resort to violence that stops us from projecting wars or conflicts, even when the evidence of impending conflict is clear to see. With this in mind, the group discusses what other wars may be possible, even probably, in the coming five years. No overt predictions were made, but potential conflicts in the Gulf region, Pakistan/India, and of course, China/Taiwan were discussed. One interesting observation was that the Second American Civil War may already have started. </span></li><li style="border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; font-size: var(--artdeco-reset-base-font-size-hundred-percent); margin: 0.8rem 0px 0.8rem 3.2rem; padding-left: 0.8rem; vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;">Climate impacts. While we can see climate change impacts around us already, the group was concerned that the impact will increase, with ramifications across all industries, but with a particular impact on insurance and primary production industry groups. Progress on renewables is impressive, but it will still be many years before fossil fuels are meaningfully displaced, and with them, the ongoing damage to the environment. </span></li></ol><p></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><span style="font-family: verdana;"> </span><span style="font-family: verdana; font-size: var(--font-size-large);">All our conversations are held under the Chatham House Rule, and as such, we are happy to share our thoughts openly and frankly.</span></p><p class="reader-text-block__paragraph" style="--artdeco-reset-typography_getfontsize: 1.6rem; --artdeco-reset-typography_getlineheight: 1.5; background-color: white; border: var(--artdeco-reset-base-border-zero); box-sizing: inherit; color: rgba(0, 0, 0, 0.9); font-size: var(--font-size-large); line-height: 1.75; margin: 1.6rem 0px; padding: var(--artdeco-reset-base-padding-zero); vertical-align: var(--artdeco-reset-base-vertical-align-baseline);"><a href="https://www.linkedin.com/pulse/looking-five-years-ahead-beyondrm-conversation-daniel-roberts?lipi=urn%3Ali%3Apage%3Ad_flagship3_profile_view_base_recent_activity_details_shares%3B1BNm4GOnQL%2B4AMnzNpXjhQ%3D%3D" target="_blank">LinkedIn article</a><br /></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-59698187504838252232023-01-09T14:01:00.002+01:002023-01-10T11:37:54.898+01:00Wasted and Useful Lives, or why I fear AI<p><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">AI scares me. Not because it will result in “Skynet", though that is a distinct possibility. My real fear is the dumbing down of humanity. Sure, plenty of humanity is already there, but various cultures value education and knowledge, and we perceive those cultures as being full of naturally smart people. We also know that as female literacy and education levels increase, birth rates</span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> decrease, reducing the strain on limited natural resources. </span></span><span class="EOP SCXW214100601 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></p><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{7777a61b-115f-46af-90de-7d4bc12606ea}{240}" paraid="1736228947" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">In 1895, H.G. Wells showed us a future hundreds of thousands of years from now. Little did he know that his envisioned future may be mere years or decades away. Or will we have Eloi and Morlocks? What I fear from AI is the dumbing down of humanity. The coming generations of sheep, grazing on the green, green grass of an AI-managed farm. </span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{61d0356a-9a09-4e93-8234-09f881c1ef6f}{35}" paraid="1393670564" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{61d0356a-9a09-4e93-8234-09f881c1ef6f}{45}" paraid="1759062324" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Societies, like militaries, need a good “NCO Corps”, the good junior to middle managers who are becoming “experts” and who will, in the fullness of time, be those that will provide and contribute to effective decision-making. How do we create and nurture the experts? By having cohorts of junior and mid-level professionals (Morlocks?) engaged in constant learning. </span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{38bbfbfc-122e-4cfa-a5dc-644e29ca02f4}{156}" paraid="1474841158" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{38bbfbfc-122e-4cfa-a5dc-644e29ca02f4}{166}" paraid="565664272" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">I remember sitting at lunch with two senior partners of an accounting firm. They were lamenting how “the kids of today”, referring to the young accountants in the firm, just didn't have the same work ethic or capabilities as their generation. I asked them how many of their generation were still with the firm, or even still in the profession. After a moment of silence, I said to them, “Your generation was no different from this one. Only the two of you, and maybe a handful of others from your early years, are still with the firm, or even still in the accounting industry.”</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{28a03f25-eaf5-440f-93db-b542608353af}{96}" paraid="1418769514" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{28a03f25-eaf5-440f-93db-b542608353af}{106}" paraid="1832509018" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">My point was that an intake of fifty young accountants (or risk managers, contact centre professionals, human resource specialists, or any other profession) will become thirty mid-level professionals, and eventually will narrow down to five or so real experts. This is natural. Not everyone becomes an expert, and not everyone stays in the same profession, even </span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">more so</span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> today.</span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{a722ea00-d504-47c4-9093-eab01e738874}{203}" paraid="1715486583" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{a722ea00-d504-47c4-9093-eab01e738874}{213}" paraid="1865404938" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">So how does this relate to AI, and why it scares me?</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{e4e1a313-2730-413d-9e1a-2bf2ba1a9515}{176}" paraid="1807240703" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{e4e1a313-2730-413d-9e1a-2bf2ba1a9515}{186}" paraid="338562054" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Simply put, as AI displaces jobs, it will not be displacing (initially) the experts. It will be displacing the junior-level workers, the very ones who need to go through years of learning through doing. Remove, or dramatically shrink, the input side of the path to professional excellence, and there will be fewer potential future experts. </span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{324c479e-6039-41b1-87be-1dbbc4c1de8d}{59}" paraid="1734087890" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{324c479e-6039-41b1-87be-1dbbc4c1de8d}{69}" paraid="1306015876" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Now push AI even further back in the “intellectual supply chain”, and not only will there be fewer jobs to create future experts, but there will also be fewer individuals capable of even entering the supply chain. For example, AI today will write students’ essays for them. Yet, the purpose of the essay or report is not to produce it, but to grow the thinking processes that enable students to question and formulate coherent thoughts. </span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{46c07ca9-4f92-4987-803d-b8280f319387}{3}" paraid="1726240472" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{46c07ca9-4f92-4987-803d-b8280f319387}{14}" paraid="1271610965" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So, with essays and term papers being generated by an AI system, used by a student who knows how to use Google but cannot rationally consider the veracity of someone's “own research” via </span><span class="NormalTextRun SpellingErrorV2Themed SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Youtube</span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, I envision a world in which the education system(s) produce people who cannot think, but whose papers look and sound well thought out.</span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{d70fcc32-daa6-428c-a92c-b00c070a66ca}{156}" paraid="1228459188" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{d70fcc32-daa6-428c-a92c-b00c070a66ca}{167}" paraid="803143341" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">And then, will we require AI engines to identify the AI-generated term papers and assignments turned in by internet-proficient (but otherwise unskilled and uneducated) people.</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{1305cf2e-73c4-4faa-adc0-151707faa9d5}{180}" paraid="765413938" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{a550a182-60fb-4144-aabe-4171947da9bf}{180}" paraid="1184736307" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Some will point out that when the lightbulb was invented, whale hunting for lamp oil was a profession that disappeared. Automobiles displaced horses. Our mobile phones have displaced complete families of appliances. Automation has put manual factory labour out of work, and the move away from coal-fired power has destroyed (almost) the coal mining sector.</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{a550a182-60fb-4144-aabe-4171947da9bf}{180}" paraid="1184736307" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{a550a182-60fb-4144-aabe-4171947da9bf}{180}" paraid="1184736307" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW214100601 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-family: arial; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">And in each of those cases, people and societies have adapted. And society will adapt to the ubiquity of AI. New skills were required, and new professions opened up; many starved for skilled labour until enough people took the plunge and learned new trades. </span><span class="EOP SCXW214100601 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-family: arial; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{c0ae57f6-4ea2-46cc-a656-b28a9d6dbbca}{68}" paraid="364432662" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{c0ae57f6-4ea2-46cc-a656-b28a9d6dbbca}{79}" paraid="147102339" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">That process has continued throughout the past couple of centuries, and we take it as the norm for social and economic development.</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{788abdd6-e3a0-497f-b2e4-369a076e3555}{47}" paraid="233258045" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{788abdd6-e3a0-497f-b2e4-369a076e3555}{38}" paraid="1119364686" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Today, AI is core to enabling the delivery of billions of packages, all scheduled to arrive at particular times and across millions of locations, without AI. AI is finding new ways to identify cancer and other medical conditions, faster and with fewer errors. AI is improving our lives; there is no doubt about that. This revolution is both performing jobs that could not otherwise be accomplished, and displacing jobs.</span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{788abdd6-e3a0-497f-b2e4-369a076e3555}{38}" paraid="1119364686" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{788abdd6-e3a0-497f-b2e4-369a076e3555}{38}" paraid="1119364686" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">But what happens when the “new jobs” are filled by machines (not robots, though those will certainly have a continuing impact) and there are no “new jobs” for people to retain and reskill into? What happens when those professions that require a refresh of the expert level, cannot find the experienced middle and junior people who will grow into those jobs?</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{340a9f88-f8d2-4b75-b6c1-6e41d1af61d4}{209}" paraid="727936107" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{340a9f88-f8d2-4b75-b6c1-6e41d1af61d4}{219}" paraid="645636547" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">I suspect that we will need to move confirmation of </span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">students'</span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> ability from the essay to the exam. And yet, there certainly will be, and already is, objection to the use of exams to measure student advancement.</span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{384904e8-f74c-4ee4-8257-a01fea7f5acb}{207}" paraid="548417033" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{384904e8-f74c-4ee4-8257-a01fea7f5acb}{218}" paraid="1285961391" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Or, should we embrace a future of leisure, relying on a “universal income” that will be plenty for anyone other than the </span><span class="NormalTextRun SpellingErrorV2Themed SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">strivers</span><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and the wannabe billionaires? The good news is that there will always be those people, who will do anything for the trappings that show their superiority (real or imagined).</span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{c847352b-a621-402e-989b-b7b2d3f93fd5}{253}" paraid="1704061396" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{e40cb2a1-6faf-4a85-8558-3e4d98df7deb}{9}" paraid="1561797400" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">There will always be artists, poets, authors, painters, and those that like to walk in the fields and woods. Freeing people through automation was a dream, and freeing them through AI is a continuation of that dream. We also need to value the people who will want to sit and talk to each other, and those that will not want to do that. </span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{c847352b-a621-402e-989b-b7b2d3f93fd5}{169}" paraid="821604678" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{cc814716-a6d4-48ed-a1dc-3e8de4bd8d6b}{238}" paraid="1783101479" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">In H.G. Wells's 1895 novel The Time Machine, two races remain from the human race; the Eloi and the Morlock. The Eloi are the poets, the writer and artists, those walking through the forests and sitting by the sea. The Morlocks are the residual professionals and individuals striving for a “better life”. Yet in his novel, the Morlocks are the “evil”, and the Eloi are the “good". Or are they?</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{7}" paraid="1029125275" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Will AI further a dumbed-down race of humans, unable to make the choice of which life they want? Or will AI truly free humanity from toil and let us choose our own definitions? Remove the requirement to work simply to live, and we can each choose a “wasted” or “useful” life. But, But, the real question will remain, which is which?</span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi36llJNkPwkjkM3VSpRXmIxdlx5SAlxYif65BGKH4Irgj2drj2qE9SgKyCmSEeCjc3sEjoxUcH1dwmSifwrWrXtp375kUepsTN112igtJ_Aq8xBRGI3FCaWZlomgrbGPb4fZarPlGwQvzVQA7NyR7KlwtWFltwVFlSYF6S1t9nKe5qc5Met4naCQHV/s1284/Kliban%20-%20Wasted%20and%20Useful%20Lives.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="807" data-original-width="1284" height="402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi36llJNkPwkjkM3VSpRXmIxdlx5SAlxYif65BGKH4Irgj2drj2qE9SgKyCmSEeCjc3sEjoxUcH1dwmSifwrWrXtp375kUepsTN112igtJ_Aq8xBRGI3FCaWZlomgrbGPb4fZarPlGwQvzVQA7NyR7KlwtWFltwVFlSYF6S1t9nKe5qc5Met4naCQHV/w640-h402/Kliban%20-%20Wasted%20and%20Useful%20Lives.PNG" width="640" /></a></span></div><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span><p></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;">Thank you, Kliban, for the fine cartoon. I notice he does not say which is which. You choose.</span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;">NB: I use Grammarly, not quite AI, to radically improve my otherwise horrendous spelling and sometimes grammar. I'm not above a bit of automated assistance. </span></span></p><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{11ceff1b-06ea-4f81-89a0-99a1c278267b}{18}" paraid="125651173" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p></div><div class="OutlineElement Ltr SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW214100601 BCX0" lang="EN-GB" paraeid="{1cb935a9-ceae-4bae-834a-c4bef9d1e921}{23}" paraid="2105337229" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW214100601 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW214100601 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW214100601 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-86444364350611234712022-12-23T13:04:00.003+01:002022-12-23T13:26:18.515+01:00Somehow<p><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">Somehow</span><span class="EOP SCXW228504060 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></p><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{156}" paraid="1716326700" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{116}" paraid="1990846590" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Somehow the world has avoided real catastrophe in 2022. So far anyway. It almost seems miraculous, with the war in Ukraine and the severity of drought in the western US (to name two near misses) and the temporary halting of grain shipments from Black Sea ports. Those two could have resulted in food shortages and mass starvation around the world. We aren't out of the woods yet, and 2023 holds at least as many challenges as ‘22 or even ‘21. Systemic fragility is growing, and while the world has coped, that certainly cannot be taken for granted in the coming year(s).</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{96721366-8afd-40f1-b568-739503536517}{207}" paraid="387931490" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{96721366-8afd-40f1-b568-739503536517}{218}" paraid="1638985721" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Somehow,</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> we need to prepare for this. And this means personally, also at the company or corporate levels, and definitely at national and transnational government levels. Are we ready? I'm not confident.</span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{c3d2cb32-a2a0-4576-b9c4-c4f5dc28d718}{164}" paraid="2126878564" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{c3d2cb32-a2a0-4576-b9c4-c4f5dc28d718}{175}" paraid="2080515958" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Risk Management requires looking beyond the day-to-day activities and considering potential outcomes from those activities. This includes personal, corporate, societal and government activities. Risk Managers are best positioned to communicate potential scenarios that may benefit or harm </span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">individuals</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">, </span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">companies,</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> society, etc. </span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{046b942b-da9a-4be8-8cbc-684b8e5f6b6a}{5}" paraid="398070335" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{046b942b-da9a-4be8-8cbc-684b8e5f6b6a}{16}" paraid="2099101415" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">It is also incumbent on the Risk Manager then, is to facilitate communication, and also to look to themselves and those around them, to consider and assess the potential personal impact, and to prepare.</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{0109fb25-2f8a-4422-8e0b-d46179e590b2}{74}" paraid="120762851" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{0109fb25-2f8a-4422-8e0b-d46179e590b2}{85}" paraid="152540231" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Somehow, we each need to consider our plans and options, and then act.</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{167}" paraid="1236970801" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{177}" paraid="1584837115" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Somehow, all that has happened in the past year(s) does not represent an end, but only part of a continuum of change.</span></span></p><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{177}" paraid="1584837115" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: arial; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><br /></span></span></p><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{177}" paraid="1584837115" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Cryptocurrencies have collapsed, and with them, well, nothing yet, other than some seriously distorted egos, and possible in the global economic system in 2023. Still, a lot of “money” was created out of thin air over the past decade, and much of it disappeared back into thin air this year. But again, was any of it real? I guess to small “investors” (speculators) it did, for many, have a serious impact.</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{94f94100-9ac0-4b15-a106-53715b4825fe}{48}" paraid="1139771684" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{94f94100-9ac0-4b15-a106-53715b4825fe}{59}" paraid="1784021195" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">On the other hand, there were no new pandemics. But there could be, and probably will be. Well, </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iNXB4IiBoZWlnaHQ9IjNweCIgdmlld0JveD0iMCAwIDUgMyIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4KICAgIDwhLS0gR2VuZXJhdG9yOiBTa2V0Y2ggNTUuMiAoNzgxODEpIC0gaHR0cHM6Ly9za2V0Y2hhcHAuY29tIC0tPgogICAgPHRpdGxlPmdyYW1tYXJfZG91YmxlX2xpbmU8L3RpdGxlPgogICAgPGRlc2M+Q3JlYXRlZCB3aXRoIFNrZXRjaC48L2Rlc2M+CiAgICA8ZyBpZD0iZ3JhbW1hcl9kb3VibGVfbGluZSIgc3Ryb2tlPSJub25lIiBzdHJva2Utd2lkdGg9IjEiIGZpbGw9Im5vbmUiIGZpbGwtcnVsZT0iZXZlbm9kZCIgc3Ryb2tlLWxpbmVjYXA9InJvdW5kIj4KICAgICAgICA8ZyBpZD0iR3JhbW1hci1UaWxlLUNvcHkiIHN0cm9rZT0iIzMzNTVGRiI+CiAgICAgICAgICAgIDxwYXRoIGQ9Ik0wLDAuNSBMNSwwLjUiIGlkPSJMaW5lLTItQ29weS0xMCI+PC9wYXRoPgogICAgICAgICAgICA8cGF0aCBkPSJNMCwyLjUgTDUsMi41IiBpZD0iTGluZS0yLUNvcHktMTEiPjwvcGF0aD4KICAgICAgICA8L2c+CiAgICA8L2c+Cjwvc3ZnPg==")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">not ”probably</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">”; certainly. Will governments, businesses, society, and individuals be ready? Who knows? But I have only modest confidence that society will be able to cope with a “real” pandemic. Avian Influenza remains my biggest worry, should it become easily transmissible from human to human.</span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{7227b4e5-74b6-44af-aa9a-7c03697cacf6}{25}" paraid="1075044878" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{7227b4e5-74b6-44af-aa9a-7c03697cacf6}{36}" paraid="1651344513" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The freeing up of Covid restrictions in China, after a Zero-Covid policy that saw them come through the first waves fairly unscathed, is now resulting in a wave of Covid across China that is quite scary. Will this create a sizable enough pool of viruses to encourage serious mutations leading to a renewed global pandemic? Who knows, but if it does, we can be pretty confident that there will be suffering on a scale that we did not see in the first waves. Covid restriction exhaustion will clear the field for newer and more serious strains to run rampant worldwide.</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{187}" paraid="317343780" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{41acd8a1-8429-4f83-be8e-7e0c7c8a1e13}{196}" paraid="972478728" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Hanging over all of this is the slow-motion (with sudden grim reminders) Climate Change. Melting glaciers, Greenland itself melting with all sorts of grim predictions. The Antarctic ice shelves and equally grim predictions. Is the ongoing North American </span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">drought</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> going to abate any time soon, or will climate change reinforce the existing drought conditions and make matters worse? </span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{400d9063-b793-4c70-bae5-4d992dc71770}{73}" paraid="106657711" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{400d9063-b793-4c70-bae5-4d992dc71770}{83}" paraid="636274041" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Through all of this, there is a sense of limited personal ability to respond. What can we as individuals, do that will actually make a real difference. Sure, let's all use metal straws. </span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{78be47dd-267d-4734-8ed1-cb471ce06744}{194}" paraid="1375344055" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{78be47dd-267d-4734-8ed1-cb471ce06744}{204}" paraid="446643359" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The reality is that for most people on this planet, the only changes that they need and want to skew toward more consumption and resource use, not less. And we cannot say to billions of people that they cannot have food security, electricity for lighting, heating, cooking, and all other activities that reduce suffering and expand the quality of life. For goodness' sake, we cannot even get people with everything in rich countries to stop spending, using, and consuming, all to show that they are, somehow, </span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">superior</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to their “peers”. </span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{ceb8e639-9241-46f2-9319-941b2c1efde4}{239}" paraid="740836680" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{ceb8e639-9241-46f2-9319-941b2c1efde4}{250}" paraid="903915585" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">For the rest, the 10% or even the 15%, it is frustrating to feel that there is little that can be done that will make a real, tangible difference. What can I do to bring the rains back and refill dams in North America? What can I do that will stop the melt in Greenland, or reduce the </span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">temperatures</span><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> in Greece and Spain in the summer?</span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{879ed541-4d1f-4a0f-9414-acb4f54b2bcc}{241}" paraid="1527113178" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" lang="EN-GB" paraeid="{879ed541-4d1f-4a0f-9414-acb4f54b2bcc}{251}" paraid="1415281181" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Through all the frustration and sense of personal disempowerment, we still need to be considering our own responses. Inaction is a response. But planned or accepted inaction is different from ignorance-based in action. </span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{34}" paraid="933107533" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{37}" paraid="322373223" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">On a call last week talking about sustainability, I posed a question about actions to prepare for the impact of climate change. My challenge to the panel was to consider responses in three categories:</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{40}" paraid="69793688" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="ListContainerWrapper SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; margin: 0px; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{43}" paraid="1188232039" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: left; user-select: text; vertical-align: baseline; white-space: pre-wrap;"></p><ol style="text-align: left;"><li><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Personal. How should we be preparing for ourselves and our immediate family, and in a wider circle those important to our community and us?</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;"> </span></span></li><li><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">Corporate. What should companies be considering and doing?</span><span class="EOP SCXW228504060 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></li><li><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB">Government and their responsibilities to their people, environments, and basically anything ‘too big’ for categories 1 and 2.</span><span class="EOP SCXW228504060 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; line-height: 16px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></li></ol><p></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{55}" paraid="880628777" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559739":0,"335559740":240}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 16px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW228504060 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{58}" paraid="586314294" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="TextRun SCXW228504060 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">I think we all need to be looking at the coming year(s) with this in mind.</span><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{58}" paraid="586314294" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW228504060 BCX0" paraeid="{2ff5fe09-23c2-4c12-a395-935322b6e6bc}{58}" paraid="586314294" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhncQgnnOI4HBELm2hF8H-M0tet9EFd2ZKK8niOjSc-Bb7ZgCfHkiV2Chjg2jthTEbXE9pPn6Q2x2Sv2-fWdM4LFI38fsW5bRXuWzDC9gbej0rtRub9e_-IoLrowTFavq0EbeDy9-ed5z4vfvd5h3QxtqqlykrnA3wOBMii0iRtHWOI4sclaZuF7hJB/s3264/Fishing%20boat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1836" data-original-width="3264" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhncQgnnOI4HBELm2hF8H-M0tet9EFd2ZKK8niOjSc-Bb7ZgCfHkiV2Chjg2jthTEbXE9pPn6Q2x2Sv2-fWdM4LFI38fsW5bRXuWzDC9gbej0rtRub9e_-IoLrowTFavq0EbeDy9-ed5z4vfvd5h3QxtqqlykrnA3wOBMii0iRtHWOI4sclaZuF7hJB/w640-h360/Fishing%20boat.jpg" width="640" /></a></span></div><span style="font-family: arial;"><br /><span class="EOP SCXW228504060 BCX0" data-ccp-props="{"201341983":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 17.2667px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span><p></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-33082488779229227702022-11-04T01:29:00.008+01:002022-11-04T01:29:55.244+01:00Is Risk Management Broken? No, it isn't.<p><span style="font-family: verdana;"><i><b>"Risk Management is Broken!"</b></i></span></p><p><span style="font-family: verdana;">I cannot count the number of times I have heard or read that Risk Management is broken, and the number of times I've then asked why and how it is broken. Invariably the answer, distilled to the most basic elements, is that Risk Managers have not adopted MY view of what Risk should be, and the view (and associated consulting) that I am selling.</span></p><p><span style="font-family: verdana;">The contrary view is that Risk Management is a discipline that is most effective when tailored to the needs and capabilities of the enterprise, and that is communicating the information needed to enhance decision-making. Where Risk Management is not assisting with improving decision-making, then it is not as effective as it could be. </span></p><p><span style="font-family: verdana;">And it is arguable that many, possibly most, Risk Management functions, and many Risk Managers, are not supporting more effective decision-making. That's not the same as "Risk Management is broken".</span></p><p><span style="font-family: verdana;">Therefore, while those functions may be "broken", it is not right to extrapolate such a status across all Risk Management.</span></p><p><span style="font-family: verdana;">There is hope. Most Risk Managers that I have met actually want to support and enable improved decision-making. So instead of saying "Risk Management is Broken", maybe we should be focusing on how Risk Management can improve decision-making. </span></p><p><span style="font-family: verdana;">Thoughts?</span></p><p><span style="font-family: verdana;"> </span></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-32012146386019296852022-10-11T11:53:00.002+02:002022-10-13T16:32:08.532+02:00Careful what we ask for<p><span style="font-family: verdana; font-size: medium;">We must be careful “what we ask for, for we may surely get it”. </span></p><p><span style="font-family: verdana; font-size: medium;">The overthrow of Putin will not end the war in Ukraine, and may worsen it. Putin, as the leader of Russia, is also a reflection of the will of the Russian people. A significant majority of Russians still support Putin and the war. There is a long way to go before the Russian people will be ready to stop the war or relinquish the territories already conquered. 2023 or beyond. </span></p><p><span style="font-family: verdana; font-size: medium;">First, of course, Putin may become the symbol of Russian failure in Ukraine. Do not expect a groundswell of feeling that the struggle in Ukraine is unjust; that will be asking too much of the average Russian. The easiest target before turning on Putin will be Defense Minister Sergei Shoigu, who, by all accounts, has not done a very good job of the invasion and has never served in the Russian (or Soviet before) military. </span></p><p><span style="font-family: verdana; font-size: medium;">It is easier to lose faith in one individual than in a national philosophy of victimhood and rejection. A facesaving narrative is difficult to reject, like the post-Soviet states joined NATO not because they were afraid that Russia would revert to its previous imperial dreams, but because NATO forced them to join and occupied the former Warsaw Pact countries. </span></p><p><span style="font-family: verdana; font-size: medium;">As long as that kind of thinking remains the default message, unchallenged, there will be strife and a willingness to invade other countries. The rebuilding of the "legitimate Russian Empire" will not disappear as a national goal. There will remain resentment against all countries that joined NATO (they were too weak under pressure, and too weak to stand up for Russia) and against any country that considers joining NATO (cowards and traitors to their Russian people). The loyalty and obligation of Russia to Russians outside the Russian Federation will remain. </span></p><p><span style="font-family: verdana; font-size: medium;">The Soviet Union was not a conglomeration of independent countries joined in a “union”; it was the Russian Empire under another name. The fact that some leaders came from constituent “Republics” does not change the very Russian nature of the USSR. Therefore, the fall of the USSR in 1991 was the second fall of the Russian Empire in a century.</span></p><p><span style="font-family: verdana; font-size: medium;">If, and it is a huge “if”, Putin was overthrown (or were to die of a “natural cause”), we should not expect any new leadership to disavow the invasion of Ukraine, nor de-annexe the newly annexed territories. Crimea will not be on the bargaining table even if new leadership does agree to talk. </span></p><p><span style="font-family: verdana; font-size: medium;">Personally, I discount any reports of Putin's health. He is as healthy as any national leader, but that requires a digression that I'll avoid. </span></p><p><span style="font-family: verdana; font-size: medium;">Therefore, if suddenly he is no longer the President of Russia, it will have been through a coup, and a coup will not be staged by defeatists and the weak. Coups are not easy things, and they are rarely clean. Those perpetrating coups are ready for blood to be spilt, and the blood of their own compatriots who oppose their taking power. These are not the people who will seek to stop a war so that adversaries will no longer be hurt or killed. </span></p><p><span style="font-family: verdana; font-size: medium;">Yes, hundreds of thousands are fleeing the country to avoid conscription in a poorly performing military. But these hundreds of thousands didn't try to leave before the mobilisation and threat of conscription. That is not the same as being willing to go out into the streets in adequate numbers to force a change. That won't happen, yet. More importantly, <a href="https://www.bloomberg.com/opinion/articles/2022-10-01/why-do-so-many-russians-still-support-putin-s-ukraine-war" target="_blank">most Russians</a> still support the war, though that support is eroding. </span></p><p><span style="font-family: verdana; font-size: medium;">It will take time and more battlefield defeats to swing opinion definitively against the war and, when that happens, against Putin's leadership. </span></p><p><span style="font-family: verdana; font-size: medium;">But National Honour will demand a victory, until it becomes very clear that such a victory is impossible. While we in the west may have come to the conclusion that a Russian victory is impossible, Russian media most certainly has not come to that conclusion. </span></p><p><span style="font-family: verdana; font-size: medium;">Overthrowing, or otherwise replacing Putin (after he replaces DM Shoigu and keeps replacing generals), might not result in a peace-seeking government. It may result in another hardliner taking power and redoubling efforts in Ukraine. The real danger is that a replacement might decide to blur the lines with NATO and test NATO's actual resolve, potentially by hitting supply or logistics centres on the “other side” of the Ukrainian border with Poland, for example. As NATO definitely does not want to get into a war that may escalate into a nuclear conflict, a new strongman in the Kremlin may decide that NATO's redlines can be ignored. </span></p><p><span style="font-family: verdana; font-size: medium;">A Putin replacement will know that he (and I am assuming that it will be a “he”) knows that he must deliver battlefield victories, quickly, or suffer potentially the same fate as the <a href="https://en.wikipedia.org/wiki/Alexander_Kerensky" target="_blank">Kerensky government of 1917</a>. Wikipedia sums it up best: " Despite mass opposition to the war, Kerensky chose to continue Russia's participation. His government cracked down on anti-war sentiment and dissent in 1917, which made his administration even more unpopular. Kerensky remained in power until the October Revolution."</span></p><p><span style="font-family: verdana; font-size: medium;">Therefore, we should be careful what we wish for. And Russia should be particularly careful what it wishes for in the coming weeks and months. </span></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-47252255982195624942022-09-14T06:28:00.002+02:002022-09-14T06:28:18.091+02:00Instability in the Russian periphery<p><span style="font-family: verdana;">This is just a very quick note to highlight the medium-term potential for serious conflicts around the Russin periphery. The 'distraction' of almost all of Russia's combat capability to the Ukrainian war will deprive Moscow of its influence across the rest of its sphere. </span></p><p><span style="font-family: verdana;">Already we see a renewed conflict between Azerbaijan and Armenia, a conflict that is 30+ years old, but 'frozen' by the Russian alliance with Armenia, until two </span><span style="font-family: verdana;">years ago when Azerbaijan finally felt they had the capability, will, and ability to achieve their goals before Moscow could enforce a peace. </span></p><p><span style="font-family: verdana;">It seems Azerbaijan may believe that Russia will not have the authority of power to impose a new peace. This could mean a renewed war. Already 'border skirmishes have killed almost a hundred people over the past couple of days. This could get much worse, quickly. Armenia has called on Russia to send military support and peacekeeping. That is unlikely to be at a force level sufficient to deter Azerbaijan.</span></p><p><span style="font-family: verdana;">This is one example only.</span></p><p><span style="font-family: verdana;">Looking westward to Georgia, will they contemplate asserting its sovereignty over South Ossetia and Abkhazia? Both were taken from Georgia in 2008 in response to Georgia's insistence on seeking NATO membership. Neither South Ossetia nor Abkhazia has been incorporated into the Russian Federation, but both have been recognised by Russia as 'independent' states and are garrisoned by Russian troops. </span></p><p><span style="font-family: verdana;">How long will it be before Putin is forced to hollow out his garrisons, and what will Georgia's response be?</span></p><p><span style="font-family: verdana;">How long will Chechniay continue to play the game of being a quasi-independent state within the Russian Federation? The cream of Chechen pro-Russian forces are committed to Ukraine, leaving a rump of 'loyal' forces at home.</span></p><p><span style="font-family: verdana;">The coming couple of years could see renewed conflict surrounding Russia. Much will be blamed on external interference (the CIA, American and European clandestine support, Islamic fundamentalism supported by the Taliban and Iran), and much of it will be. After all, stirring up the provinces has been a time-trusted way of distracting the centre. </span></p><p><span style="font-family: verdana;">With or without external support, expect the Russian periphery to become an active, and dangerous area of the world. There are too many scores to be settled, and there is no longer a central force strong enough to enforce stabilisation. </span></p><p><br /></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-13695629245143438372022-09-07T09:34:00.002+02:002023-12-29T08:32:47.569+01:00Because Putin loves history - he should look at these four years<p><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Vladimir Putin loves history. He has studied it, written about it, and most recently, used it to justify the invasion of an indep</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ent country whose borders his own government promised to respect and protect. There are two uses of history; to learn what has happened and how it shaped our world, and to use it to seek insights into what may happen in our world. Vladimir Putin has used his pieces of history to create a narrative of "how we got here" and is using that to attempt to shape a future. Unfortunately, his selective and sometimes flawed use of history results in a future that probably will not meet his expectations. If he, and we, are to look again at history to try to see the future, I would suggest that there are four years that he might look at - only one of those contained an outcome that might be acceptable to him. </span></span><span class="EOP SCXW90352213 BCX0" color="windowtext" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span><span color="windowtext" style="white-space: pre-wrap;"> </span></span></p><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{95}" paraid="1823790535" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"></div><p><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" color="windowtext" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">The years I have in mind are 1814, 1917 and 1989, and 1939. Each year represented a turning point and a resolution to a crisis that provides superficial allegories at best to the current situation, and the "</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> game" for Vladimir Putin. Only one of those, 1939, gives an outcome similar to what he seeks. While delivering a victory, even that result also port</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">s years of isolation and economic stagnation. </span></span><span class="EOP SCXW90352213 BCX0" color="windowtext" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text; white-space: pre-wrap;"> </span></span></p><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{95}" paraid="1823790535" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{98}" paraid="1382995209" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">The invasion of Ukraine has not gone according to plan, regardless of what Moscow continues to say. The collapse of the Kyiv front and the resources required to take Mariupol cannot have been "part of the plan". A rapid collapse of Ukrainian resistance and Zelenskyy and his government fleeing into exile would have enabled Russia to stop hostilities while retaining a robust military capability. That didn't happen. It also would have forestalled resupply and the level of support that the west has been funnelling into Ukraine, all aimed at bleeding the Russian military. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{101}" paraid="883888601" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{104}" paraid="703531601" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Now advanced western arms are degrading Russian capabilities by the day, reaching further behind the lines at distances that Russians expected would be out of range, and striking with a level of accuracy than was not anticipated. Ukraine is hitting Russian logistics centres, command centres are targeted, and senior leaders are killed and wounded. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{107}" paraid="972479203" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{110}" paraid="1638372102" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">While we cannot directly understand the level of the 'ordinary' soldier's morale, we should use caution in assuming anything at this stage. After all, the Egyptian Third Army, trapped and surrounded in Sinai in 1973, never surr</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ered and had reasonably high morale throughout. We should not assume that Russian forces in the Kherson Oblast are suffering from low morale, even partially cut off by attacks on the bridges and pontoon bridges across the Dnieper River. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{113}" paraid="1745433837" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{116}" paraid="1583973609" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Basically, this war could still "go either way". </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{119}" paraid="1891943282" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{122}" paraid="1983103355" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">However, at this stage, it does appear that the momentum is on the Ukrainian side, and with the continued flow of western material, training and intelligence, my expectation is that Russia will, by the </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of the year, be exhausted. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{125}" paraid="599746678" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{128}" paraid="1400061162" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Of course, Putin can declare victory, tell his troops to take up defensive positions, and declare a unilateral ceasefire. That will have little or no effect. As the Ukrainians are not yet adequately exhausted to accept such a ceasefire, the likelihood of Putin being able to halt the war in the status quo is pretty slim. This means that the '</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-game' is still some time away. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{131}" paraid="34832958" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{134}" paraid="490002274" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">So</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> let's turn to the years that provide a reference for possible outcomes.</span></span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{137}" paraid="391093900" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{140}" paraid="2101688983" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">1814 - Exile</span><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{143}" paraid="1200523058" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{146}" paraid="345018374" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">After invading Russia in 1812, Napoleon reached Moscow and, facing winter in a burned-out city with no way to supply his troops, was forced to retreat. The retreat from Moscow is one of the great military disasters of all time. Two years later, Russian, Austrian, and Prussian troops occupied Paris. (We get the word "Bistro" from the Russian for "quickly", hence a more casual French restaurant.)</span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{149}" paraid="643433230" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{152}" paraid="1751250454" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">With Paris occupied, the Treaty of Fontainebleau was signed, and Napoleon was stripped of the title of Emperor and exiled to Elba. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{155}" paraid="1486841439" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{158}" paraid="1142894707" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Indeed, the </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> of Napoleon's Empire and his exile to Elba is not a perfect analogy (especially with his return the following year and his final defeat at Waterloo). Still, if we are to exchange Napoleon's thousands of troops lost in Russia for billions of dollars in seized or sanctioned assets, there is a useful analogy. And indeed, exile under his terms might be the one way that Putin comes out of this alive. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{161}" paraid="287385361" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{164}" paraid="6348896" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Putin may find himself in a Moscow "occupied" by </span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlContextualSpellingAndGrammarErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">oligarchs</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> sick of the war and the decimation of their fortunes, limitations on their movements, and continually wondering when they might be the next oligarch to be defenestrated. As Putin's allies continue to meet unfortunate </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">s, as seems to be happening with some frequency, there will eventually be a revolt. Someone will need to approach Putin with the kind of support that avoids a quick trip to the gulag or out the window, and give him the news that it is time for him to go into exile. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{164}" paraid="6348896" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana;"><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: medium; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{170}" paraid="1988095036" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Such a message and messenger may need to remind Putin (with adequate support behind them) of another option... </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{173}" paraid="2111237206" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{176}" paraid="822265869" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">1917 and 1989 - Revolution</span><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{179}" paraid="1432157037" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{182}" paraid="144277169" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">1917 and 1989 provide two dramatically unfavourable </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-games. During World War I, Imperial Russia did not fare well. In 1914, the Battle of Tannenberg resulted in the destruction of an entire Russian army. Russian military capability never fully recovered. Economic pain coupled with disastrous military prowess resulted in collapsing faith in leadership. Two and a half years after Tannenberg, on March 15, 1917, Tsar Nicholas II abdicated, and new governments were formed and collapsed. Six months later, the Bolsheviks (whom Putin was raised under and admires) had taken over the central government. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{185}" paraid="1814764665" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{188}" paraid="1555335920" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">What followed was a civil war that lasted another four years, eventually resulting in total Soviet domination and the beginning of the Soviet era that Putin looks upon fondly. In part, this explains his reluctance to implement a general mobilisation. The risk that such a mobilisation of large masses of poorly trained cannon-fodder will further erode confidence in his leadership, and eventually turn either the military against him, or bring real revolution to the streets. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{191}" paraid="1992796508" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{194}" paraid="308595890" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">This should remind us of 1989 in the city of </span><span class="NormalTextRun SpellingErrorV2Themed SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiPz4KPHN2ZyB3aWR0aD0iNXB4IiBoZWlnaHQ9IjRweCIgdmlld0JveD0iMCAwIDUgNCIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4KICAgIDwhLS0gR2VuZXJhdG9yOiBTa2V0Y2ggNTYuMiAoODE2NzIpIC0gaHR0cHM6Ly9za2V0Y2guY29tIC0tPgogICAgPHRpdGxlPnNwZWxsaW5nX3NxdWlnZ2xlPC90aXRsZT4KICAgIDxkZXNjPkNyZWF0ZWQgd2l0aCBTa2V0Y2guPC9kZXNjPgogICAgPGcgaWQ9IkZsYWdzIiBzdHJva2U9Im5vbmUiIHN0cm9rZS13aWR0aD0iMSIgZmlsbD0ibm9uZSIgZmlsbC1ydWxlPSJldmVub2RkIj4KICAgICAgICA8ZyB0cmFuc2Zvcm09InRyYW5zbGF0ZSgtMTAxMC4wMDAwMDAsIC0yOTYuMDAwMDAwKSIgaWQ9InNwZWxsaW5nX3NxdWlnZ2xlIj4KICAgICAgICAgICAgPGcgdHJhbnNmb3JtPSJ0cmFuc2xhdGUoMTAxMC4wMDAwMDAsIDI5Ni4wMDAwMDApIj4KICAgICAgICAgICAgICAgIDxwYXRoIGQ9Ik0wLDMgQzEuMjUsMyAxLjI1LDEgMi41LDEgQzMuNzUsMSAzLjc1LDMgNSwzIiBpZD0iUGF0aCIgc3Ryb2tlPSIjRUIwMDAwIiBzdHJva2Utd2lkdGg9IjEiPjwvcGF0aD4KICAgICAgICAgICAgICAgIDxyZWN0IGlkPSJSZWN0YW5nbGUiIHg9IjAiIHk9IjAiIHdpZHRoPSI1IiBoZWlnaHQ9IjQiPjwvcmVjdD4KICAgICAgICAgICAgPC9nPgogICAgICAgIDwvZz4KICAgIDwvZz4KPC9zdmc+")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Timișoara</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> and soon in the streets of Bucharest. The remarkable thing about the 1989 Romanian Revolution was that it lasted a total of nine days, from the initial protest over a housing dispute with a local priest in </span><span class="NormalTextRun SpellingErrorV2Themed SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: var(--urlSpellingErrorV2, url("data:image/svg+xml;base64,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")); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Timișoara</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> to the execution of Nicolae Ceaușescu and his wife Elena on Christmas Day. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{197}" paraid="1854841966" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{200}" paraid="1094213478" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">A student of history such as Putin should not forget that such revolutions seem to start from nowhere, and explode. Even if sycophants surround him, I expect even he recognises the potential risk if he cannot manage the economic fallout from his invasion, or if his military breaks in Kherson or Donetsk. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{203}" paraid="603487356" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{206}" paraid="1293095161" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Still, the military might not break, and the economy might not suffer to the point of revolution. The oligarchs might give him the time he needs to reach 1939. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{209}" paraid="1989851466" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{212}" paraid="712699826" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">1939 - Opposition collapse and Victory</span><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{215}" paraid="1974061674" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{218}" paraid="1159000201" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">After three years of hard-fought civil war, the Nationalists in Spain held the upper hand. German support for the Franco government effectively countered Soviet support for the Republican government. The unified command structure of the Nationalists, and access to a larger resource base (including "Moors" from North Africa) countered the splintered Republican forces. Anarchist and Communist forces were turning on each other and themselves, and battlefield losses were irreplaceable. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{221}" paraid="1289799818" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{224}" paraid="1381794325" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">By mid-1938, the Republican government was in retreat, and the final counteroffensive failed in November, leading to the collapse of effective opposition. Over the course of three months in early 1939, the Republican forces collapsed, and the Nationalists took complete control of the country, </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">ing the Spanish Civil War, but effectively locking Spain into decades of isolation. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{227}" paraid="268007953" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{230}" paraid="1475562151" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Putin continues to hope for a 1938 result (failed Ukrainian counteroffensives) and dreams of an early 1939-style collapse of Ukrainian opposition. This is the only </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-game that gives Putin an outcome that can be called a victory, even if it means multi-decade ostracism by Europe, the United States and the rest of the western-leaning world. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{233}" paraid="874759077" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{236}" paraid="679546229" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">And this outcome is still possible. We do not have visibility on the state of Ukrainian morale, force levels and depth of reserves and potential reserves, nor do we have visibility on true Russian capabilities. The Ukrainian counteroffensive underway as I write, could falter or could be successful. The ultimate failure of the Ebro campaign in 1938 contributed to the collapse of Republican morale and the ultimate defeat of the Republican government. </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{239}" paraid="201329837" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{242}" paraid="491972480" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">So, the 1939 </span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-game sees a collapse of Ukrainian capabilities and morale, breakthroughs by the Russian forces sweeping westward, and the fleeing of the Ukrainian government into exile in Poland and further westward. Putin is hailed (internally) as the saviour of Mother Russia and the rebuilder of Russian glory. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{245}" paraid="1804849119" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{248}" paraid="1967402450" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB">Summary:</span><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"> </span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{251}" paraid="1802867807" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><br /></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{bacbea8c-9928-4632-b8a1-ac57c9d8ad83}{254}" paraid="210063492" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">At this stage, there appear to be only three options as the "</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">end</span><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">-game" for the Russian invasion of Ukraine. Outright Russian victory (at a cost, short and long term), a revolution in Russia (which could appear in the form of the assassination of Putin), or a negotiated exile of Putin and his closest family and supporters. Historically there are precedents for each. </span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW90352213 BCX0" lang="EN-GB" paraeid="{271debdf-abf3-465a-8efd-81892ca68f11}{2}" paraid="150521451" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline; white-space: pre-wrap;" xml:lang="EN-GB"><span style="font-family: verdana; font-size: medium;"><span class="TextRun SCXW90352213 BCX0" data-contrast="auto" lang="EN-GB" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-GB"><span class="NormalTextRun SCXW90352213 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW90352213 BCX0" data-ccp-props="{"134233118":false,"201341983":0,"335551550":0,"335551620":0,"335559739":0,"335559740":259}" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com0tag:blogger.com,1999:blog-9004054568791616577.post-75169446410873181642022-08-26T06:48:00.002+02:002022-08-26T07:04:44.734+02:00China will not be invading Taiwan (probably)<p><span style="font-family: verdana;"><span style="color: #0e101a;">One morning in the early 1950s, Herb Roberts and the
rest of his US Army unit stood at parade rest while a small convoy arrived at
their post. Out came Generalissimo Chiang Kai-shek to inspect the troops, and
thank them for their presence and what that meant to protect Formosa (Taiwan)
from a potential Chinese invasion. Now, seventy years later, the American
government is, once again, committing to Taiwan's defence from a mainland
invasion.</span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">My thinking is pretty clear; China will not be
militarily invading Taiwan in the next one to two years, unless something
significant changes in the international political landscape. The conditions
are not right for such a move, and there is a probability that such a military
option will fail, dragging China and the rest of the world into a deep
depression. Earlier this year, the prospects for such an invasion may have
seemed higher, yet there frankly has been no realistic likelihood of an actual
invasion anytime recently. Nor is it likely to happen soon.</span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ"></span></span></p><div class="separator" style="clear: both; color: #0e101a; text-align: center;"><span style="font-family: verdana;"></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjobFemIEaHpLLGN68iFKp9Wg7BxkRA7k-HEJSyMGGEajPKlSZthywIKsdi4ldo2Jik0Cb_0nDPMrACiLvvo7FV3XTo6WayMW-OawW1U2M3Qmv1W0SD_RUdxYXCZxuygOrmCMnHMSWaivg2W-meiNDuL-ghMSucxVLYaNspPcsS-5u3k80TICSZDLNt/s573/Taiwan%20map.png" style="margin-left: 1em; margin-right: 1em;"><img alt="Taiwan and the strait (Google Maps)" border="0" data-original-height="483" data-original-width="573" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjobFemIEaHpLLGN68iFKp9Wg7BxkRA7k-HEJSyMGGEajPKlSZthywIKsdi4ldo2Jik0Cb_0nDPMrACiLvvo7FV3XTo6WayMW-OawW1U2M3Qmv1W0SD_RUdxYXCZxuygOrmCMnHMSWaivg2W-meiNDuL-ghMSucxVLYaNspPcsS-5u3k80TICSZDLNt/s16000/Taiwan%20map.png" title="Taiwan and the strait (Google Maps)" /></a></div><p class="MsoNormal" style="color: #0e101a; text-align: center;"><span style="font-family: verdana;"><span style="font-family: verdana; font-size: x-small;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Taiwan and the Straits</span></span></span></p><div style="text-align: center;"><span style="font-family: verdana;"><span style="color: #0e101a;"><br /></span></span></div><span style="font-family: verdana;"><span style="color: #0e101a;"><div style="text-align: left;">First, Taiwan is not Ukraine, and China is not Russia.
The dynamics are entirely different, and any comparisons run into problems
pretty quickly. Fundamentally, China has discovered that patience and planning deliver
the results they desire, and kinetic solutions have not worked well for them in
the past. Still, the western press continues to work itself into a frenzy, and
various actions by China and the US have fed that frenzy. Missing from the
noise have been the Taiwanese themselves, adept as they are at keeping a low
profile.</div></span></span><p></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">My determination that there will not be an invasion is
based on a number of factors that come together to influence decision-making,
particularly in Beijing. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">First, some history</span></b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China, as we know it today, is the result of centuries
of political and social evolution, and civil war. Since the 1949 civil war in
which the Chinese Communist Party (CCP) ultimately prevailed, the
"self-governing province" of Taiwan has been the final bastion of the
remnants of the defeated and exiled Nationalist government. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">In the post-1949 era, with Soviet communism entrenched
in Eastern Europe and communist movements looking more threatening worldwide,
it was natural that the US and Europe would provide direct support to Chiang
Kai-shek. The communist invasion of Korea and subsequent Chinese military and
material support for North Korea cemented Western support for an
"independent" and democratic Taiwan. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Mainland China, however, never accepted Taiwan as
anything other than a renegade province, a Chinese island purloined by a
defeated and fleeing group of Chinese. To this day, China has not changed its
opinion. In the 1970s, Richard Nixon "opened" China, at the price of
Taiwanese claims to be the legitimate representatives of all of China. This included
the recognition by Washington of Beijing as the rightful government of a single
Chinese nation that included Taiwan. Recognition of Beijing's supremacy is not
the same as abandoning Taiwan. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">And so, as country after country removed their embassies
from Taipei, including the US, China grew in confidence that one day soon
Taiwan would be reunified, by choice or by coercion. Yet that has not happened,
and Beijing's patience is running out. What to do? China has limited options,
as the only alternative to an invasion is for the people of Taiwan to elect a
government with a unification platform. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">So, Beijing can wait, or go to war. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">In the years since the end of the civil war and the
Korean war, China has gone to war once, invading Vietnam in 1979 in support of
Cambodia. The PLA did not acquit itself very well at all. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Suffice to say, China does not have a (recent) history
of invading countries or, as Clausewitz famously phrased it, engaging in
"politics by other means". Unlike western powers and superpowers, the
use of "kinetic" force (warfare) has not been the norm nor even very
high on the list of China's options. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">In addition, China has seen that patience delivers to
them what they most desire. A negotiated return delivered Hong Kong (and Macau) back to
complete Beijing control, while maintaining good relations with the West. Yes,
Beijing has broken elements of the transfer agreement (nothing unusual there),
but they did wait an entire generation before doing so. Patience.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">Subsequently in Hong Kong, China has found that getting
someone else (local) to deliver transition (while it provides their “backbone”)
is messy for a while but produced good outcomes (for China). The rest of the
world simply watched. Clearly, for China, the transition plan worked. Patience
and planning. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="background: white; color: #222222; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">China is a “natural owner” of a different strategy – and
different risks – to achieve its aims in this regard, so why go outside its
“comfort zone”?</span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">So, what are the various
factors influencing my assessment?</span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 16pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">1. Socialism with Chinese
characteristics.</span></b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="margin-bottom: 3pt;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">Deng
famously said in a "60 Minutes" interview in 1986:<o:p></o:p></span></span></p>
<p class="MsoNormal"><i><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">"<a href="https://www.latimes.com/archives/la-xpm-2004-sep-09-fi-deng9-story.html" target="_blank">To get rich is no sin</a>. However, what we mean by
getting rich is different from what you mean. Wealth in a socialist society
belongs to the people." <o:p></o:p></span></span></i></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">This was not the start of economic liberalisation in
China, but encapsulated the concept of "socialism with Chinese
characteristics". Put simply, China can grow rich, but the Communist Party
will always remain in power. The Party's determination to do so has been
demonstrated, and there is no realistic alternative to the CCP (Chinese
Communist Party).</span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">"Socialism with Chinese characteristics” leveraging
globalisation has turned China from one of the poorest countries in the world
into a solidly middle-income country on its way to becoming a
middle-upper-income country. This has not happened by accident, but by
developing trading relations across the globe, and by engaging in massive
internal infrastructure and market development activity at home. In raw terms,
China's GDP is on the cusp of eclipsing that of the United States. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Any significant interruption of economic growth and
stability at home will endanger the CCP and, in particular, Xi Jinping. Indeed,
the party and government apparatus will have little difficulty in retaining
power, but unrest is not good for growth, and lack of growth is not good for
the Party, and in particular, for the Chairman of the Party and his desire to
remain Chairman for an additional, unprecedented, third five-year term. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">2. Current macro-economic
situation </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><a href="https://chinapower.csis.org/trade-partner/" target="_blank">China runs a greater than $650 billion trade surplus</a>
with the rest of the world with the vast majority of its exports travelling by
sea. China exports over $2.5 trillion annually with the US as its largest importing
partner (18%). Chinese imports over $2 trillion in goods and services every
year.</span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">$2.5 trillion of exports directly employs a massive
swath of the Chinese population, and supports untold millions more people
across the country. Disruption to that employment base will ripple through the
economy very quickly. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">An invasion of Taiwan would directly threaten that
economic engine, because the economic fallout would not be limited to relations
with the United States but would impact trade relations with most of its major
trading partners. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">3. Energy & raw
materials</span></b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China imports over 30% of its energy needs, the vast
majority of which comes by sea. Until recently, there was a steady stream of
coal ships from Australia, a flow that has slowed dramatically due to available
alternative sources, and the Australian government making comments deemed inappropriate
by China. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Over the past fifteen years, China's import of non-food
raw materials has almost quadrupled,<a href="https://tradingeconomics.com/china/imports-of-non-food-raw-materials" target="_blank"> from around $100 billion monthly to $400billion or more some months</a>.</span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCXkfOKhpw6ZFckVQrjlaJn4xfJKPR-vYpnYHH0EUlYKQ_EM89OpQlGvKXcM57iF_5pt3BMEaeZw6hzd1lgjgNzVASH9oz8eosWlIe-7bDwajy4hxLeg3e7TuRM0VGpuLb-XDqHZi02oSkoq4wEsXozzkQzkyIw6BWTuIpvl37B-LgSnvG4IlqIAwv/s559/Imports.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="394" data-original-width="559" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCXkfOKhpw6ZFckVQrjlaJn4xfJKPR-vYpnYHH0EUlYKQ_EM89OpQlGvKXcM57iF_5pt3BMEaeZw6hzd1lgjgNzVASH9oz8eosWlIe-7bDwajy4hxLeg3e7TuRM0VGpuLb-XDqHZi02oSkoq4wEsXozzkQzkyIw6BWTuIpvl37B-LgSnvG4IlqIAwv/s320/Imports.png" width="320" /></a></span></div><span style="font-family: verdana;">Almost all that trade must travel by ship, and nearly
all shipping must travel through a few choke-points. China's need to import raw
materials (and export finished products) is a fundamental strategic
disadvantage, not one they can overcome in the foreseeable future. <span lang="EN-NZ"><o:p></o:p></span></span><p></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">How long will the Chinese economy continue to function
with 30% of imports removed? Likewise, how long will factories work without
inputs, including the computer chips that China (and the rest of the world)
rely on Taiwan to provide? </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="margin-bottom: 3pt;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">This
is no idle threat or risk:<o:p></o:p></span></span></p>
<p class="MsoNormal"><i><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">"In particular, <a href="https://theconversation.com/taiwan-dominates-the-worlds-supply-of-computer-chips-no-wonder-the-us-is-worried-188242" target="_blank">Taiwan's position in the world of
semiconductor manufacturing</a> is a bit like Saudi Arabia's status in OPEC. TSMC
has a 53% market share of the global foundry market (factories contracted to
make chips designed in other countries). Other Taiwan-based manufacturers claim
a further 10% of the market."</span></span></i></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China has been working on a strategic solution, the “belt
and road initiative”. Already very successful in providing non-sea access to
markets, its continued usefulness exists only if there are countries willing to
trade at the other end of the road.</span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">4. What is China learning
from the Russian invasion of Ukraine? </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">There can be little doubt that China is watching the
Russian invasion of Ukraine very closely. And China is taking a number of
evolving lessons. There is so much to consider, and so many lessons that impact China's short- and medium-term contemplation of any unification-by-force. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The lessons broadly fall into two categories; those
supporting an invasion of Taiwan, and those indicating against an invasion (for
now). </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">5. Arguments for an
invasion in the short term include: </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">A. The West doesn't want to get into a shooting war. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The West, and very specifically the US, does not want to
engage in a shooting war with anyone, and will go to great lengths to avoid
committing their personnel directly to a fight. The West may provide material
support to the regime in Taipei, but will not commit troops or their military
assets directly. The defence of Ukraine is being carried out by Ukrainians
alone, and if the Ukrainian military is defeated, Ukraine will fall. The
"cavalry" will not ride to the rescue. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China may be taking a lesson that if they can quickly
defeat the Taiwanese military, the West will, in effect, allow the
(re)establishment of Beijing's authority over Taiwan, as they did with
Crimea. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">B. After Afghanistan, the US lost the will to fight. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">In particular, the United States is exhausted from
foreign wars and will not commit to another war (at this time). The rapid
collapse of Afghanistan was preventable, but the United States no longer had
the will to fight to prop up a foreign government. The failure of the American
puppet regime in Kabul provided the world, including Moscow and Beijing, with
ample evidence that both American capabilities and national will had failed. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">If China is going to invade Taiwan, it must be done
before a resurgence in American national will occurs. The unanswerable question
is how long Beijing thinks the window of opportunity is open. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">C. China's PLA and PLAN are now modern western-quality
military forces. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">If China has taken any lesson from Russia's invasion of
Ukraine, it is that the PLA (People's Liberation Army) and PLAN (People's
Liberation Army Navy) must be well trained and well equipped with a modern
inventory. On today’s battlefields, raw numbers do not win wars or secure and
retain objectives. Massed artillery has its place, but only if that artillery
can be brought to bear on targets, and Taiwan is 130 kilometres away at the
closest point (excluding the Kinmen islands, 10 km from the mainland city of
Xiamen). Leadership in Beijing may believe that the PLA and PLAN have reached
that level of professionalism, and are supported by the infrastructure and
modern capabilities needed to affect a successful invasion.</span></span></p><p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><br /> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd7sqIxPdyZZG9mRkhj8ScIiKX239QL0EY-riHnXb0_lA5eITCwFIoEMFpsH0doRTH8zpyJJ2JL_tu-hGse4uId_OF1tsJ_fnm5fhtCcvMreitv_zhAB0W5G0Mu1Y-JBrP4WNvfvY9Uh7Twl25-YeuXaFXlONPb3zTUBv99ZmDEmRbxnoLfin6eAvv/s572/Kinmen.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="482" data-original-width="572" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd7sqIxPdyZZG9mRkhj8ScIiKX239QL0EY-riHnXb0_lA5eITCwFIoEMFpsH0doRTH8zpyJJ2JL_tu-hGse4uId_OF1tsJ_fnm5fhtCcvMreitv_zhAB0W5G0Mu1Y-JBrP4WNvfvY9Uh7Twl25-YeuXaFXlONPb3zTUBv99ZmDEmRbxnoLfin6eAvv/s320/Kinmen.png" width="320" /></a></span></div><span style="font-family: verdana;"><span lang="EN-NZ"><o:p></o:p></span></span><p></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Or it may be wishful thinking. I suspect the leadership
in Beijing is not (though I have no basis for this statement) as locked into
groupthink and a sycophantic echo chamber as Russia appears to have been and
remains. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Years of economic development and peace have not been
years of military idleness - Beijing has been building a world-class military
capability. The PLA today is a modern, well-trained and well-armed military
with no worrisome neighbours that might threaten invasion. National expenditure
on defence is second only to the United States in gross terms, and much of that
has gone into a decades-long modernisation programme. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The <a href="https://www.statista.com/statistics/266892/military-expenditure-as-percentage-of-gdp-in-highest-spending-countries/" target="_blank">percentage of GDP spent on defence</a> is, however,
relatively low by international standards, at a reported 1.7% of GDP. How
accurate this number is may be debatable, but without foreign adventures and
the need to maintain a vast "empire", China perceives that it is
getting good value for that expenditure.</span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">What is clear is that China can massively outspend
Taiwan. In 2021, China spent $230 billion on defence against Taiwan's spend of
$10.5 billion. The military capacity of the two is also lopsided in the
extreme. On paper, China should be able to dominate Taiwan with ease. Sound
familiar?<o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">D. Economic consequences run both ways. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Europe’s dependence on Russian energy exports created enormous
angst for European nations while global sanctions are clearly impacting Russia.
</span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China’s exports though are of an entirely different
scale and, additionally, Taiwan’s exports of critical technology supplies would
stop overnight. Global pain would be both immediate and extreme. Pre-Ukraine,
China may have assessed that the world just couldn’t cope with such a scenario
and therefore there would be much noise but little response. The invasion could
proceed. But, the European response to the Ukraine energy situation was
unexpected. Europe accepted hardship would be incurred because it was taking
the “right moral approach”. Russia’s cutting of energy to Europe has not split
the NATO alliance, and Europe has now shown it might be able to absorb the
economic pain. Could the US? </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">6. What lessons is China
learning from Ukraine – against an invasion of Taiwan? </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">A. You'd better get the logistics and the intelligence right.
</span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">If there has been any lesson for all observers from the
Russian invasion, it is that you'd better get the logistics and supporting
intelligence right. Sure, there are plenty of other lessons, ranging from the
importance of a professional NCO cadre to the quality of strategic and
operational leadership. But underlying all of these has been the importance of
getting the right resources to the right place at the right time, in the
quantities required to exceed force needs. It is easier to reposition assets
after the battle is won, than it is to win the battle with the wrong or
inadequate assets. And if your intelligence doesn’t tell you where to put the
assets then success is unlikely.</span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The Taiwan Straits represents a logistic challenge as
daunting as ever there was. D-Day required complete command of the 33km wide English
Channel, not the 180km strait that separates Taiwan from China (at the
narrowest point). In addition, the allies had almost complete control of the
flow of intel from England to the German high command. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Even with almost complete control of the waterway,
control of intel, freedom to select landing locations, overwhelming firepower
from the massed US and British fleets, and complete control of the skies,
Eisenhower still prepared a one-page message that he would read out in the case
of a failure of the landings, in which he would accept complete personal
responsibility for the failure. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">B. Even the apparently weak will rally to defend their
freedom. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">The expectation what that Russia would take Kyiv in
three to four days, that Zelenskyy would flee, and that opposition would
collapse. Exactly the opposite happened. While most believed Russia would not
invade, the military planned as if they would, and the people of Ukraine
rallied to the defence of their country. Russia expected roses and “bread and
salt”. What they received was quite significantly different.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China may expect Taiwan to collapse, but Ukraine has
provided a lesson that such expectations usually end in ridicule. Taiwan has
held free and fair elections for decades, while viewing the continued
disenfranchisement of its brothers and sisters across the strait. They know
very well what is in store for them, and the only realistic expectation is that
the people of Taiwan will likewise rally to the defence of their nation. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">C. Decapitation strikes are more complex than they
thought. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Once China believes that it can muster and maintain an
invasion fleet sufficient to affect a successful landing, there remains the
need to "decapitate" the political and military leadership of Taiwan.
Confusion at the top of the Taiwanese government in the days (not hours)
following a landing will be vital to ensure the rapid collapse of opposition.
Unified leadership will be able to sustain resistance long enough for American
military aid, and potentially direct military engagement, to begin. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Russia attempted to decapitate the Ukrainian leadership,
and failed. They are paying the price for that failure. What should have, and
could have been a rapid collapse of Ukraine has turned into a nightmare with no
easy way out, and has become the embodiment of the "sunk cost
fallacy". </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">D. Murphy was an optimist.</span></b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">There is no military (some might argue any) endeavour
that will go according to plan. Flexibility in approach is critical, and this
means a level of redundancy and devolved decision-making authority that may or
may not exist in the PLA and PLAN. Simply put, the PLA and PLAN have not been
involved in a shooting war for so long that there is no evidence of how
effective their junior office and NCO corps will be in the field. Without that
battlefield experience, it would be unwise to hold exceptionally high
expectations of their performance. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Because things go wrong, and in combat and military
endeavours, lots of things go wrong. The soil will not hold the weight of the
vehicles as expected, supplies will not arrive on time, air defence systems
might work, or they might not. The quality and accuracy of intel will be
sketchy at best, and the "fog of war" will limit the ability of
commanders to issue meaningful orders in a timely manner. Poor intel favours
the defender in almost all cases. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Ukraine demonstrated that having a big army does not
equate to an effective military. It also demonstrated that without a cadre of
seasoned NCOs with the ability to make tactical decisions, an offensive force
would be very limited in its ability to adapt to changing conditions. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">"Murphy's Law" states that "anything that
can go wrong, will go wrong". The corollary is "Murphy was an optimist". </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">E. The "West" can mobilise tangible support
very quickly. </span></b><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The Western "system" of overlapping alliances
(including the very Eastern ASEAN alliance) works on a combination of consensus
and individual national priorities. As long as those national priorities do not
contradict the common values, there is little disagreement beyond words.
Consensus in strategic outlook and foundational values enables individual or
collective national actions. This is the international system that Donald Trump
disparaged and attempted to withdraw the United States from (and mercifully
failed). </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The Russian invasion tested the European (and NATO in
particular) system of joint agreement in principles and individual actions.
While no NATO country was attacked, NATO members viewed the invasion as a
collective threat. Each country then determined the nature, speed and quantity
of support that they would provide to Ukraine, and the level of sanctions that
they would apply to Russia. Not all countries have contributed to Ukraine's defence,
and not all have applied the same level of sanctions. But all have collectively
agreed that a response was required, and each is responding as they determine
most appropriate. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">What this means for China and Taiwan is that invasion by
China will be met with the same level of international resolve, a level of
resolve that will take China decades to overcome, and a tarnishing of China's
international reputation as a peaceful partner in global development. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">But will the West/East respond as they did with Ukraine?
Taiwan is a long way from Europe and the only feasible supply routes will be
from the Pacific. The PLAN has, post-Pelosi, demonstrated the capacity to blockade
(who knows how effectively) so, unlike Ukraine, supply support to Taiwan is
likely to have to run the gauntlet. A very different proposition. Breaking the
gauntlet may necessarily involve sinking Chinese vessels and that would quickly
lead to global conflict. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">7. What lessons is China
taking from Biden's comments and from Pelosi's visit to Taiwan? </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Biden three times through the first half of 2022, <a href="https://www.bbc.com/news/world-asia-china-61548531" target="_blank">vowedto militarily defend Taiwan</a> in the event of a Chinese invasion</span><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">.
Each time the White House "walked back" Biden's comments, reiterating
that the official US policy regarding Taiwan is "Strategic
Ambiguity". The anti-Biden press used this as more "proof" that
Biden is a doddery old man unable to control his thinking or speaking. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China does not care if Biden is fully sane (it already dealt
with the weirdness of Trump). China understands that when the President of the
United States says something, he is not speaking for himself, but his
administration. Biden's clarity or senility is irrelevant to Beijing; it is the
fact that he has "said the quiet bit out loud" that matters. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">For over 50 years, China has understood that the
President speaks for the implementation of policy, but Congress makes the laws
and pays the bills. While Nixon could speak to a One-China with Beijing as its
capital, Congress could pass laws funding Taiwanese defence. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">In this context, Speaker Pelosi's visit to Taiwan was a
bold statement that the US Congress stands behind the President's comments, and
will legislate to support the American defence of Taiwan if required. Little noticed<a href="https://www.france24.com/en/live-news/20220814-us-congressional-delegation-arrives-in-taiwan-on-heels-of-pelosi-visit" target="_blank"> was a follow-up visit</a> by a five-member delegation that included at
least one Republican representative, confirming that both political parties (in
a post-Trump era) are united in their resolve to defend Taiwan.</span><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> It
was as much a very loud statement to America's allies across the globe as it
was a clear warning to Beijing. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 12pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">8. So why all the noise? </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Every five years the Chinese Communist Party Congress
elects a general secretary for the coming period. President Xi has held that
position for ten years, against the unwritten standards, post-Mao that the
position should not be a for-life position, and that political power should
pass in a controlled manner. Xi is seeking a third five-year term, and he needs
to ensure there is little or no opposition. That might not be so easy in a time
of pandemic and debilitating drought. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">National security and the external threat have been
political cards played again and again across the world. For example, it worked
for George W. Bush but it backfired spectacularly for <a href="https://en.wikipedia.org/wiki/Leopoldo_Galtieri" target="_blank">Leopoldo Galtieri</a></span><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> when he invaded the Falkland Islands in 1982. Xi is playing the "united
China" card, and the external threat of a US-backed Taiwan. Sabre rattling
works, as long as you don't actually need to use the sabre, at which point
things become far more problematic. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">So, Xi has plenty of reasons to ramp up the noise (which
is all this is), but little need to act on the noise. He reinforces his
credentials as the great leader who will (re)unite the country. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">But recent Chinese history argues for the exercise of
patience and planning for the achievement of national goals. So much better to
be patient and gain everything they want, than to go to war with their biggest
customer and risk isolation from much of the rest of the world. That wouldn’t
be much of a plan. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Instead, China will be supportive of Russia’s aggression.
Well, sort of. China is using "support" for Russia to balance against
the West, and to ensure that China will have access to Russian energy assets
going forward. China is not sending military aid, and is careful with how it
breaches sanctions. Likewise, the US is careful to make sure there are ways for
China to continue to do business with Russia and not be in flagrant breach of
sanctions. So, individual Russians remain sanctioned, and any Chinese company
that can be demonstrated to do business with those individuals will be at risk,
if those companies do business with the US or western allies. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">A strategic alternative</span></b><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">Taiwan has powerful friends because it is a democracy
and because it has valuable trading assets. Remove or diminish the powerful
friends and the situation and risk profile for re-acquisition changes. The
major powers have repeatedly demonstrated that they answer calls for help far
more quickly from countries that have things they want than from countries they
don’t. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-family: verdana;">So, the biggest strategic lever that China has is its
ability to out-technology Taiwan. Subvert the massive market share Taiwan has
in highly-prized technology supplies and Taiwan’s position deteriorates quite
rapidly. Taiwan doesn’t have a fall-back position in natural resources or
strategic location to bolster its inherent strategic value. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">China has been gobbling up natural resources critical to
technology all around the world, China has some of the best (if not the best)
robotics in the world. China has an enormous quantity of skilled people and
available production capacity. It will take time and planning but China is
rather good at patience and planning. </span><span lang="EN-NZ"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><b><span lang="EN-NZ" style="color: #0e101a; font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Summary </span></b><b><span lang="EN-NZ" style="color: #0e101a; font-size: 16pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p></o:p></span></b></span></p>
<p class="MsoNormal"><span style="font-family: verdana;"><span lang="EN-NZ" style="color: #0e101a; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">The costs of an invasion of Taiwan now would be far too
high, for something that will be accomplished with time. But noise is needed
for internal purposes, and American noise is needed to remind American allies
that the Trump era is over and America is back. Nobody wants a new war, but
there are perfectly good reasons to make plenty of noise. As Winston Churchill
is <a href="https://winstonchurchill.org/resources/quotes/quotes-falsely-attributed/" target="_blank">reputed</a> to have said, "Jaw Jaw is better than war war".</span></span></p>
<p class="MsoNormal"><span lang="EN-NZ"><span style="font-family: verdana;"> </span></span></p>Daniel Robertshttp://www.blogger.com/profile/01018311656329333870noreply@blogger.com2