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   UnhideWhenUsed="true" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text Indent"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="List Continue"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="List Continue 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="List Continue 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="List Continue 4"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="List Continue 5"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Message Header"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Salutation"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Date"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text First Indent"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text First Indent 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Note Heading"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text Indent 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Body Text Indent 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Block Text"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Hyperlink"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="FollowedHyperlink"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Document Map"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Plain Text"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="E-mail Signature"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Top of Form"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Bottom of Form"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Normal (Web)"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Acronym"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Address"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Cite"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Code"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Definition"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Keyboard"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Preformatted"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Sample"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Typewriter"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="HTML Variable"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Normal Table"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="annotation subject"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="No List"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Outline List 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Outline List 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Outline List 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Simple 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Simple 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Simple 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Classic 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Classic 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Classic 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Classic 4"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Colorful 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Colorful 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Colorful 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Columns 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Columns 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Columns 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Columns 4"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Columns 5"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 4"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 5"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 6"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 7"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Grid 8"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 4"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 5"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 6"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 7"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table List 8"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table 3D effects 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table 3D effects 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table 3D effects 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Contemporary"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Elegant"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Professional"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Subtle 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Subtle 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Web 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Web 2"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Web 3"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Balloon Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
   Name="Table Theme"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" SemiHidden="true" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" QFormat="true"
   Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" QFormat="true"
   Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" QFormat="true"
   Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" QFormat="true"
   Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" QFormat="true"
   Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" QFormat="true"
   Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" SemiHidden="true"
   UnhideWhenUsed="true" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" SemiHidden="true"
   UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/&gt;
  &lt;w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/&gt;
  &lt;w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/&gt;
  &lt;w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/&gt;
  &lt;w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/&gt;
  &lt;w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/&gt;
  &lt;w:LsdException Locked="false" Priority="46"
   Name="Grid Table 1 Light Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="51"
   Name="Grid Table 6 Colorful Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="52"
   Name="Grid Table 7 Colorful Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="46"
   Name="Grid Table 1 Light Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="51"
   Name="Grid Table 6 Colorful Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="52"
   Name="Grid Table 7 Colorful Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="46"
   Name="Grid Table 1 Light Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/&gt;
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&lt;/p&gt;&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Νέο Βιβλίο: «Τα Μαθηματικά είναι ωραία!»&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Γιάννης Π. Πλατάρος&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p style="line-height: 90%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 10.0pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 20.0pt; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="line-height: 90%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 10.0pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 20.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt;"&gt;Ο πρόλογος του βιβλίου:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style="line-height: 90%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 10.0pt; text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;Το παρόν βιβλίο γράφτηκε με στόχο να συμπεριλάβει ό,τι πιο ενδιαφέρον ,
σπουδαίο και σημαντικό υπάρχει στα Μαθηματικά και να έχει την μέγιστη πληρότητα
ενδιαφέροντος περιεχομένου. Ταυτόχρονα να είναι απολύτως χρήσιμο και ευχάριστο στην
ανάγνωση και προσιτό . Για τον ίδιο λόγο επελέγη και η &lt;i&gt;σπονδυλωτή γραφή.&lt;/i&gt;&lt;/span&gt;&lt;span style="line-height: 90%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoListParagraphCxSpFirst" style="line-height: 90%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,sans-serif; line-height: 90%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;•&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;Έγινε σημαντική προσπάθεια να συγκεντρωθούν σπουδαία θέματα από τις μεγάλες
ιδέες των Μαθηματικών. Αρκετά θέματα και σίγουρα τα πιο ενδιαφέροντα, ανήκουν στα
&lt;i&gt;«μη διαισθητικά»&lt;/i&gt; λεγόμενα θέματα των Μαθηματικών που αποκαλύπτονται στον
άνθρωπο, μόνο μέσω του σώματος των&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Μαθηματικών,
το οποίο είναι ένα σύστημα που χαρακτηρίζεται &lt;i&gt;«σχεδόν πλήρες»&lt;/i&gt; και &lt;i&gt;«σχεδόν
μη αντιφατικό»&lt;/i&gt; για να&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;περιγράψουμε την
Φύση κι όχι μόνον. Αυτό δεν αφορά το θέμα του απείρου που έτσι ή αλλιώς,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;είναι «κατά κανόνα» και εξ ορισμού μη διαισθητικό
θέμα λόγω του πεπερασμένου του ανθρώπου.&lt;/span&gt;&lt;span style="line-height: 90%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoListParagraphCxSpMiddle" style="line-height: 90%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,sans-serif; line-height: 90%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;•&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;Στόχος, είναι οι νέοι Φοιτητές και Σπουδαστές ,οι&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;συνάδελφοι μαθηματικοί,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;αλλά και οι ασχολούμενοι με τις Φυσικές Επιστήμες
κι ίσως όχι μόνον, να μυηθούν σε επιλεγμένα σπουδαία θέματα και να χαρούν την μαθηματική
έκπληξη&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;με την αποκάλυψη της κομψότητας και
της ομορφιάς των Μαθηματικών. &lt;/span&gt;&lt;span style="line-height: 90%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoListParagraphCxSpMiddle" style="line-height: 90%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,sans-serif; line-height: 90%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;•&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;Ταυτόχρονα, τα επιλεγμένα θέματα,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;πέραν της καθαρά γνωστικής λειτουργίας ,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;επελέγησαν για να διεγείρουν το πνεύμα, με πολλαπλές αναπαραστάσεις των εννοιών,
να προκαλούν μεταγνωστικές διαδικασίες κάνοντας τον αναγνώστη κριτικό και κυρίως
να διεγείρουν &lt;i&gt;την αναλογική του σκέψη, σε όλους τους τομείς του επιστητού. &lt;/i&gt;&lt;/span&gt;&lt;span style="line-height: 90%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoListParagraphCxSpLast" style="line-height: 90%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,sans-serif; line-height: 90%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;•&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; line-height: 90%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-themecolor: text1;"&gt;Θερμές ευχαριστίες σε κ.κ. Μιχάλη Λάμπρου ( καθ. Παν. Κρήτης), Μπάμπη Στεργίου
(Μαθηματικό –Συγγραφέα) και Κώστα Παπαδόπουλο (π.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Σύμβουλο Εκπαίδευσης Μαθηματικών-Βέροια)&lt;/span&gt;&lt;/i&gt;&lt;span style="line-height: 90%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Ιδιαίτερα χαρακτηριστικά του Βιβλίου:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;- Καλύπτει κάποια κενό;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;-Ναι, διότι είναι σύγχρονο,
ευρύτατης κάλυψης&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;φάσματος&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;περιεχομένου, υπερκαλύπτοντας επιτυχώς άλλα
βιβλία εκλαϊκευτικής επιστήμης με υπερπολλαπλάσιο όγκο. &lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;-Γιατί&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;να το διαβάσει ένας νέος;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Για κατανοήσει και να απολαύσει την
φιλοσοφία τους την εφαρμόσιμη πρακτικής σε όλο το επιστητό , ακόμα και σε
τομείς μη θετικής κατευθύνσεως όπως είναι λ.χ. η Νομική Επιστήμη, αφού η χρήση
της λογικής επιχειρηματολογίας και&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;συμπερασμού, παραδόξων κτλ. είναι διεπιστημονική.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Ένας νέος φοιτητής είναι ένας
στοχευόμενος δυνητικός αναγνώστης, ενώ αποτελεί και δυνητικό αποδέκτη δώρου ως
νέος φοιτητής. &lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;-Γιατί να διαβάσει το βιβλίο ένας ώριμης ηλικίας Πανεπιστημιακός
απόφοιτος;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;-&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Διότι όπως είπαμε το βιβλίο είναι ευρύτατου φάσματος
περιεχομένου και μάλιστα&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;σύγχρονου και
σίγουρα ενδιαφέροντος.&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #c00000; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Σύντομη
περιγραφή περιεχομένου&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;του βιβλίου:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Το βιβλίο είναι μια σπονδυλωτή
παρουσίαση λίαν ενδιαφερόντων μαθηματικών διαχρονικών θεμάτων, τα οποία
αναφέρονται σε μια ευρεία γκάμα θεματικών –από Διδακτική, Γεωμετρία,
Απειροστικό Λογισμό, Λογική, Πιθανότητες, Στατιστική, Παράδοξα, Άπειρο,
Φράκταλ, Τ.Ν. ,Τέχνη, Επιστημολογία, Μεταμαθηματικά, Φιλοσοφία, Κοσμολογία,
Φυσική, Οικονομία, Κοινωνία κ.ά.– που έχουν ως κύριο στόχο φοιτητές και
πτυχιούχους Θετικών Επιστημών, αλλά και όχι μόνο. Φιλοδοξεί να αναδείξει
διεπιστημονικές διασυνδέσεις των Μαθηματικών και να παρουσιάσει πολλαπλές
θεωρήσεις και οπτικές τους, πάντα με κριτήριο το ενδιαφέρον και την γοητεία
τους.&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #c00000; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Ταυτότητα
βιβλίου&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Συγγραφέας: Πλατάρος Γιάννης Π.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Δέσιμο: Μαλακό εξώφυλλο&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Διαστάσεις: 17x25 εκ.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Έτος Έκδοσης : 2025&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Σελίδες: 450&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;ISBN: 9789605716776&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Εκδόσεις : Bookstars-Free
Publishing&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(Γιωγγαράς)&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Παρούσα λιανική τιμή πώλησης με
έκπτωση : 22,50&amp;nbsp;€&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Σημεία πώλησης: Σε όλα τα
βιβλιοπωλεία της Χώρας. (Βιβλιοπωλεία γειτονιάς και ηλεκτρονικές πλατφόρμες )&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Βιογραφικό Συγγραφέα:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Γεννήθηκε στη Μεσσήνη όπου μεγάλωσε
και αποφοίτησε από το εξατάξιο Γυμνάσιο.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Σπούδασε Μαθηματικά και Οικονομία
στο ΕΚΠΑ, μεταπτυχιακά στην Διδακτική των Μαθηματικών στο ΕΚΠΑ καθώς&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;και Αξιολόγηση στην Εκπαίδευση στο
Πανεπιστήμιο Λευκωσίας. Από το 2008 είναι Επιμορφωτής Β’ στις Τ.Π.Ε. &lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Διετέλεσε διευθυντής IEK, Γυμνασίου
και Λυκείου, Διευθυντής Εκπαίδευσης και Σύμβουλος Εκπαίδευσης,&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Έχει παρουσιάσει εργασίες
Μαθηματικών σε δεκάδες Συνέδρια και έχει επιμορφωθεί χιλιάδες ώρες σε ΕΚΠΑ,
ΕΑΠ, ΕΚΔΔΑ, ΠΕΚ, ΙΕΠ, κ.α.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #c00000; font-size: 16.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;Πλήρη περιεχόμενα του βιβλίου:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 16.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="https://www.esos.gr/sites/default/files/articles-2023/%CF%80%CE%B5%CF%81%CE%B9%CE%B5%CF%87%CE%BF%CC%81%CE%BC%CE%B5%CE%BD%CE%B1%20%CE%B2%CE%B9%CE%B2%CE%BB%CE%B9%CC%81%CE%BF%CF%85.pdf" target="_blank"&gt;&lt;span style="color: blue; font-size: 16.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt; ΕΔΩ &amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size: 18.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><enclosure length="6594197" type="application/pdf" url="https://www.esos.gr/sites/default/files/articles-2023/%CF%80%CE%B5%CF%81%CE%B9%CE%B5%CF%87%CE%BF%CC%81%CE%BC%CE%B5%CE%BD%CE%B1%20%CE%B2%CE%B9%CE%B2%CE%BB%CE%B9%CC%81%CE%BF%CF%85.pdf"/><itunes:explicit>yes</itunes:explicit><itunes:subtitle>&amp;nbsp; Normal 0 false false false EL X-NONE X-NONE /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Κανονικός πίνακας"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0cm; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;} Νέο Βιβλίο: «Τα Μαθηματικά είναι ωραία!» Γιάννης Π. Πλατάρος &amp;nbsp; Ο πρόλογος του βιβλίου: Το παρόν βιβλίο γράφτηκε με στόχο να συμπεριλάβει ό,τι πιο ενδιαφέρον , σπουδαίο και σημαντικό υπάρχει στα Μαθηματικά και να έχει την μέγιστη πληρότητα ενδιαφέροντος περιεχομένου. Ταυτόχρονα να είναι απολύτως χρήσιμο και ευχάριστο στην ανάγνωση και προσιτό . Για τον ίδιο λόγο επελέγη και η σπονδυλωτή γραφή. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Έγινε σημαντική προσπάθεια να συγκεντρωθούν σπουδαία θέματα από τις μεγάλες ιδέες των Μαθηματικών. Αρκετά θέματα και σίγουρα τα πιο ενδιαφέροντα, ανήκουν στα «μη διαισθητικά» λεγόμενα θέματα των Μαθηματικών που αποκαλύπτονται στον άνθρωπο, μόνο μέσω του σώματος των&amp;nbsp; Μαθηματικών, το οποίο είναι ένα σύστημα που χαρακτηρίζεται «σχεδόν πλήρες» και «σχεδόν μη αντιφατικό» για να&amp;nbsp; περιγράψουμε την Φύση κι όχι μόνον. Αυτό δεν αφορά το θέμα του απείρου που έτσι ή αλλιώς,&amp;nbsp; είναι «κατά κανόνα» και εξ ορισμού μη διαισθητικό θέμα λόγω του πεπερασμένου του ανθρώπου. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Στόχος, είναι οι νέοι Φοιτητές και Σπουδαστές ,οι&amp;nbsp; συνάδελφοι μαθηματικοί,&amp;nbsp; αλλά και οι ασχολούμενοι με τις Φυσικές Επιστήμες κι ίσως όχι μόνον, να μυηθούν σε επιλεγμένα σπουδαία θέματα και να χαρούν την μαθηματική έκπληξη&amp;nbsp; με την αποκάλυψη της κομψότητας και της ομορφιάς των Μαθηματικών. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ταυτόχρονα, τα επιλεγμένα θέματα,&amp;nbsp; πέραν της καθαρά γνωστικής λειτουργίας ,&amp;nbsp; επελέγησαν για να διεγείρουν το πνεύμα, με πολλαπλές αναπαραστάσεις των εννοιών, να προκαλούν μεταγνωστικές διαδικασίες κάνοντας τον αναγνώστη κριτικό και κυρίως να διεγείρουν την αναλογική του σκέψη, σε όλους τους τομείς του επιστητού. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Θερμές ευχαριστίες σε κ.κ. Μιχάλη Λάμπρου ( καθ. Παν. Κρήτης), Μπάμπη Στεργίου (Μαθηματικό –Συγγραφέα) και Κώστα Παπαδόπουλο (π.&amp;nbsp; Σύμβουλο Εκπαίδευσης Μαθηματικών-Βέροια) &amp;nbsp; Ιδιαίτερα χαρακτηριστικά του Βιβλίου: - Καλύπτει κάποια κενό; -Ναι, διότι είναι σύγχρονο, ευρύτατης κάλυψης&amp;nbsp; φάσματος&amp;nbsp; περιεχομένου, υπερκαλύπτοντας επιτυχώς άλλα βιβλία εκλαϊκευτικής επιστήμης με υπερπολλαπλάσιο όγκο. -Γιατί&amp;nbsp; να το διαβάσει ένας νέος; Για κατανοήσει και να απολαύσει την φιλοσοφία τους την εφαρμόσιμη πρακτικής σε όλο το επιστητό , ακόμα και σε τομείς μη θετικής κατευθύνσεως όπως είναι λ.χ. η Νομική Επιστήμη, αφού η χρήση της λογικής επιχειρηματολογίας και&amp;nbsp; συμπερασμού, παραδόξων κτλ. είναι διεπιστημονική.&amp;nbsp; Ένας νέος φοιτητής είναι ένας στοχευόμενος δυνητικός αναγνώστης, ενώ αποτελεί και δυνητικό αποδέκτη δώρου ως νέος φοιτητής. -Γιατί να διαβάσει το βιβλίο ένας ώριμης ηλικίας Πανεπιστημιακός απόφοιτος; -Διότι όπως είπαμε το βιβλίο είναι ευρύτατου φάσματος περιεχομένου και μάλιστα&amp;nbsp; σύγχρονου και σίγουρα ενδιαφέροντος. Σύντομη περιγραφή περιεχομένου&amp;nbsp; του βιβλίου: Το βιβλίο είναι μια σπονδυλωτή παρουσίαση λίαν ενδιαφερόντων μαθηματικών διαχρονικών θεμάτων, τα οποία αναφέρονται σε μια ευρεία γκάμα θεματικών –από Διδακτική, Γεωμετρία, Απειροστικό Λογισμό, Λογική, Πιθανότητες, Στατιστική, Παράδοξα, Άπειρο, Φράκταλ, Τ.Ν. ,Τέχνη, Επιστημολογία, Μεταμαθηματικά, Φιλοσοφία, Κοσμολογία, Φυσική, Οικονομία, Κοινωνία κ.ά.– που έχουν ως κύριο στόχο φοιτητές και πτυχιούχους Θετικών Επιστημών, αλλά και όχι μόνο. Φιλοδοξεί να αναδείξει διεπιστημονικές διασυνδέσεις των Μαθηματικών και να παρουσιάσει πολλαπλές θεωρήσεις και οπτικές τους, πάντα με κριτήριο το ενδιαφέρον και την γοητεία τους. Ταυτότητα βιβλίου Συγγραφέας: Πλατάρος Γιάννης Π. Δέσιμο: Μαλακό εξώφυλλο Διαστάσεις: 17x25 εκ. Έτος Έκδοσης : 2025 Σελίδες: 450 ISBN: 9789605716776 Εκδόσεις : Bookstars-Free Publishing&amp;nbsp; (Γιωγγαράς) Παρούσα λιανική τιμή πώλησης με έκπτωση : 22,50&amp;nbsp;€&amp;nbsp; Σημεία πώλησης: Σε όλα τα βιβλιοπωλεία της Χώρας. (Βιβλιοπωλεία γειτονιάς και ηλεκτρονικές πλατφόρμες ) Βιογραφικό Συγγραφέα: Γεννήθηκε στη Μεσσήνη όπου μεγάλωσε και αποφοίτησε από το εξατάξιο Γυμνάσιο. Σπούδασε Μαθηματικά και Οικονομία στο ΕΚΠΑ, μεταπτυχιακά στην Διδακτική των Μαθηματικών στο ΕΚΠΑ καθώς&amp;nbsp; και Αξιολόγηση στην Εκπαίδευση στο Πανεπιστήμιο Λευκωσίας. Από το 2008 είναι Επιμορφωτής Β’ στις Τ.Π.Ε. Διετέλεσε διευθυντής IEK, Γυμνασίου και Λυκείου, Διευθυντής Εκπαίδευσης και Σύμβουλος Εκπαίδευσης, Έχει παρουσιάσει εργασίες Μαθηματικών σε δεκάδες Συνέδρια και έχει επιμορφωθεί χιλιάδες ώρες σε ΕΚΠΑ, ΕΑΠ, ΕΚΔΔΑ, ΠΕΚ, ΙΕΠ, κ.α. Πλήρη περιεχόμενα του βιβλίου:&amp;nbsp; ΕΔΩ &amp;nbsp;</itunes:subtitle><itunes:author>noreply@blogger.com (Γιάννης Πλατάρος)</itunes:author><itunes:summary>&amp;nbsp; Normal 0 false false false EL X-NONE X-NONE /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Κανονικός πίνακας"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0cm; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;} Νέο Βιβλίο: «Τα Μαθηματικά είναι ωραία!» Γιάννης Π. Πλατάρος &amp;nbsp; Ο πρόλογος του βιβλίου: Το παρόν βιβλίο γράφτηκε με στόχο να συμπεριλάβει ό,τι πιο ενδιαφέρον , σπουδαίο και σημαντικό υπάρχει στα Μαθηματικά και να έχει την μέγιστη πληρότητα ενδιαφέροντος περιεχομένου. Ταυτόχρονα να είναι απολύτως χρήσιμο και ευχάριστο στην ανάγνωση και προσιτό . Για τον ίδιο λόγο επελέγη και η σπονδυλωτή γραφή. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Έγινε σημαντική προσπάθεια να συγκεντρωθούν σπουδαία θέματα από τις μεγάλες ιδέες των Μαθηματικών. Αρκετά θέματα και σίγουρα τα πιο ενδιαφέροντα, ανήκουν στα «μη διαισθητικά» λεγόμενα θέματα των Μαθηματικών που αποκαλύπτονται στον άνθρωπο, μόνο μέσω του σώματος των&amp;nbsp; Μαθηματικών, το οποίο είναι ένα σύστημα που χαρακτηρίζεται «σχεδόν πλήρες» και «σχεδόν μη αντιφατικό» για να&amp;nbsp; περιγράψουμε την Φύση κι όχι μόνον. Αυτό δεν αφορά το θέμα του απείρου που έτσι ή αλλιώς,&amp;nbsp; είναι «κατά κανόνα» και εξ ορισμού μη διαισθητικό θέμα λόγω του πεπερασμένου του ανθρώπου. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Στόχος, είναι οι νέοι Φοιτητές και Σπουδαστές ,οι&amp;nbsp; συνάδελφοι μαθηματικοί,&amp;nbsp; αλλά και οι ασχολούμενοι με τις Φυσικές Επιστήμες κι ίσως όχι μόνον, να μυηθούν σε επιλεγμένα σπουδαία θέματα και να χαρούν την μαθηματική έκπληξη&amp;nbsp; με την αποκάλυψη της κομψότητας και της ομορφιάς των Μαθηματικών. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ταυτόχρονα, τα επιλεγμένα θέματα,&amp;nbsp; πέραν της καθαρά γνωστικής λειτουργίας ,&amp;nbsp; επελέγησαν για να διεγείρουν το πνεύμα, με πολλαπλές αναπαραστάσεις των εννοιών, να προκαλούν μεταγνωστικές διαδικασίες κάνοντας τον αναγνώστη κριτικό και κυρίως να διεγείρουν την αναλογική του σκέψη, σε όλους τους τομείς του επιστητού. •&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Θερμές ευχαριστίες σε κ.κ. Μιχάλη Λάμπρου ( καθ. Παν. Κρήτης), Μπάμπη Στεργίου (Μαθηματικό –Συγγραφέα) και Κώστα Παπαδόπουλο (π.&amp;nbsp; Σύμβουλο Εκπαίδευσης Μαθηματικών-Βέροια) &amp;nbsp; Ιδιαίτερα χαρακτηριστικά του Βιβλίου: - Καλύπτει κάποια κενό; -Ναι, διότι είναι σύγχρονο, ευρύτατης κάλυψης&amp;nbsp; φάσματος&amp;nbsp; περιεχομένου, υπερκαλύπτοντας επιτυχώς άλλα βιβλία εκλαϊκευτικής επιστήμης με υπερπολλαπλάσιο όγκο. -Γιατί&amp;nbsp; να το διαβάσει ένας νέος; Για κατανοήσει και να απολαύσει την φιλοσοφία τους την εφαρμόσιμη πρακτικής σε όλο το επιστητό , ακόμα και σε τομείς μη θετικής κατευθύνσεως όπως είναι λ.χ. η Νομική Επιστήμη, αφού η χρήση της λογικής επιχειρηματολογίας και&amp;nbsp; συμπερασμού, παραδόξων κτλ. είναι διεπιστημονική.&amp;nbsp; Ένας νέος φοιτητής είναι ένας στοχευόμενος δυνητικός αναγνώστης, ενώ αποτελεί και δυνητικό αποδέκτη δώρου ως νέος φοιτητής. -Γιατί να διαβάσει το βιβλίο ένας ώριμης ηλικίας Πανεπιστημιακός απόφοιτος; -Διότι όπως είπαμε το βιβλίο είναι ευρύτατου φάσματος περιεχομένου και μάλιστα&amp;nbsp; σύγχρονου και σίγουρα ενδιαφέροντος. Σύντομη περιγραφή περιεχομένου&amp;nbsp; του βιβλίου: Το βιβλίο είναι μια σπονδυλωτή παρουσίαση λίαν ενδιαφερόντων μαθηματικών διαχρονικών θεμάτων, τα οποία αναφέρονται σε μια ευρεία γκάμα θεματικών –από Διδακτική, Γεωμετρία, Απειροστικό Λογισμό, Λογική, Πιθανότητες, Στατιστική, Παράδοξα, Άπειρο, Φράκταλ, Τ.Ν. ,Τέχνη, Επιστημολογία, Μεταμαθηματικά, Φιλοσοφία, Κοσμολογία, Φυσική, Οικονομία, Κοινωνία κ.ά.– που έχουν ως κύριο στόχο φοιτητές και πτυχιούχους Θετικών Επιστημών, αλλά και όχι μόνο. Φιλοδοξεί να αναδείξει διεπιστημονικές διασυνδέσεις των Μαθηματικών και να παρουσιάσει πολλαπλές θεωρήσεις και οπτικές τους, πάντα με κριτήριο το ενδιαφέρον και την γοητεία τους. Ταυτότητα βιβλίου Συγγραφέας: Πλατάρος Γιάννης Π. Δέσιμο: Μαλακό εξώφυλλο Διαστάσεις: 17x25 εκ. Έτος Έκδοσης : 2025 Σελίδες: 450 ISBN: 9789605716776 Εκδόσεις : Bookstars-Free Publishing&amp;nbsp; (Γιωγγαράς) Παρούσα λιανική τιμή πώλησης με έκπτωση : 22,50&amp;nbsp;€&amp;nbsp; Σημεία πώλησης: Σε όλα τα βιβλιοπωλεία της Χώρας. (Βιβλιοπωλεία γειτονιάς και ηλεκτρονικές πλατφόρμες ) Βιογραφικό Συγγραφέα: Γεννήθηκε στη Μεσσήνη όπου μεγάλωσε και αποφοίτησε από το εξατάξιο Γυμνάσιο. Σπούδασε Μαθηματικά και Οικονομία στο ΕΚΠΑ, μεταπτυχιακά στην Διδακτική των Μαθηματικών στο ΕΚΠΑ καθώς&amp;nbsp; και Αξιολόγηση στην Εκπαίδευση στο Πανεπιστήμιο Λευκωσίας. Από το 2008 είναι Επιμορφωτής Β’ στις Τ.Π.Ε. Διετέλεσε διευθυντής IEK, Γυμνασίου και Λυκείου, Διευθυντής Εκπαίδευσης και Σύμβουλος Εκπαίδευσης, Έχει παρουσιάσει εργασίες Μαθηματικών σε δεκάδες Συνέδρια και έχει επιμορφωθεί χιλιάδες ώρες σε ΕΚΠΑ, ΕΑΠ, ΕΚΔΔΑ, ΠΕΚ, ΙΕΠ, κ.α. 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(προσέλευση 9.45 π.μ.) (Μεσσηνία-Λακωνία-Αρκαδία)</title><link>http://plataros.blogspot.com/2024/02/2024-24-10-945.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Sat, 17 Feb 2024 11:27:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-1232172243898087437</guid><description>&lt;p&gt;&amp;nbsp;&lt;img alt="" 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" /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>"Ο ΕΥΚΛΕΙΔΗΣ"  θα πραγματοποιηθεί 9.00π.μ.  Σάββατο  20 Ιανουαρίου 2024, στο 4ο Λύκειο Καλαμάτας</title><link>http://plataros.blogspot.com/2024/01/900-20-2024-4.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Tue, 16 Jan 2024 21:58:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-4731001842822641595</guid><description>&lt;p&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="background-color: white; color: #cc0000;"&gt;&amp;nbsp;"Ο ΕΥΚΛΕΙΔΗΣ"&amp;nbsp; θα πραγματοποιηθεί 9.00 π.μ.&amp;nbsp; Σάββατο&amp;nbsp; 20 Ιανουαρίου 2024, στο 4ο Λύκειο Καλαμάτας&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Αποτελέσματα διαγωνισμού ΕΜΕ Μεσσηνίας «ΘΑΛΗΣ», για το  2023</title><link>http://plataros.blogspot.com/2023/12/2023.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 29 Dec 2023 14:25:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-8166876959814662866</guid><description>&lt;p&gt;&amp;nbsp;&lt;img alt="" 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" 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xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>40ης ΕΘΝΙΚΗ ΜΑΘΗΜΑΤΙΚΗ ΟΛΥΜΠΙΑΔΑ «O ΑΡΧΙΜΗΔΗΣ» 18/2/2023 στο 4ο Λύκειο Καλαμάτας</title><link>http://plataros.blogspot.com/2023/02/40-o-1822023-4_10.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 10 Feb 2023 11:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-3577845433565370457</guid><description>&lt;p&gt;

&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h2 class="art-postheader"&gt; ΕΞΕΤΑΣΤΙΚΑ ΚΕΝΤΡΑ 40ης ΕΘΝΙΚΗΣ ΜΑΘΗΜΑΤΙΚΗΣ ΟΛΥΜΠΙΑΔΑΣ «O ΑΡΧΙΜΗΔΗΣ» 18/2/2023&lt;/h2&gt;

    
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;ΕΛΛΗΝΙΚΗ&amp;nbsp; ΜΑΘΗΜΑΤΙΚΗ&amp;nbsp; ΕΤΑΙΡΕΙΑ&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;Πανεπιστημίου (Ελευθερίου Βενιζέλου) 34&lt;br /&gt;106 79&amp;nbsp;&amp;nbsp; ΑΘΗΝΑ&lt;br /&gt;Τηλ. 3616532 - 3617784 - Fax: 3641025e-mail : &lt;a class="spamspan" href="mailto:info@hms.gr"&gt;info@hms.gr&lt;/a&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;www.hms.gr&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span style="color: maroon; font-size: small;"&gt;&lt;strong&gt;40ης ΕΘΝΙΚΗΣ ΜΑΘΗΜΑΤΙΚΗΣ  ΟΛΥΜΠΙΑΔΑΣ &lt;br /&gt;«O ΑΡΧΙΜΗΔΗΣ» 18/2/2023 &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;ΕΞΕΤΑΣΤΙΚΑ ΚΕΝΤΡΑ &lt;/span&gt;&lt;/strong&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt; Ώρα προσέλευσης στο εξεταστικό κέντρο: το αργότερο 09.45.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;Ώρα έναρξης του διαγωνισμού 10:00.&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Οι μαθητές επιτρέπεται να έχουν μαζί τους μόνο κανόνα και διαβήτη για τα γεωμετρικά σχήματα.&lt;br /&gt;Οι φορητοί υπολογιστές απαγορεύονται.&lt;br /&gt;Τα κινητά τους τηλέφωνα πρέπει να είναι κλειστά.&lt;br /&gt;Για τον έλεγχο της ταυτοπροσωπίας οι μαθητές πρέπει να έχουν μαζί τους την ταυτότητά τους ή άλλο αποδεικτικό έγγραφο&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;Είναι σημαντικό οι μαθητές να πάνε στο κέντρο που τους αντιστοιχεί.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt="Δεν υπάρχει διαθέσιμη περιγραφή για τη φωτογραφία." class="x1bwycvy x193iq5w x4fas0m x19kjcj4" data-visualcompletion="media-vc-image" height="476" src="https://scontent.fath3-3.fna.fbcdn.net/v/t39.30808-6/329272438_1394423671301999_3872560795642263015_n.jpg?_nc_cat=111&amp;amp;ccb=1-7&amp;amp;_nc_sid=5cd70e&amp;amp;_nc_ohc=6EC7KH6v0FoAX_e5Upz&amp;amp;_nc_ht=scontent.fath3-3.fna&amp;amp;oh=00_AfDIH9DyDhYJzr53Xm-XmIJcjN6ZaJ_8m-D5Ezg5fdGBYA&amp;amp;oe=63EB4654" width="685" /&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img alt="Μπορεί να είναι εικόνα κείμενο που λέει &amp;quot;ΘΕΜΑ: Αποστολή στοιχείων. Σας αποστέλλουμε τα στοιχεία του εξεταστικού κέντρου που θα διενεργηθεί o Πανελλήνιος Μαθητικός διαγωνισμός στα Μαθηματικά, &amp;lt;&amp;lt;Ο ΑΡΧΙΜΗΔΗΣ&amp;gt;&amp;gt; στις 18-02-2023. Β/μια Διεύθυνση: ΣΤΟΙΧΕΙΑ ΕΞΕΤΑΣΤΙΚΟΥ ΚΕΝΤΡΟΥ 4° ΓΕΝΙΚΟ ΛΥΚΕΙΟ) ΚΑΛΑΜΑΤΑΣ ΜΕΣΣΗΝΙΑΣ Όνομα Σχολείου: 4o ΓΕΝΙΚΟ ΛΥΚΕΙΟ ΚΑΛΑΜΑΤΑΣ E-mail Σχολείου: Τηλέφωνο Σχολείου: mail@4lyk-kalam.mes.sch.gr 27210-21142 Πρόεδρος Eξ. Κέντρου: E-Mail &amp;amp; κινητό Προέδρου Εξ. Κέντρου. ΠΛΑΤΑΡΟΣ ΙΩΑΝΝΗΣ κλ.ΠΕ 03 plataros@gmail.com/ κιν: 6947187139 Διευθυντής Εκπαίδευσης ΑΓΑΠΙΟΣ A. ΟΙΚΟΝΟΜΙΔΗΣ&amp;quot;" class="x1bwycvy x193iq5w x4fas0m x19kjcj4" data-visualcompletion="media-vc-image" height="567" src="https://scontent.fath3-4.fna.fbcdn.net/v/t39.30808-6/329040080_1330643781048030_6092583084671984375_n.jpg?_nc_cat=101&amp;amp;ccb=1-7&amp;amp;_nc_sid=5cd70e&amp;amp;_nc_ohc=hDudWNhHZk4AX_Hzqdf&amp;amp;_nc_ht=scontent.fath3-4.fna&amp;amp;oh=00_AfBR-E5rV-ZRN9hvPi5DXRZ79ixX1qafvs3hud0T3kWJKw&amp;amp;oe=63EAE4FC" width="776" /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>40η ΕΘΝΙΚΗ ΜΑΘΗΜΑΤΙΚΗ ΟΛΥΜΠΙΑΔΑ «O ΑΡΧΙΜΗΔΗΣ» 18/2/2023 στο 4ο Λύκειο Καλαμάτας</title><link>http://plataros.blogspot.com/2023/02/40-o-1822023-4.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 10 Feb 2023 10:55:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-448903153463525433</guid><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h2 class="art-postheader"&gt; ΕΞΕΤΑΣΤΙΚΑ ΚΕΝΤΡΑ 40ης ΕΘΝΙΚΗΣ ΜΑΘΗΜΑΤΙΚΗΣ ΟΛΥΜΠΙΑΔΑΣ «O ΑΡΧΙΜΗΔΗΣ» 18/2/2023&lt;/h2&gt;

    
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;ΕΛΛΗΝΙΚΗ&amp;nbsp; ΜΑΘΗΜΑΤΙΚΗ&amp;nbsp; ΕΤΑΙΡΕΙΑ&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;Πανεπιστημίου (Ελευθερίου Βενιζέλου) 34&lt;br /&gt;106 79&amp;nbsp;&amp;nbsp; ΑΘΗΝΑ&lt;br /&gt;Τηλ. 3616532 - 3617784 - Fax: 3641025e-mail : &lt;a class="spamspan" href="mailto:info@hms.gr"&gt;info@hms.gr&lt;/a&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;www.hms.gr&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span style="color: maroon; font-size: small;"&gt;&lt;strong&gt;40ης ΕΘΝΙΚΗΣ ΜΑΘΗΜΑΤΙΚΗΣ  ΟΛΥΜΠΙΑΔΑΣ &lt;br /&gt;«O ΑΡΧΙΜΗΔΗΣ» 18/2/2023 &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span style="color: blue;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;ΕΞΕΤΑΣΤΙΚΑ ΚΕΝΤΡΑ &lt;/span&gt;&lt;/strong&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt; Ώρα προσέλευσης στο εξεταστικό κέντρο: το αργότερο 09.45.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;Ώρα έναρξης του διαγωνισμού 10:00.&lt;br /&gt;&amp;nbsp;&amp;nbsp; &lt;br /&gt;Οι μαθητές επιτρέπεται να έχουν μαζί τους μόνο κανόνα και διαβήτη για τα γεωμετρικά σχήματα.&lt;br /&gt;Οι φορητοί υπολογιστές απαγορεύονται.&lt;br /&gt;Τα κινητά τους τηλέφωνα πρέπει να είναι κλειστά.&lt;br /&gt;Για τον έλεγχο της ταυτοπροσωπίας οι μαθητές πρέπει να έχουν μαζί τους την ταυτότητά τους ή άλλο αποδεικτικό έγγραφο&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;Είναι σημαντικό οι μαθητές να πάνε στο κέντρο που τους αντιστοιχεί.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt="Μπορεί να είναι εικόνα κείμενο που λέει &amp;quot;ΘΕΜΑ: Αποστολή στοιχείων. Σας αποστέλλουμε τα στοιχεία του εξεταστικού κέντρου που θα διενεργηθεί o Πανελλήνιος Μαθητικός διαγωνισμός στα Μαθηματικά, &amp;lt;&amp;lt;Ο ΑΡΧΙΜΗΔΗΣ&amp;gt;&amp;gt; στις 18-02-2023. Β/μια Διεύθυνση: ΣΤΟΙΧΕΙΑ ΕΞΕΤΑΣΤΙΚΟΥ ΚΕΝΤΡΟΥ 4° ΓΕΝΙΚΟ ΛΥΚΕΙΟ) ΚΑΛΑΜΑΤΑΣ ΜΕΣΣΗΝΙΑΣ Όνομα Σχολείου: 4o ΓΕΝΙΚΟ ΛΥΚΕΙΟ ΚΑΛΑΜΑΤΑΣ E-mail Σχολείου: Τηλέφωνο Σχολείου: mail@4lyk-kalam.mes.sch.gr 27210-21142 Πρόεδρος Eξ. Κέντρου: E-Mail &amp;amp; κινητό Προέδρου Εξ. Κέντρου. ΠΛΑΤΑΡΟΣ ΙΩΑΝΝΗΣ κλ.ΠΕ 03 plataros@gmail.com/ κιν: 6947187139 Διευθυντής Εκπαίδευσης ΑΓΑΠΙΟΣ A. ΟΙΚΟΝΟΜΙΔΗΣ&amp;quot;" class="x1bwycvy x193iq5w x4fas0m x19kjcj4" data-visualcompletion="media-vc-image" height="567" src="https://scontent.fath3-4.fna.fbcdn.net/v/t39.30808-6/329040080_1330643781048030_6092583084671984375_n.jpg?_nc_cat=101&amp;amp;ccb=1-7&amp;amp;_nc_sid=5cd70e&amp;amp;_nc_ohc=hDudWNhHZk4AX_Hzqdf&amp;amp;_nc_ht=scontent.fath3-4.fna&amp;amp;oh=00_AfBR-E5rV-ZRN9hvPi5DXRZ79ixX1qafvs3hud0T3kWJKw&amp;amp;oe=63EAE4FC" width="776" /&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img alt="Δεν υπάρχει διαθέσιμη περιγραφή για τη φωτογραφία." class="x1bwycvy x193iq5w x4fas0m x19kjcj4" data-visualcompletion="media-vc-image" src="https://scontent.fath3-3.fna.fbcdn.net/v/t39.30808-6/329272438_1394423671301999_3872560795642263015_n.jpg?_nc_cat=111&amp;amp;ccb=1-7&amp;amp;_nc_sid=5cd70e&amp;amp;_nc_ohc=6EC7KH6v0FoAX_e5Upz&amp;amp;_nc_ht=scontent.fath3-3.fna&amp;amp;oh=00_AfDIH9DyDhYJzr53Xm-XmIJcjN6ZaJ_8m-D5Ezg5fdGBYA&amp;amp;oe=63EB4654" /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Θαλής 2022. Προκριθέντες κατ ευθείαν σε Αρχιμήδη</title><link>http://plataros.blogspot.com/2023/01/2022.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Wed, 25 Jan 2023 22:05:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-855114949246205672</guid><description>&lt;p&gt;&amp;nbsp;&lt;img alt="" 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" /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Οδηγίες Διαγωνισμού ΘΑΛΗ 11-11-2022 , ειδικότερες, του Παραρτήματος της ΕΜΕ Μεσσηνίας </title><link>http://plataros.blogspot.com/2022/11/11-11-2022.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Thu, 10 Nov 2022 12:12:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-7910768147207283649</guid><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h3 class="post-title entry-title" itemprop="name"&gt;&lt;br /&gt;&lt;/h3&gt;
&lt;div class="post-header"&gt;
&lt;div class="post-header-line-1"&gt;&lt;/div&gt;&lt;span style="font-size: medium;"&gt;1. Αν δεν πάρετε θέματα, ΜΗΝ επικοινωνείτε με την ΕΜΕ, δεν θα μπορούν να σας εξυπηρετήσουν.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: medium;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;Στείλτε ένα μέιλ στο &lt;b&gt;&lt;a href="mailto:plataros@gmail.com" target="_blank"&gt;plataros@gmail.com&amp;nbsp; &lt;/a&gt;&lt;/b&gt;από την διεύθυνση που θα σας τα στείλουμε από δω. Τηλ. Πλατάρος Γ. &lt;b&gt;6947187139 &lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;2. Την ίδια μέρα για την αποστολή θεμάτων έχετε δύο δυνατότητες:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;Α) &lt;b&gt;Προσωπική επίδοση&lt;/b&gt; στον .κ. Πλατάρο που θα είναι μετά τις 2.30 μ.μ. στο εστιατόριο «Στουκώστα» Facebook&amp;nbsp; &amp;nbsp; &lt;a data-saferedirecturl="https://www.google.com/url?q=https://www.facebook.com/people/%25CE%25A3%25CF%2584%25CE%25BF%25CF%2585-%25CE%259A%25CF%258E%25CF%2583%25CF%2584%25CE%25B1-%25CE%2592%25CE%25B1%25CF%2583%25CE%25B9%25CE%25BB%25CE%25B5%25CE%25B9%25CE%25AC%25CE%25B4%25CE%25B7-Stou-Kosta/100047777786317/&amp;amp;source=gmail&amp;amp;ust=1668159158403000&amp;amp;usg=AOvVaw235pREy3VAvrgNRO_HSffc" href="https://www.facebook.com/people/%CE%A3%CF%84%CE%BF%CF%85-%CE%9A%CF%8E%CF%83%CF%84%CE%B1-%CE%92%CE%B1%CF%83%CE%B9%CE%BB%CE%B5%CE%B9%CE%AC%CE%B4%CE%B7-Stou-Kosta/100047777786317/" target="_blank"&gt;https://www.facebook.com/&lt;wbr&gt;&lt;/wbr&gt;people/%CE%A3%CF%84%CE%BF%CF%&lt;wbr&gt;&lt;/wbr&gt;85-%CE%9A%CF%8E%CF%83%CF%84%&lt;wbr&gt;&lt;/wbr&gt;CE%B1-%CE%92%CE%B1%CF%83%CE%&lt;wbr&gt;&lt;/wbr&gt;B9%CE%BB%CE%B5%CE%B9%CE%AC%CE%&lt;wbr&gt;&lt;/wbr&gt;B4%CE%B7-Stou-Kosta/&lt;wbr&gt;&lt;/wbr&gt;100047777786317/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Πώς πάμε: &lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;&lt;a data-saferedirecturl="https://www.google.com/url?q=https://www.google.com/maps/dir/38.124856,22.4649082/%25CF%2583%25CF%2584%25CE%25BF%25CF%2585%2B%25CE%25BA%25CF%258E%25CF%2583%25CF%2584%25CE%25B1/@37.1063547,22.0716701,11.92z/data%3D!4m9!4m8!1m1!4e1!1m5!1m1!1s0x1361ba82f8753507:0x67a96c05ad13d57d!2m2!1d22.0855944!2d37.0326528&amp;amp;source=gmail&amp;amp;ust=1668159158403000&amp;amp;usg=AOvVaw2_nzkmWDJ74CHBQiR1Y5ip" href="https://www.google.com/maps/dir/38.124856,22.4649082/%CF%83%CF%84%CE%BF%CF%85+%CE%BA%CF%8E%CF%83%CF%84%CE%B1/@37.1063547,22.0716701,11.92z/data=!4m9!4m8!1m1!4e1!1m5!1m1!1s0x1361ba82f8753507:0x67a96c05ad13d57d!2m2!1d22.0855944!2d37.0326528" target="_blank"&gt;https://www.google.com/maps/&lt;wbr&gt;&lt;/wbr&gt;dir/38.124856,22.4649082/%CF%&lt;wbr&gt;&lt;/wbr&gt;83%CF%84%CE%BF%CF%85+%CE%BA%&lt;wbr&gt;&lt;/wbr&gt;CF%8E%CF%83%CF%84%CE%B1/@37.&lt;wbr&gt;&lt;/wbr&gt;1063547,22.0716701,11.92z/&lt;wbr&gt;&lt;/wbr&gt;data=!4m9!4m8!1m1!4e1!1m5!1m1!&lt;wbr&gt;&lt;/wbr&gt;1s0x1361ba82f8753507:&lt;wbr&gt;&lt;/wbr&gt;0x67a96c05ad13d57d!2m2!1d22.&lt;wbr&gt;&lt;/wbr&gt;0855944!2d37.0326528&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Β) Αποστολή την ίδια μέρα από κούριερ των γραπτών στην διεύθυνση:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;2ο Γυμνάσιο Μεσσήνης&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;Μητροπέτροβα 50&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;24200 Μεσσήνη&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;Υπ΄όψιν Διευθυντή Πλατάρου Ιωάννη&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;τηλ. 6947187139&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Σοβαρές «Λεπτομέρειες»:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;1. Μην δώσετε στα παιδιά τετράδια πανελληνίων, μόνον κόλλες της αναφοράς.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: medium;"&gt;2. Προωθήστε το παρόν μέηλ ΚΑΙ στο μέηλ των καθηγητών.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;3. Τα θέματα -επειδή ο «Θαλής» δεν θα είναι προημιτελικός αλλά κατ΄ ευθείαν ημιτελικός- θα είναι δύσκολα.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;======================================================&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;ΟΔΗΓΙΕΣ ΚΕΝΤΡΙΚΗΣ ΕΜΕ&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&lt;/span&gt;

&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΠΡΟΣ :&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-pagination: none; tab-stops: 21.25pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Διευθυντές/ ντριες
Γυμνασίων - Λυκείων&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span lang="DE" style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 4.0pt; mso-ansi-language: DE; mso-bidi-font-size: 5.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 14.0pt;"&gt;Θέμα: 83&lt;sup&gt;ος&lt;/sup&gt; Πανελλήνιος Μαθητικός
Διαγωνισμός στα Μαθηματικά «Ο ΘΑΛΗΣ», Παρασκευή 11 Νοεμβρίου 2022&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 4.0pt; mso-bidi-font-size: 5.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;Αξιότιμε/η κ. Διευθυντά/ντρια&lt;b style="mso-bidi-font-weight: normal;"&gt;,&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.0cm;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; letter-spacing: -.2pt; mso-bidi-font-size: 12.0pt;"&gt;Ευχαριστούμε για
τη βοήθειά σας στην πραγματοποίηση του &lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; letter-spacing: -.2pt; mso-bidi-font-size: 14.0pt;"&gt;83&lt;sup&gt;ου&lt;/sup&gt;
Πανελλήνιου Μαθητικού Διαγωνισμού στα Μαθηματικά «Ο ΘΑΛΗΣ», σε αυτή τη δύσκολη
συγκυρία που ζούμε.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; letter-spacing: -.2pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.0cm;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;Θα θέλαμε να σας ενημερώσουμε ότι τα
θέματα του διαγωνισμού θα σταλούν σε αυτό το &lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;"&gt;mail&lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt; το οποίο έχετε δηλώσει στη φόρμα
εκδήλωσης ενδιαφέροντος &lt;b style="mso-bidi-font-weight: normal;"&gt;στις 11:30&lt;/b&gt;
το πρωί της Παρασκευής 11/11/2022 μαζί με τις σχετικές οδηγίες&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="background: #C2D69B; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt; mso-color-alt: windowtext;"&gt;Διαδικασία
διαγωνισμού παραλαβή θεμάτων και αποστολή γραπτών&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;Με ευθύνη του Διευθυντή:&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;1. Αναπαράγονται τα θέματα και
μοιράζονται στους μαθητές &lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;2. &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: red;"&gt;Καλύπτονται τα στοιχεία των μαθητών στις κόλλες
με μαύρα αυτοκόλλητα (ή με άλλον τρόπο)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;3.&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;&lt;span style="color: #17365d;"&gt;Παρακαλούμε να
χρησιμοποιήσετε κόλλες αναφοράς και όχι τετράδια για την καλύτερη διαχείριση
των γραπτών, συρράπτοντας τις διπλές κόλλες του ίδιου μαθητή.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;3. Συγκεντρώνονται τα πρωτότυπα γραπτά
ανά τάξη και τοποθετούνται σε φάκελο.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"&gt;4. α) &lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Τα γραπτά των μαθητών μετά το πέρας του διαγωνισμού για τους
Νομούς Αττικής, &lt;b style="mso-bidi-font-weight: normal;"&gt;Δράμας, Ευρυτανίας,
Ζακύνθου, Θεσπρωτίας, Ιωαννίνων, Κεφαλληνίας, Κυκλάδων, Πέλλης, Πρέβεζας,
Ρεθύμνου, Φωκίδας, Χαλκιδικής και για τα νησιά του Ν. Δωδεκανήσου εκτός της
Ρόδου&lt;/b&gt; θα &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;αποσταλούν στην Επιτροπή
Διαγωνισμών της Ε.Μ.Ε στην Αθήνα με ημερομηνία αποστολής 11/11/2022.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Παρακαλούμε στο φάκελο να σημειωθούν τα
παρακάτω στοιχεία:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"&gt;
 &lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;
  &lt;td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.25pt;" valign="top" width="319"&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Αποστολέας&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΟΝΟΜΑΣΙΑ
  ΣΧΟΛΕΙΟΥ&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΟΝΟΜΑ
  ΔΙΕΥΘΥΝΤΗ&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΑΡΙΘΜΟΣ
  ΓΡΑΠΤΩΝ ΑΝΑ ΤΑΞΗ&lt;/span&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.3pt;" valign="top" width="319"&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Παραλήπτης&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΕΛΛΗΝΙΚΗ ΜΑΘΗΜΑΤΙΚΗ ΕΤΑΙΡΕΙΑ&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;ΠΑΝΕΠΙΣΤΗΜΙΟΥ 34, &lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;106 79 ΑΘΗΝΑ&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
  &lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Για την επιτροπή διαγωνισμών&lt;/span&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.1pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;β)
Για τους υπόλοιπους νομούς όπου η ΕΜΕ διαθέτει Παράρτημα, τα γραπτά θα
παραδοθούν από το εξεταστικό κέντρο σε εκπρόσωπο του Παραρτήματος στις 11/11/2022.
Το Παράρτημα της ΕΜΕ θα φροντίσει να συνεργαστεί με τους διευθυντές των
σχολείων για την παραλαβή των γραπτών.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 24.1pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Ειδικά
για τα Σχολεία του Νομού Αττικής&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;, αν αυτό είναι εφικτό, μπορούν τα γραπτά να παραδοθούν απ’
ευθείας στα γραφεία της ΕΜΕ (Πανεπιστημίου 34, Αθήνα) την ημέρα του
διαγωνισμού. Αντίστοιχη παράδοση μπορεί να γίνει και στο γραφείο του
Παραρτήματος της ΕΜΕ στη Θεσσαλονίκη (Προξ. Κορομηλά 51) &lt;b style="mso-bidi-font-weight: normal;"&gt;για τα γραπτά του Νομού Θεσσαλονίκης&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;.&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align: justify; text-indent: 24.1pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Η αξιολόγηση των γραπτών θα γίνει από
τα μέλη της Επιτροπής Διαγωνισμών της Ε.Μ.Ε. και από τους κατά τόπους
συνεργάτες της υπό την επίβλεψη της Επιτροπής Διαγωνισμών. Επισημαίνεται ότι
την ευθύνη διοργάνωσης του διαγωνισμού έχει η Ελληνική Μαθηματική Εταιρεία &lt;b style="mso-bidi-font-weight: normal;"&gt;και τα στοιχεία των μαθητών θα
χρησιμοποιηθούν μόνο από την Ελληνική Μαθηματική Εταιρεία αποκλειστικά για τις
ανάγκες του διαγωνισμού, όπως περιγράφονται παραπάνω.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 4.2pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Για το Διοικητικό
Συμβούλιο &lt;/span&gt;&lt;/p&gt;

&lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 14.2pt; margin-right: 4.25pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;της Ελληνικής Μαθηματικής Εταιρείας&lt;/span&gt;&lt;/p&gt;


 
  &lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -24.85pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 680px;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;&lt;td style="padding: 0cm 3.5pt 0cm 3.5pt; width: 251.65pt;" valign="top" width="336"&gt;
  &lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 14.25pt; margin-top: 0cm; tab-stops: 205.55pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Ο Πρόεδρος&lt;/span&gt;&lt;/p&gt;
  &lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 14.25pt; margin-top: 0cm; tab-stops: 205.55pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Ιωάννης Π. Εμμανουήλ&lt;/span&gt;&lt;/p&gt;
  &lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 14.25pt; margin-top: 0cm; tab-stops: 205.55pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Καθηγητής ΕΚΠΑ&lt;/span&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style="padding: 0cm 3.5pt 0cm 3.5pt; width: 258.65pt;" valign="top" width="345"&gt;
  &lt;p class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 4.2pt; margin-top: 0cm; tab-stops: center 130.8pt;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ο
  Γενικός Γραμματέας&lt;/span&gt;&lt;/p&gt;
  &lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 4.2pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Ιωάννης
  Τυρλής&lt;/span&gt;&lt;/p&gt;
  &lt;p align="center" class="TAN" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 4.2pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 12.0pt;"&gt;Καθηγητής
  Δευτεροβάθμιας Εκπαίδευσης&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Πανηγυρικός λόγος επετείου  28ης  Οκτωβρίου 1940 στην Μεσσήνη (Επέτειος έτους 2022)</title><link>http://plataros.blogspot.com/2022/10/28-1940-2022.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 28 Oct 2022 14:27:00 +0300</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-6560980670194449230</guid><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p dir="ltr" id="docs-internal-guid-b65d5e28-7fff-5001-2984-87c4bbbb4112" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVZHfhHbIJKvIybCalFb8RVhofSqnCUFXp_3aT4q4c5e0A10VV-nuObM8Zar-wcVth4vOgQrKQK9sS_9vl_YD9Ibx2IfR0qeUKL_vsgbFHc7xyjAyO7xIIRE_UJdXunL76mKD/s1172-no/?authuser=0" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="771" data-original-width="1172" height="421" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVZHfhHbIJKvIybCalFb8RVhofSqnCUFXp_3aT4q4c5e0A10VV-nuObM8Zar-wcVth4vOgQrKQK9sS_9vl_YD9Ibx2IfR0qeUKL_vsgbFHc7xyjAyO7xIIRE_UJdXunL76mKD/w640-h421/?authuser=0" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αιδεσιμότατοι, κ. Δήμαρχε , κ.κ. Αιρετοί του Δήμου Μεσσήνης, κ. Εκπρόσωπε της Αστυνομικής Αρχής,&amp;nbsp; κ.κ. Εκπρόσωποι των Ενόπλων Δυνάμεων, κ.κ. Διευθυντές των Σχολικών Μονάδων της Μεσσήνης, συνάδελφοι εκπαιδευτικοί, αγαπητάμς παιδιά, μέλλον της Ελλάδος:&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σαν σήμερα , 28&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;span style="font-size: 0.6em; vertical-align: super;"&gt;η&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; Οκτωβρίου 1940, στην Μεσσήνη.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τόπος Γυμνάσιο Μεσσήνης, εκεί που ήταν ο ΟΤΕ, απέναντι από το συντριβάνι.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Προαύλιο του εξαταξίου Γυμνασίου, η σημερινή πλατεία που ήταν και γήπεδο για την ομάδα του Παμίσου.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αφηγητής ο τότε μαθητής και συμπατριώτης μας Παναγιώτης Σκούφης, όπως τα γράφει στο βιβλίο του «Αναμνήσεις από το Νησί» (Μεσσήνη) :&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 49.4pt; margin-top: 0pt; margin: 0pt 49.4pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Από τον Σεπτέμβρη του 1937, που, εντεκάχρονος, μπήκα στο εξατάξιο Γυμνάσιο της&lt;/span&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: black; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μεσσήνης&amp;nbsp; –Νησί&amp;nbsp; τη&amp;nbsp; λέγαμε&amp;nbsp; και&amp;nbsp; την&amp;nbsp; λέμε&amp;nbsp; εμείς&amp;nbsp; την&amp;nbsp; Μεσσήνη–&amp;nbsp; μέχρι&amp;nbsp; τις&amp;nbsp; 28&lt;/span&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: black; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οκτωβρίου 1940, το τελετουργικό ήτανε κάθε πρωί το ίδιο. Οχτώ η ώρα, στοιχημένοι κατά τάξεις, μπρος από το κτίριο του Γυμνασίου, μπροστά μας οι καθηγητές σε παράταξη και ο Γυμνασιάρχης να καλεί έναν μαθητή της ΣΤ΄ να πει την προσευχή. Ψέλναμε μετά τον Εθνικό Ύμνο, τα δύο πρώτα τετράστιχα μόνο, και μπαίναμε στις τάξεις &amp;nbsp; μας. &amp;nbsp; Πειθαρχούσαμε &amp;nbsp; σε &amp;nbsp; μια &amp;nbsp; επανάληψη, &amp;nbsp; σε &amp;nbsp; μια &amp;nbsp; ρουτίνα, &amp;nbsp; ελάχιστα συμμετείχαμε στο τελετουργικό, πληκτικά επαναλαμβανόμενο για τρία χρόνια&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-right: 3.95pt; margin-top: 3.65pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Εκείνο το πρωινό, παραταχτήκαμε όπως πάντα, μπρος από το Γυμνάσιο. Πρωί-πρωί οι εφημεριδοπώλες της μικρής μας πόλης έτρεχαν στις πλατείες και στις γειτονιές, με μια στοίβα εφημερίδες παραμάσκαλα και διαλαλούσαν, λες και επρόκειτο για εξαιρετικό εμπόρευμα: «Έκτακτο παράρτημα! Ο πόλεμος εκηρύχθη! Εφημερίδεεες! Έκτακτο παράρτημα!». Οι καθηγητές, σκυθρωποί κι αμίλητοι. Εμείς, αμήχανοι κι ανίκανοι να εκτιμήσουμε τι σήμαινε η κραυγή «Ο πόλεμος εκηρύχθη!». Ήτανε ένα κρύο πρωινό και στην ατμόσφαιρα και προπαντός στις καρδιές. Το τελετουργικό επαναλήφθηκε σαν ξόδι σε κηδεία. &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;(σ.σ. Εξόδειος Ακολουθία)&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-right: 4.2pt; margin-top: 0pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπήκαμε στις αίθουσες για μάθημα. Το μάθημα δεν ξεκίνησε. Σε λίγο πέρασε ο κλητήρας και είπε: «Να βγούνε οι μαθητές στο προαύλιο, κατά τάξεις στη γραμμή, θα τους μιλήσει ο κύριος Γυμνασιάρχης».&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 4.5pt; margin-top: 0pt; margin: 0pt 4.5pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;«Το Υπουργείο διέταξε να διακοπούν τα μαθήματα σ’ όλη την Ελλάδα. Πηγαίνετε να πάρετε τα πράγματά σας και να πάτε στα σπίτια σας και στα χωριά σας», είπε εκείνος.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-right: 4.4pt; margin-top: 0pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αμίλητοι μπήκαμε και βγήκαμε από τις τάξεις μας και ξεκινήσαμε για τα χωριά μας. Αισθανθήκαμε ένα απόλυτο κενό. Περπατάγαμε μηχανικά. Μόλις είχαμε κλείσει την παιδική ηλικία και ένας φόβος εγκαταστάθηκε μέσα μας ότι δεν θα ζήσουμε εφηβεία, θα περάσουμε κατευθείαν στην ώριμη ανδρική ηλικία, αντικαθιστώντας τους άνδρες που φεύγανε για το μέτωπο. Τα διατάγματα της επιστράτευσης τηλεγραφήθηκαν σ’ όλη την επικράτεια και οι ηλικίες των εφέδρων που εκαλούντο επήγαιναν με κάθε μέσο στους στρατώνες.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-right: 4.25pt; margin-top: 0pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οι γυναίκες κλαίγανε. Μανάδες, αδερφάδες, σύζυγοι, απαρηγόρητες. &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οι άνδρες τραγουδάγανε&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;.&amp;nbsp; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λες&amp;nbsp; και&amp;nbsp; πηγαίνανε&amp;nbsp; σε&amp;nbsp; πανηγύρι.&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp; Από&amp;nbsp; τις&amp;nbsp; σπάνιες&amp;nbsp; στιγμές&amp;nbsp; του ελληνικού λαού. &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Το 1821 και το 1940, ο λαός υψώθηκε σε ιστορικό μέγεθος αιώνων, στρατευμένος εθελοντικά σε μια ιδέα πλατιά όσο ο κόσμος και αιώνια, στην ιδέα της Ελευθερίας. Η ιδέα της Πατρίδας, η ιδέα της Ελευθερίας τον γέμισε οργή για το άδικο της απρόκλητης επίθεσης, τον όπλισε με πείσμα για αγώνα μέχρι τέλους&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;. Και βγήκε νικητής. Και το 1821 και στον πόλεμο του 1940 και στη συνέχειά του κατά την Κατοχή ώς το 1944. Τέσσερα χρόνια, από τον Οκτώβρη του 1940 ως τον Οκτώβρη του 1944 έδινε με πείσμα και αυταπάρνηση καθημερινές μάχες και νίκησε σ’ όλες. Και τους επιτιθέμενους και τους κατακτητές.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γύρισα στο χωριό μου. &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σαράντα σπίτια, διακόσιες ψυχές.&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; Τσοπάνηδες και γεωργοί οι χωριάτες. Ψυχοκόρες και ψυχογιοί τα παιδιά που περισσεύανε και δεν μπορούσαν οι γονείς να τα θρέψουν. Ο Κώστας του Πανάγου ήτανε χωροφύλακας στην Καλαμάτα. Εκείνες τις μέρες περάσανε χαμηλά στον ουρανό του χωριού ιταλικά βομβαρδιστικά. Βγήκε η Πανάγαινα στη σκάλα, μόλις άκουσε τον θόρυβο, ρώτησε τον παπά, που πέρναγε να πάει για τον όρθρο στην εκκλησιά: «Τι είναι και πού πάνε, δέσποτα, αυτά;». «Πάνε να βομβαρδίσουνε την Καλαμάτα», της είπε ο παπάς. «Παναγιά μου Παρθένα! Πάει το παιδί μου! Πάει ο Κώστας μου», και έπεσε ξερή στα σκαλοπάτια. Ανακοπή καρδιάς. Το πρώτο θύμα του πολέμου στο χωριό μου. Ίσως και όλης της Ελλάδας.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τα παραπάνω συνιστούν αυθεντική μαρτυρία εντόπια&amp;nbsp; διακεκεριμένου συμπατριώτη μας, που περιγράφει γλαφυρά, ό,τι έγινε και στην υπόλοιπη Ελλάδα.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Και μετά το ΟΧΙ, που είπε ο Μεταξάς και αμέσως μετά επικύρωσε ο μαχόμενος Ελληνικός λαός στα βουνά της Αλβανίας, είχαμε τους πρώτους νεκρούς ήρωες του πολέμου.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;422 οι Μεσσήνιοι πεσόντες στο Αλβανικό μέτωπο&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οι 92 από τον Δήμο Μεσσήνης&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Έπεσαν στις μάχες του πολέμου του 1940-41 και παρέμειναν άταφοι ή ενταφιάστηκαν σε ομαδικούς τάφους,&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Διαβάζουμε στο «&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Θάρρος &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Καλαμάτας» &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;23/01/2018&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ανακοίνωση για την έναρξη διαδικασίας αναζήτησης, εκταφής, ταυτοποίησης και ταφής οστών Ελλήνων πεσόντων στην Αλβανία εξέδωσε το υπουργείο Εξωτερικών, κάνοντας λόγο για ένα «σημαντικό βήμα για να αναπαυθούν επιτέλους οι ψυχές των Ελλήνων στρατιωτών του Ελληνο-ιταλικού πολέμου του 1940-41. Των τελευταίων άταφων πεσόντων του Β’ Παγκοσμίου Πολέμου».&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παράλληλα, το ΥΠΕΞ χαιρετίζει την ανταπόκριση της αλβανικής κυβέρνησης στο ιστορικά δίκαιο αυτό αίτημα, που αποδεικνύει ότι «ο διάλογος και η συνεργασία μπορούν να οδηγήσουν στην επίλυση διαφορών και τη δημιουργία θετικών προοπτικών για τις σχέσεις μεταξύ των χωρών της περιοχής μας&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Να δούμε και τους&amp;nbsp; νεκρούς του Δήμου Μεσσήνης&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;ΦΟΝΕΥΘΕΝΤΕΣ ΑΞΙΩΜΑΤΙΚΟΙ ΕΛΛΗΝΟΙΤΑΛΙΚΟΥ ΚΑΙ ΕΛΛΗΝΟΓΕΡΜΑΝΙΚΟΥ ΠΟΛΕΜΟΥ 1940-1941&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αναστασόπουλος Ιωάννης του Ηλία, Εφεδρος Υπολοχαγός: Γεννήθηκε στη Πιλαλίστρα Μεσσηνίας, του IV Συντάγματος Ορειβατικού Πυροβολικού. Πέθανε στο Β1 Πεδινό Χειρουργείο στις 5 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κατσιάρας Γεώργιος του Νικολάου, Αντισυνταγματάρχης: Γεννήθηκε στα Πετράλωνα Μεσσηνίας το 1896, του Β’ Συντάγματος Πεδινού Πυροβολικού. Φονεύθηκε στη Κλεισούρα σε αεροπορική επιδρομή στις 16 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαγιαννόπουλος ή Παπαγιάννης Γεώργιος του Κωνσταντίνου, Εφεδρος Ανθυπολοχαγός: Γεννήθηκε στο Στρέφι Μεσσηνίας το 1918, του 29ου ΣΠ. Πέθανε σε Ορεινό Χειρουργείο στη περιοχή Μπούμπεσι στις 30 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σχινάς Κανέλλος του Γεωργίου, Εφεδρος Ανθυπασπιστής: Γεννήθηκε στη Βρωμόβρυση Εύας Μεσσηνίας το 1916, του 9ου ΣΠ. Φονεύθηκε στη μάχη Νιβίτσας (ΝΔ Τεπελενίου) στις 31 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;ΦΟΝΕΥΘΕΝΤΕΣ ΟΠΛΙΤΕΣ ΕΛΛΗΝΟΪΤΑΛΙΚΟΥ ΚΑΙ ΕΛΛΗΝΟΓΕΡΜΑΝΙΚΟΥ ΠΟΛΕΜΟΥ 1940-1941&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αβιζιώτης Γεώγιος του Ιωάννη, Στρατιώτης: Γεννήθηκε στο Αριστοδήμειο Μεσσηνίας το 1906 του V Τάγματος Μηχανικού. Πέθανε στη Κοσίνα-Κλεισούρα (Τ.Τ. 152) από πολεμικές κακουχίες στις 9 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αθανασόπουλος Μάρκος του Βασιλείου, Στρατιώτης: Γεννήθηκε στη Μαθία Μεσσήνης Μεσσηνίας το 1916,του VIII Συντάγματος Πυροβολικού. Φονεύθηκε στο Προγονάτι στις 4 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αναγνωστόπουλος Γεώγιος του Ιωάννη, Δεκανέας: Γεννήθηκε στο Χαλβάτσου Μεσσηνίας το 1913, της II Μοίρας Φορτηγών Αυτοκινήτων. Φονεύθηκε στη δημόσια οδό Λιδωρικίου - Αμφισσας σε αεροπορική επιδρομή στις 24 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ανδριανόπουλος Κωνσταντίνος του Ιωάννη, Στρατιώτης: Γεννήθηκε στη Ρευματιά Μεσσηνίας το 1910, του 50ού ΣΠ. Φονεύθηκε στο Μαλίν στις 31 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αποστολόπουλος Γεώργιος του Πέτρου, Λοχίας: Γεννήθηκε στην Πιλαλίστρα Μεσσηνίας το 1914, του 9ου ΣΠ. Πέθανε στο Ιπποκράτειο Νοσοκομείο Αθηνών στις 19 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αποστολόπουλος Δημήτριος του Αποστόλου, Στρατιώτης: Γεννήθηκε στην Αγριλιά Μεσσηνίας το 1908, του 90ου ΣΠ. Πέθανε στο XV Νοσηλευτικό Τμήμα (Χέποβα) στις 27 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αργυρόπουλος Γεώργιος του Χαραλάμπους, Στρατιώτης: Γεννήθηκε στο Μαγγανιακό Μεσσηνίας το 1919, του 21ου&amp;nbsp; ΣΠ. Φονεύθηκε στο Βινάν (ΒΔ Κλεισούρας) στις 10 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αργυρόπουλος Σπυρίδων του Δημητρίου, Στρατιώτης: Γεννήθηκε στο Μαγγανιακό Μεσσηνίας το 1914, του 9ου ΣΠ. Πέθανε στο 5ο Στρατιωτικό Νοσοκομείο Αθηνών στις 7 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αυγουλέας Χαράλαμπος του Μιχαήλ, Στρατιώτης: Γεννήθηκε στη Μεσσήνη Μεσσηνίας το 1910, του 90ου ΣΠ. Φονεύθηκε στο ύψ. Ιβάν στις 18 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Βιγκόπουλος ή Βίγκος Βασίλειος του Νικολάου, Στρατιώτης: Γεννήθηκε στη Βαλύρα Μεσσηνίας το 1915, του 9ου&amp;nbsp; ΣΠ. Πέθανε στο Νοσοκομείο Διακομιδής Ελληνικού Ερυθρού Σταυρού Αρτας στις 25 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Βίγκος Χρήστος του Στυλιανού, Στρατιώτης: Γεννήθηκε στη Βαλύρα Μεσσηνίας το 1908, του 90ου ΣΠ. Φονεύτηκε στην περιοχή Μπούμπεσι (ΒΔ Κλεισούρας) στις 20 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γαιτάνης Γεώργιος του Μιχαήλ, Στρατιώτης: Γεννήθηκε στην Ανδρούσα Μεσσηνίας το 1919, του 21ου ΣΠ. Φονεύθηκε στο ύψ 380 (Μπούμπεσι) στις 11 Απριλίου 1941.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γεωργόπουλος Άγγελος του Αναστασίου, Στρατιώτης: Γεννήθηκε στη Λογγά Μεσσηνίας το 1908, του 90ου ΣΠ. Φονεύθηκε στο Μάλι Σεβράνι (ΒΔ Πρεμετής) στις 15 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γιαννόπουλος Αργύριος του Βασιλείου, Στρατιώτης: Γεννήθηκε στη Μεσσήνη Μεσσηνίας το 1913,του 9ου ΣΠ. Φονεύθηκε στη μάχη Νιβίτσας στις 30 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γιαννόπουλος Ιωάννης του Αναστασίου, Στρατιώτης: Γεννήθηκε στο Δάρα Μεσσηνίας το 1911, του 68ου ΣΠ. Φονεύθηκε στο Σχισμένο Βράχο (Γράμποβα/ο) (Το χωριό Του Βαλαβάνη) την 1η Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γκότσης Παναγιώτης του Γεωργίου, Στρατιώτης: Γεννήθηκε στο Χαλβάτσου Μεσσηνίας το 1916, του 9ου ΣΠ. Φονεύθηκε στη Νιβίτσα στις 29 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δαβίλας Παναγιώτης του Νικολάου, Στρατιώτης: Γεννήθηκε στον Κεφαλινό Μεσσηνίας, του 9ου ΣΠ. Πέθανε στο Στρατιωτικό Νοσοκομείο Ιωαννίνων στις 25 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δημητρακόπουλος Παύλος του Ιωάννη, Στρατιώτης: Γεννήθηκε στην Αετοφωλιά Διοδίων Μεσσήνης το 1910, του 30ου ΣΠ. Φονεύθηκε στην Μπίγλιστα στις 5 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δημόπουλος Θεοφάνης του Γεωργίου. Δεκανέας: Γεννήθηκε στο Μαγγανιακό Μεσσηνίας το 1919, του 28ου ΣΠ. Πέθανε στο Στρατιωτικό Νοσοκομείο Αγρινίου στις 17 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δημόπουλος Νικόλαος του Αντωνίου, Στρατιώτης: Γεννήθηκε στο Αχλαδοχώρι Μεσσήνης Μεσσηνίας το 1911, του 30ου ΣΠ. Φονεύθηκε στη Μόροβα στις 17 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Διακουμογιαννόπουλος Θεόδωρος του Γεωργίου, Στρατιώτης: Γεννήθηκε στον Κυνηγό Μεσσηνίας το 1908, του 28ου ΣΠ. Φονεύθηκε στο ύψ. 926 (Κλεισούρας) στις 10 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δουρδούνης Δημήτριος του Τρύφωνα, Στρατιώτης: Γεννήθηκε στο Μάνεσι Μεσσηνίας το 1916, του 9ου ΣΠ. Πέθανε στο 1ο Χειρουργείο Ελληνικού Ερυθρού Σταυρού Αρτας στις 5 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δρακόπουλος Ηλίας του Παναγιώτη, Στρατιώτης: Γεννήθηκε στο Μαυρομάτι Ιθώμης Μεσσηνίας το 1911, του 31ου ΣΠ. Φονεύθηκε στο ύψ. 1370 (Κάμια) στις 8 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ζέρβας Θεόδωρος του Σπυρίδωνος, Στρατιώτης: Γεννήθηκε στο Πεταλίδι Μεσσηνίας το 1911, του 30ου ΣΠ. Φονεύθηκε στο ύψ. 1732 (κοιλάδα Τομορίτσα) στις 28 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ηλιόπουλος Παναγιώτης του Γεωργίου, Στρατιώτης: Γεννήθηκε στη Βαλύρα Μεσσηνίας το 1917, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκολέμι στις 20 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Θεοδωρόπουλος Γεώργιος του Ιωάννη, Στρατιώτης: Γεννήθηκε στην Πιλαλίστρα Μεσσηνίας το 1910,του 16ου ΣΠ. Φονεύθηκε στη μάχη Κλεισούρας στις 19 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κακαβάς Κωνσταντίνος του Ευσταθίου, Στρατιώτης: Γεννήθηκε στη Πιπερίτσα Μεσσηνίας, της 19ης Ομάδος Αναγνωρίσεως. Φονεύθηκε σε ανατροπή άρματος (νυχτερινή πορεία από Δοξάτο Δράμας) στα Λαϊνά Θεσσαλονίκης στις 7 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κακαβάς Φώτιος του Ιωάννη, Στρατιώτης: Γεννήθηκε στην Πιπερίτσα Μεσσηνίας το 1908, του 90ου ΣΠ. Πέθανε στο XVβ Ορεινό Χειρουργείο (Κοσίνα) στις 9 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κλεφτόγιαννης Παναγιώτης του Βασιλείου, Στρατιώτης: Γεννήθηκε στα Ζερμπίσια Μεσσηνίας το 1910, του 30ου ΣΠ. Φονεύθηκε στη Μόροβα στις 21 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κόντος Νικόλαος του Γρηγορίου, Λοχίας: Γεννήθηκε στο Νεοχώρι Μεσσηνίας το 1917, του 9ου ΣΠ. Πέθανε στο Νοσοκομείο Διακομιδής Ελληνικού Ερυθρού Σταυρού Αρτας στις 30 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κόρδος Παναγιώτης του Γεωργίου, Στρατιώτης: Γεννήθηκε στη Μαθία Μεσσηνίας το 1915, του 33ου ΣΠ. Φονεύθηκε μεταξύ ύψ. 800-802 (Μπούμπεσι) στις 9 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κουβελάκης Χαράλαμπος του Ιωάννη, Στρατιώτης: Γεννήθηκε στο Μαυρομάτι Μεσσηνίας το 1908, του 28ου ΣΠ. Φονεύθηκε στο ύψ. 802 (Μπούμπεσι) στις 4 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κουτσουμπός Γεώργιος του Φωτίου, Στρατιώτης: Γεννήθηκε στα Πετράλωνα Μεσσηνίας το 1916, του 8ου ΣΠ. Πέθανε στο 1ο Στρατιωτικό Νοσοκομείο Αθηνών στις 20 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κρόμπας Γεώργιος του Ανδρέα, Στρατιώτης: Γεννήθηκε στον Κυνηγό Μεσσηνίας το 1915, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκουσμάρι (Ν Τεπελενίου) στις 20 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κυριακόπουλος Βασίλειος του Γεωργίου, Στρατιώτης: Γεννήθηκε στον Αριστομένη Μεσσηνίας το 1913, του 66ου ΣΠ. Φονεύθηκε στο στο Σέλιανι στις 10 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κωνσταντακόπουλος Φώτιος του Γεωργίου, Στρατιώτης: Γεννήθηκε στη Μεσσήνη Μεσσηνίας το 1916, του 72ου ΣΠ. Φονεύθηκε στη θέση Κομμένη Πέτρα (Γκούρι Πρερ Τομορίτσα) στις 5 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Κωνσταντόπουλος Αντώνιος του Ιωάννη, Στρατιώτης: Γεννήθηκε στο Μουσταφάμπασι Μεσσηνίας (Αριστομένη) το 1911, του 90ού ΣΠ. Φονεύθηκε στο ανώνυμο ύψ. Ιβάν στις 18 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λαχανάς Βασίλειος του Στεφάνου, Στρατιώτης: Γεννήθηκε στο Νεοχώρι Μεσσηνίας το 1910, του 50ου ΣΠ. Πέθανε από πολεμικό τραύμα στο Μπούμπεσι (ΒΔ Κλεισούρας) στις 24 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λαχανάς Γεώργιος του Στεφάνου, Δεκανέας: Γεννήθηκε στο Νεοχώρι Μεσσηνίας το 1909, της 1ης Ομάδας Αναγνωρίσεως. Φονεύθηκε στην Πόντα Ερσέκας στις 3 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λιαράκος Ηλίας του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στη Λογγά Μεσσηνίας το 1912, του 32ου ΣΠ. Φονεύθηκε στο ύψ. 1805 (Μόροβα) στις 21 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μαραμπέας Πέτρος του Ιωάννη, Στρατιώτης: Γεννήθηκε στο Νεοχώρι Μεσσηνίας το 1913, της 113/5 Μονάδος. Πέθανε στο Σ1 Πεδινό Χειρουργείο στις 8 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μαρκάκης Νικόλαος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στη Νέα Κορώνη Μεσσηνίας το 1919, της Α’ Μοίρας Αυτοκινήτων. Φονεύθηκε στο Σιδηροδρομικό Σταθμό Κορίνθου σε αεροπορικό βομβαρδισμό στις 25 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μαρκόπουλος Γεώργιος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στο Πεταλίδι Μεσσηνίας το 1911, του 30ού ΣΠ. Φονεύθηκε στο ύψ. 1732 (κοιλάδα Τομορίτσα) την 1η Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μαρκόπουλος Κωνσταντίνος του Δημητρίου, Στρατιώτης: Γεννήθηκε στη Βούταινα Μεσσηνίας το 1911, του 90ού ΣΠ. Πέθανε λόγω κακουχιών στο ύψ. Μάλι Ταμπαγιάν (ΒΑ Κλεισούρας) στις 10 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπάκας Νικόλαος του Αναστασίου, Στρατιώτης: Γεννήθηκε στη Βούταινα Μεσσηνίας το 1913, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκουσμάρι) ΝΔ Τεπελενίου) στις 24 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπουζαλάς Αναστάσιος του Σπύρου, Στρατιώτης: Γεννήθηκε στο Αριστοδήμειο Μεσσηνίας το 1910, του 31ου ΣΠ. Φονεύθηκε στο Πόγραδετς στις 9 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπούντας Σπυρίδων του Παναγιώτη, Στρατιώτης: Γεννήθηκε στον Κυνηγό Μεσσηνίας το 1914, του 14ου ΣΠ. Φονεύθηκε στην Τρεμπεσίνα στις 10 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπρατσιάκος Χαράλαμπος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στο Στρέφι Μεσσηνίας το 1915, του 9ου ΣΠ. Πέθανε στο Ορεινό Χειρουργείο Γκολέμι στις 30 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπουσούνης Γεώργιος του Παναγιώτη, Στρατιώτης: Γεννήθηκε στο Κακόρρευμα Μεσσήνης Μεσσηνίας το 1911, του 34ου ΣΠ. Πέθανε στο χωριό Ζέη (τραυματίας μάχης Πεστάνης) στις 4 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μυλωνόπουλος Κωνσταντίνος του Αθανασίου, Λοχίας: Γεννήθηκε στη Μαθία Μεσσηνίας το 1912, του 90ού ΣΠ. Φονεύθηκε στο ύψ. Τσούκα Φεσίτ (Β Κλεισούρας) στις 16 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Νέζης Κωνσταντίνος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στη Ρευματιά Μεσσηνίας το 1914, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκουσμάρι (Ν Τεπελενίου) στις 24 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παναγιωτάκης Δημήτριος του Παναγιώτη, Στρατιώτης: Γεννήθηκε στον Καλαμαρά Μεσσήνης Μεσσηνίας το 1917, του 9ου ΣΠ. Πέθανε στο Στρατιωτικό Νοσοκομείο Αγρινίου 23 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παναγιωτόπουλος Γεώργιος του Αναστασίου, Στρατιώτης: Γεννήθηκε στο Χαλβάτσου Κεφαλόβρυσο Μεσσήνης Μεσσηνίας το 1914, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκουσμάρι (Ν Τεπελενίου) στις 30 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παναγιωτόπουλος Γεώργιος του Παναγιώτη, Στρατιώτης: Γεννήθηκε στη Βασιλάδα Ανδρούσας Μεσσηνίας το 1907, του 13ου ΣΠ. Πέθανε στο Σ4 Ορεινό Νοσηλευτικό Τμήμα (Κούταλι) στις 3 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παναγιωτόπουλος Ιωάννης του Γεωργίου, Στρατιώτης: Γεννήθηκε στην Αγριλιά Μεσσηνίας το 1918. Πέθανε στην Αγριλιά στις 4 Αυγούστου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παντελόπουλος Ιωάννης του Γεωργίου, Στρατιώτης: Γεννήθηκε στο Κόκκινο Μεσσηνίας το 1911, του 30ου ΣΠ. Πέθανε στο Χα Ορεινό Χειρουργείο (Ροσοβέρι) στις 25 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαγιάννης Ιωάννης του Μιχαήλ, Λοχίας: Γεννήθηκε στη Μεσσήνη Μεσσηνίας το 1912, του 9ου ΣΠ. Πέθανε στο 1ο Στρατιωτικό Νοσοκομείο Ιωαννίνων στις 10 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Βασίλειος του Κωνσταντίνου, Δεκανέας: Γεννήθηκε στη Βασιλάδα Ανδρούσας Μεσσηνίας το 1914, του 9ου ΣΠ. Πέθανε στο Στρατιωτικό Νοσοκομείο Αγρινίου στις 24 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Γεώργιος του Βασιλείου, Στρατιώτης: Γεννήθηκε στη Στέρνα Μεσσηνίας το 1910, του 30ού ΣΠ. Φονεύθηκε στη μάχη Μόροβας στις 16 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Γεώργιος του Δημητρίου, Στρατιώτης: Γεννήθηκε στην Κεφαλληνού Ιθώμης Μεσσηνίας το 1906, του 34ου ΣΠ. Φονεύθηκε στο ύψ. 1149 (Τεπελενίου) στις 25 Μαρτίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Γεώργιος του Ιωάννη, Δεκανέας: Γεννήθηκε στην Εύα Μεσσηνίας το 1918, του 9ου ΣΠ. Φονεύθηκε στη μάχη Γκολέμι στις 22 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Θεόδωρος του Βασιλείου, Δεκανέας: Γεννήθηκε στη Ρευματιά Μεσσηνίας το 1912, του 9ου ΣΠ. Φονεύθηκε στη μάχη Νιβίτσας (υψίπεδο Κουρβελεσίου) στις 31 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπουτσής Αθανάσιος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στην Ανδρούσα Μεσσηνίας το 1919, του 21ου ΣΠ. Πέθανε στο Αλεξανδράκειο Νοσοκομείο Καλαμών στις 10 Μαίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Περίχαρος Γεώργιος του Νικολάου, Στρατιώτης: Γεννήθηκε στη Βαλύρα Μεσσηνίας το 1915. Πέθανε στο Νοσοκομείο &amp;lt;&amp;lt;Σωτηρία&amp;gt;&amp;gt; Αθηνών στις 23 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πετρόπουλος Πέτρος του Δημητρίου, Στρατιώτης: Γεννήθηκε στο Μαυρομμάτι Μεσσηνίας το 1913, του 9ου ΣΠ. Πέθανε στο Σισμανόγλειο Νοσοκομείο Μελισσίων Αττικής στις 31 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πετρόπουλος Χαράλαμπος του Ιωάννη, Στρατιώτης: Γεννήθηκε στη Βούταινα Μεσσηνίας το 1913, του 9ου ΣΠ. Φονεύθηκε στο Σκίβοβικ (ΒΔ Αργυροκάστρου) στις 14 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πετρουλάκης Παύλος του Ηλία, Στρατιώτης: Γεννήθηκε στο Μαυρομάτι Μεσσηνίας το 1916, του 9ου ΣΠ. Φονεύθηκε στη μάχη ύψ Μάλι Σπατ (Ν Τεπελενίου) στις 18 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ρήγας Ευστάθιος του Μιχαήλ, Στρατιώτης: Γεννήθηκε στη Μηλίτσα Μεσσηνίας το 1918, του 5ου ΣΠ. Πέθανε στο 1ο Στρατιωτικό Νοσοκομείο Ιωαννίνων στις 16 Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ρουσιάς Χρήστος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στο Νεοχώρι Μεσσηνίας το 1910, του 50ου ΣΠ. Φονεύθηκε στη μάχη Ζαμπέρζανης (Δ Αψου) στις 10 Δεκεμβρίου 1940.πριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σκαλτσής Στασινός του Γεωργίου, Στρατιώτης: Γεννήθηκε στο Καλοχώρι Μεσσήνης Μεσσηνίας το 1914, του 33ου ΣΠ. Φονεύθηκε στο Σεβράνι (Α Κλεισούρας) στις 23 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σκιαδόπουλος Δημήτριος του Νικολάου, Στρατιώτης: Γεννήθηκε στο Καρτερόλι Μεσσήνης Μεσσηνίας το 1915, του 34ου ΣΠ. Φονεύθηκε στην Πεστάνη (στενά Κλεισούρας) στις 23 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σκρεπετός Βασίλειος του Παναγιώτη, Στρατιώτης: Γεννήθηκε στον Κεφαλινό Μεσσήνης Μεσσηνίας το 1911, του 90ού ΣΠ. Φονεύθηκε στο Ανώνυμο ύψ. Ιβάν στις 14 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σταθάκης Γεώργιος του Σταύρου, Στρατιώτης: Γεννήθηκε στα Καρποφόρα Μεσσήνης Μεσσηνίας το 1910, του 16ου ΣΠ. Πέθανε στο Α’ Ορεινό Χειρουργείο (Πολύτσανη) στις 10 Φεβρουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Στασινόπουλος Γεώργιος του Παναγιώτη, Δεκανέας: Γεννήθηκε στην Πιλαλίστρα Μεσσηνίας το 1918, του 9ου ΣΠ. Πέθανε στο Σ3 Νοσοκομείο Διακομιδής Ιωαννίνων στις 20 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σταυρόπουλος Γεώργιος του Παύλου, Στρατιώτης: Γεννήθηκε στην Αδριανή Μεσσήνης Μεσσηνίας το 1910, του 30ού ΣΠ. Φονεύθηκε στο Ντομπρένι (ΒΔ Μοσχοπόλεως) στις 24 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Σωτηρόπουλος ή Παναγιωτόπουλος Σωτήριος του Θεοχάρη, Στρατιώτης: Γεννήθηκε στη Ρεμματιά Μεσσηνίας το 1910, του 30ού ΣΠ. Φονεύθηκε στη Βάρμπα Νεστορίου την 1η Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τριανταφυλλόπουλος Διονύσιος του Παναγιώτη, Δεκανέας: Γεννήθηκε στον Αριστομένη Μεσσηνίας το 1917, του 9ου ΣΠ. Φονεύθηκε στη μάχη Νιβίτσας (υψίπεδο Κουρβελεσίου) στις 28 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τσαρπάλας Αθανάσιος του Βασιλείου, Στρατιώτης: Γεννήθηκε στον Κυνηγό Μεσσήνης Μεσσηνίας το 1910, του 16ου ΣΠ. Φονεύθηκε στη μάχη Κλεισούρας στις 23 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Φλώρος Νικόλαος του Κωνσταντίνου, Στρατιώτης: Γεννήθηκε στο Αμμουδερό (Χαμουζά) Πουλιτσίου Μεσσήνης Μεσσηνίας το 1918, του Συντάγματος Ιππικού. Φονεύθηκε στη μάχη Πρεμετής στις 22 Δεκεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Φούτρος Αθανάσιος του Ιωάννη, Στρατιώτης: Γεννήθηκε στη Μεσσήνη Μεσσηνίας το 1914, της Σ4 Μοίρας Αυτοκινήτων. Πέθανε στο Νοσοκομείο Διακομιδής Ελληνικού Ερυθρού Σταυρού Αρτας στις 24 Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Χαρίτος Βασίλειος του Νικολάου, Στρατιώτης: Γεννήθηκε στη Λύκισσα Μεσσήνης Μεσσηνίας το 1912, του 9ου ΣΠ. Αυτοκτόνησε την 1η Ιανουαρίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Χατζής Παναγιώτης του Γεωργίου, Στρατιώτης: Γεννήθηκε στο Μαγκανιακό Μεσσηνίας, του 31ου ΣΠ. Φονεύθηκε στη Μόροβα στις 17 Νοεμβρίου 1940.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;ΕΞΑΦΑΝΙΣΘΕΝΤΕΣ ΑΞΙΩΜΑΤΙΚΟΙ ΕΛΛΗΝΟΙΤΑΛΙΚΟΥ ΚΑΙ ΕΛΛΗΝΟΓΕΡΜΑΝΙΚΟΥ ΠΟΛΕΜΟΥ 1940-1941&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Γεννηματάς Φαίδων του Γεωργίου, Εφεδρος Ανθυπολοχαγός: Γεννήθηκε στο Μηλιώτη Μεσσήνης Μεσσηνίας το 1918. Εξαφανίσθηκε στην Κάτω Αδριατική στο ναυάγιο το Α/Π “Citta di Genova" το οποίο τορπιλίστηκε, μεταφερόμενος ως όμηρος στην Ιταλία λόγω της συμμετοχής του στον πόλεμο, στις 21 Ιανουαρίου 1943.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;ΕΞΑΦΑΝΙΣΘΕΝΤΕΣ ΟΠΛΙΤΕΣ ΕΛΛΗΝΟΪΤΑΛΙΚΟΥ ΚΑΙ ΕΛΛΗΝΟΓΕΡΜΑΝΙΚΟΥ ΠΟΛΕΜΟΥ 1940-1941&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Διονυσόπουλος Νικήτας του Γεωργίου, Δεκανέας: Γεννήθηκε στα Καρποφόρα Μεσσήνης Μεσσηνίας το 1908, του 28ου ΣΠ. Εξαφανίσθηκε στα Ιωάννινα από το Στρατιωτικό Νοσοκομείο (κατά τον αεροπορικό βομβαρδισμό) την 1η Απριλίου 1941.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-left: 6pt; margin-right: 3.95pt; margin-top: 0pt; margin: 0pt 3.95pt 8pt 6pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ποίο όμως το νόημα της ηρωϊκής Επετείου σήμερα;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Το σημερινό νόημα της επετείου, έχει να κάνει με την διαχρονική τιμή στους νεκρούς μας και την άντληση νοημάτων από αυτήν την θυσία.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πρώτα όμως να σχολιάσουμε ένα ερώτημα που έχει&amp;nbsp; τεθεί κατά καιρούς: Γιατί να γιορτάζουμε την έναρξη του πολέμου και όχι την λήξη του, όπως κάνουν όλα τα Ευρωπαϊκά κράτη. Μια απάντηση που δεν ικανοποιεί όλον το κόσμο, είναι ότι στον Ελληνοϊταλικό πόλεμο νικήσαμε και μετά χάσαμε. Γιορτάζουμε την νίκη&amp;nbsp; λοιπόν…. Μετά το 1944, δεν απελευθερωθήκαμε αλλά συνεχίσαμε τον πόλεμο &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;μεταξύ μας, που τελείωσε επισήμως το 1950 &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;. Έξι περίπου χρόνια μετά, όταν τα άλλα κράτη της Ευρώπης ξανακτίζονταν. Ακόμα και η ίδια η ηττημένη και ισοπεδωμένη Γερμανία, που μας δέχθηκε ως οικονομικούς πρόσφυγες μετά τον Εμφύλιο.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Άρα δεν είχε και δεν έχει νόημα&amp;nbsp; ο εορτασμός της απελευθέρωσης…&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αυτό έχει ξαναγίνει. Το 1821 . Γιορτάζουμε την έναρξη. Όχι την λήξη. Διότι η λήξη δεν ήταν τόσο ηρωϊκή όσο η έναρξη, αφού μεσολάβησαν τρεις τουλάχιστον εμφύλιες διαμάχες και παραλίγο το 1821 να είναι μία από τις 200 άλλες προϋπάρχουσες αποτυχημένες&amp;nbsp; εξεγέρσεις κατά των Τούρκων…&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;Υπήρξε το Ναβαρίνο και απελευθερωθήκαμε!...&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τι κρατάμε από αυτό; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ποτέ πια εμφύλιος!&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Εθνική ενότητα πάνω από όλα ιδίως με τον παράφρονα γείτονα που αμφισβητεί την υπόστασή μας σε όλα τα επίπεδα.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπορούν να μας εμπνεύσουν οι μεγαλύτεροι που&amp;nbsp; πολέμησαν ηρωϊκά στο Τεπελένι με τις ζωντανές τους ιστορίες;;;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δυστυχώς, ούτε οι παπούληδες των σημερινών νέων μας, διηγούνται &amp;nbsp; ζώσες ιστορίες ηρωϊσμού. &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οι επιζήσαντες του&amp;nbsp; πολέμου έχουν κι αυτοί εκδημήσει λόγω γήρατος. …&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Άρα τι υπάρχει σήμερα&amp;nbsp; για να μας εμπνεύσει&amp;nbsp; και να έχουμε φρόνημα ως Λαός;;;... Μόνο οι ιστορίες στα Βιβλία δεν αρκούν….&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Τα τελευταία χρόνια είδαμε ασχήμιες σε παρελάσεις. Είδαμε μούτζες, είδαμε καρικατούσες παρέλασης «αλα-Μόντυ Πάϊθονς» και ντραπήκαμε.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ποτέ δεν θα γίνονταν αυτά αν υπήρχε η ζώσα παράδοση…&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Μπορούμε να παραδειγματιστούμε όμως από την σημερινή κατάσταση;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Φυσικά και μπορούμε, αν δούμε γύρω μας, κριτικά, στις παγκόσμιες ειδήσεις.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ο ηρωϊκός λαός της Ουκρανίας αυτή την στιγμή, ενώ όλοι τον είχαν να καταρρέει σε μία βδομάδα αντεπιτίθεται να προασπίσει την πατρίδα του έναντι της απρόκλητης εισβολής!&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ο επιτιθέμενος λαός της Ρωσίας, τα βρίσκει σκούρα, αφού δεν πιστεύει σε αυτόν τον πόλεμο. Εγκαταλείπουν την πατρίδα τους με την αναγγελία επιστράτευσης διότι δεν έχουν το δίκιο με το μέρος τους &lt;/span&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;και άρα δεν έχουν και φρόνημα ακμαίο.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Ο ηρωϊκός λαός της Αρμενίας όμως που είχε και έχει υψηλό ηθικό φρόνημα γιατί έχασε στο Καραμπάχ από το Αρτζεμπαϊντζάν;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Είδαμε και εκατοντάδες γυναίκες Αρμένισες να οπλίζονται για την πατρίδα τους!! &lt;/span&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Πρωτοφανής ηρωϊσμός! &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;Γιατί όμως έχασαν;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Την ξέρουμε την απάντηση:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Έχασαν τις μάχες τους, &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;λόγω εντελώς απαρχαιωμένου&amp;nbsp; εξοπλισμού! Είχαν όπλα του 2&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;span style="font-size: 0.6em; vertical-align: super;"&gt;ου&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; Παγκοσμίου πολέμου!&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Άρα:&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Το συμπέρασμα για μας καθίσταται κάτι παραπάνω από πρόδηλο και προφανές:&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Διατήρηση ως κόρης οφθαλμού της Εθνικής Ενότητας και παράλληλα «προετοιμασία για πόλεμο, για να έχουμε ειρήνη!»&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Ζήτω η Ελλάδα!.......&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πηγές :&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;a href="https://www.tharrosnews.gr/2018/01/%CE%B5%CE%BA%CF%84%CE%B1%CF%86%CE%AE-%CE%BA%CE%B1%CE%B9-%CF%84%CE%B1%CF%85%CF%84%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7-%CE%B5%CE%BB%CE%BB%CE%AE%CE%BD%CF%89%CE%BD-%CF%80%CE%B5%CF%83%CF%8C/" style="text-decoration: none;"&gt;&lt;span face="Calibri,sans-serif" style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;ΘΑΡΡΟΣ&lt;/span&gt;&lt;/a&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="https://eleftheriaonline.gr/local/politismos/history/item/75131-messinioi-pesontes-alvaniko-metopo" style="text-decoration: none;"&gt;&lt;span face="Calibri,sans-serif" style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;ΕΛΕΥΘΕΡΙΑ ΚΑΛΑΜΑΤΑΣ&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;a href="http://army.gr/sites/default/files/19_OKT_PESONTES_40_41.html" style="text-decoration: none;"&gt;&lt;span face="Calibri,sans-serif" style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Επίσημη πηγή&lt;/span&gt;&lt;/a&gt;&lt;span face="Calibri,sans-serif" style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt; Ελληνικού Στρατού&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 8pt; margin-top: 0pt;"&gt;&lt;a href="https://www.scribd.com/doc/231808443/%CE%94%CE%B9%CE%AE%CE%B3%CE%B7%CF%83%CE%B7-%CE%A0%CE%B5%CF%81%CE%B9%CF%83%CF%84%CE%B1%CF%84%CE%B9%CE%BA%CE%BF%CF%8D-%CE%A4%CE%BF%CF%85-%CE%A0%CE%BF%CE%BB%CE%AD%CE%BC%CE%BF%CF%85-%CE%95%CE%BD-%CE%9C%CE%B5%CF%83%CF%83%CE%AE%CE%BD%CE%B7-%CE%91%CF%80%CF%8C-%CE%A4%CE%BF%CE%BD-%CE%A0%CE%B1%CE%BD%CE%B1%CE%B3%CE%B9%CF%8E%CF%84%CE%B7-%CE%A3%CE%BA%CE%BF%CF%8D%CF%86%CE%B7" style="text-decoration: none;"&gt;&lt;span face="Calibri,sans-serif" style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1f3864; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;«Αναμνήσεις από το Νησί» Εκδόσεις Φιλιοππότης- Ο ΠΑΜΙΣΟΣ, Αθήνα 2003&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVZHfhHbIJKvIybCalFb8RVhofSqnCUFXp_3aT4q4c5e0A10VV-nuObM8Zar-wcVth4vOgQrKQK9sS_9vl_YD9Ibx2IfR0qeUKL_vsgbFHc7xyjAyO7xIIRE_UJdXunL76mKD/s72-w640-h421-c/?authuser=0" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Πόσο πιο κατανοητό είναι το μαθηματικό Άπειρο μέσω της «Βασικής Μεταφοράς του Απείρου» των Lakoff &amp; Núñez; </title><link>http://plataros.blogspot.com/2021/10/lakoff-nunez.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 1 Oct 2021 22:18:00 +0300</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-789140305834316104</guid><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p dir="ltr" id="docs-internal-guid-d8239130-7fff-0f79-120a-9582019dcc9a" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;a href="http://neospaidagogos.online/files/26_Teyxos_Neou_Paidagogou_Septemvrios_2021.pdf" style="text-decoration: none;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: #0563c1; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Πόσο πιο κατανοητό είναι το μαθηματικό Άπειρο μέσω της «Βασικής Μεταφοράς του Απείρου» των Lakoff &amp;amp; Núñez;&lt;/span&gt;&lt;/a&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;80&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών» &amp;amp; M. Edu&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Κωνσταντίνος Εκπαιδευτικός Π.Ε. 03&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Δρ. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Περίληψη&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Η παρούσα εργασία διερευνά μέσω παραδειγμάτων, το πόσο βοηθάει ή όχι η Βασική μεταφορά του Απείρου (Β.Μ.Α.) την διδασκαλία&amp;nbsp; της δύσκολης έννοιας του μαθηματικού απείρου και καταλήγουμε στο συμπέρασμα για υπερεκτίμηση της ΒΜΑ δεδομένου ότι δεν εξασφαλίζεται προβλεψιμότητα,&amp;nbsp; ενώ υπάρχουν και άλλες καλύτερες μεταφορές&amp;nbsp; για να προσεγγίσουμε&amp;nbsp; την έννοια&amp;nbsp; του απείρου, πάντα με όχημα μετάβασης τα ίδια τα μαθηματικά.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λέξεις –κλειδιά : &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Βασική μεταφορά του απείρου, Β.Μ.Α., διδακτική μεταφορά, εξήγηση παραδόξου&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;How much more comprehensible is mathematical Infinity through Lakoff &amp;amp;&lt;/span&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Núñez's "Basic Metaphor of Infinity"?&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Plataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Papadopoulos Konstantinos Teacher P.E.03&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling»&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Abstract&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;The present work investigates through examples, whether or not the&amp;nbsp; Basic Metaphor of Infinity (B.M.I.) helps the teaching of the difficult concept of mathematical infinity and we come to the conclusion for overestimating the BMI as predictability is not guaranteed, while there are other better metaphors&amp;nbsp; to approach the concept of infinity, always with a transition vehicle the mathematics themselves.&lt;/span&gt;&lt;/p&gt;&amp;nbsp;&lt;p&gt;&lt;a href="https://docs.google.com/document/d/1i_poASfcjw5OkqzBA0yOFu2lUAKygz6Y/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true"&gt;https://docs.google.com/document/d/1i_poASfcjw5OkqzBA0yOFu2lUAKygz6Y/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><enclosure length="-1" type="application/pdf" url="http://neospaidagogos.online/files/26_Teyxos_Neou_Paidagogou_Septemvrios_2021.pdf"/><itunes:explicit>yes</itunes:explicit><itunes:subtitle>&amp;nbsp;Πόσο πιο κατανοητό είναι το μαθηματικό Άπειρο μέσω της «Βασικής Μεταφοράς του Απείρου» των Lakoff &amp;amp; Núñez;&amp;nbsp;Πλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;80M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών» &amp;amp; M. Edu&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»Παπαδόπουλος Κωνσταντίνος Εκπαιδευτικός Π.Ε. 03Δρ. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp;ΠερίληψηΗ παρούσα εργασία διερευνά μέσω παραδειγμάτων, το πόσο βοηθάει ή όχι η Βασική μεταφορά του Απείρου (Β.Μ.Α.) την διδασκαλία&amp;nbsp; της δύσκολης έννοιας του μαθηματικού απείρου και καταλήγουμε στο συμπέρασμα για υπερεκτίμηση της ΒΜΑ δεδομένου ότι δεν εξασφαλίζεται προβλεψιμότητα,&amp;nbsp; ενώ υπάρχουν και άλλες καλύτερες μεταφορές&amp;nbsp; για να προσεγγίσουμε&amp;nbsp; την έννοια&amp;nbsp; του απείρου, πάντα με όχημα μετάβασης τα ίδια τα μαθηματικά.&amp;nbsp;Λέξεις –κλειδιά : Βασική μεταφορά του απείρου, Β.Μ.Α., διδακτική μεταφορά, εξήγηση παραδόξουHow much more comprehensible is mathematical Infinity through Lakoff &amp;amp; Núñez's "Basic Metaphor of Infinity"?Plataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"Papadopoulos Konstantinos Teacher P.E.03Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling» AbstractThe present work investigates through examples, whether or not the&amp;nbsp; Basic Metaphor of Infinity (B.M.I.) helps the teaching of the difficult concept of mathematical infinity and we come to the conclusion for overestimating the BMI as predictability is not guaranteed, while there are other better metaphors&amp;nbsp; to approach the concept of infinity, always with a transition vehicle the mathematics themselves.&amp;nbsp; https://docs.google.com/document/d/1i_poASfcjw5OkqzBA0yOFu2lUAKygz6Y/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true</itunes:subtitle><itunes:author>noreply@blogger.com (Γιάννης Πλατάρος)</itunes:author><itunes:summary>&amp;nbsp;Πόσο πιο κατανοητό είναι το μαθηματικό Άπειρο μέσω της «Βασικής Μεταφοράς του Απείρου» των Lakoff &amp;amp; Núñez;&amp;nbsp;Πλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;80M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών» &amp;amp; M. Edu&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»Παπαδόπουλος Κωνσταντίνος Εκπαιδευτικός Π.Ε. 03Δρ. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp;ΠερίληψηΗ παρούσα εργασία διερευνά μέσω παραδειγμάτων, το πόσο βοηθάει ή όχι η Βασική μεταφορά του Απείρου (Β.Μ.Α.) την διδασκαλία&amp;nbsp; της δύσκολης έννοιας του μαθηματικού απείρου και καταλήγουμε στο συμπέρασμα για υπερεκτίμηση της ΒΜΑ δεδομένου ότι δεν εξασφαλίζεται προβλεψιμότητα,&amp;nbsp; ενώ υπάρχουν και άλλες καλύτερες μεταφορές&amp;nbsp; για να προσεγγίσουμε&amp;nbsp; την έννοια&amp;nbsp; του απείρου, πάντα με όχημα μετάβασης τα ίδια τα μαθηματικά.&amp;nbsp;Λέξεις –κλειδιά : Βασική μεταφορά του απείρου, Β.Μ.Α., διδακτική μεταφορά, εξήγηση παραδόξουHow much more comprehensible is mathematical Infinity through Lakoff &amp;amp; Núñez's "Basic Metaphor of Infinity"?Plataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"Papadopoulos Konstantinos Teacher P.E.03Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling» AbstractThe present work investigates through examples, whether or not the&amp;nbsp; Basic Metaphor of Infinity (B.M.I.) helps the teaching of the difficult concept of mathematical infinity and we come to the conclusion for overestimating the BMI as predictability is not guaranteed, while there are other better metaphors&amp;nbsp; to approach the concept of infinity, always with a transition vehicle the mathematics themselves.&amp;nbsp; https://docs.google.com/document/d/1i_poASfcjw5OkqzBA0yOFu2lUAKygz6Y/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true</itunes:summary></item><item><title>Διδακτικές μεταφορές στις Φυσικές επιστήμες</title><link>http://plataros.blogspot.com/2021/10/blog-post.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Fri, 1 Oct 2021 22:17:00 +0300</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-4080327449520188525</guid><description>&lt;p dir="ltr" id="docs-internal-guid-14718fd0-7fff-38db-fc40-116f6b8655d8" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;a href="http://neospaidagogos.online/files/26_Teyxos_Neou_Paidagogou_Septemvrios_2021.pdf" style="text-decoration: none;"&gt;&lt;span style="-webkit-text-decoration-skip: none; background-color: transparent; color: #0563c1; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre;"&gt;Διδακτικές μεταφορές στις Φυσικές επιστήμες&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;Π.Ε.80&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών»&amp;amp; M.Edu.&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Παπαδόπουλος Κωνσταντίνος Π.Ε.03&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ph.D. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Περίληψη&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Οι διδακτικές μεταφορές, σύμφωνα με την θεωρία&amp;nbsp; όταν είναι οικείες στον μαθητή,&amp;nbsp; είναι ένα διαμεσολαβητικό στάδιο για επίτευξη&amp;nbsp; μάθησης. Στην παρούσα εργασία αναφέρουμε κάποια παραδείγματα κυρίως των Φυσικών επιστημών, ενδιαφέροντα για την αντίστοιχη διδασκαλία, που αναφέρονται στην διάθλαση του φωτός, μεταφορά&amp;nbsp; ηλεκτρικού&amp;nbsp; ρεύματος, κ.ά. εμβαθύνοντας στην&amp;nbsp; φύση της μεταφοράς και αναλογικής σκέψης.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Λέξεις –κλειδιά : &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Αναλογική σκέψη, διδακτική μεταφορά, Φυσικές επιστήμες.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Teaching metaphors in the Natural Sciences&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Plataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Papadopoulos Konstantinos Teacher P.E.03&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling»&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Abstract&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Teaching metaphors, when students are familiar with them, is a mediating stage in achieving learning. In the present work we mention some interesting examples mainly of Natural Science, for the corresponding teaching, which refer to the refraction of light, the transmission of electricity, etc.&lt;/span&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt; &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;delving into the nature of metaphor and analogical thinking.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Keywords: &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Analogue thinking, reaching metaphor, Natural sciences.&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: center;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Πρόλογος&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 12pt; text-align: justify;"&gt;&lt;span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Σύμφωνα με την Paparousi (2008) στις &amp;nbsp; εννοιολογικές μεταφορές, ένα πεδίο εμπειρίας Α, χρησιμοποιείται για να κατανοήσουμε ένα άλλο πεδίο εμπειρίας , Β. Το εννοιολογικό πεδίο το οποίο προσπαθούμε να κατανοήσουμε ονομάζεται «τομέας-στόχος» (target domain), ενώ το εννοιολογικό πεδίο το οποίο χρησιμοποιούμε για τον σκοπό αυτό ονομάζεται «τομέας-πηγή» ( source domain) . Για να κατανοήσουμε ένα πεδίο εμπειρίας με τους όρους ενός άλλου, συνεπάγεται ένα σύστημα συγκεκριμένων αντιστοιχιών, που καλούνται «αντιστοιχίσεις» (mappings), ανάμεσα στον «τομέα-πηγή», που είναι συνήθως συγκεκριμένος, και στον «τομέα-στόχος», που αφορά συνήθως αφηρημένες έννοιες. Οι (Lakoff και Johnson 2003) πρώτοι το 1980,&amp;nbsp; έθεσαν σε αμφισβήτηση το ρόλο της μεταφοράς ως λογοτεχνικό&amp;nbsp; τέχνασμα&amp;nbsp; για&amp;nbsp; αισθητικούς&amp;nbsp; σκοπούς,&amp;nbsp; υποστηρίζοντας&amp;nbsp; ότι&amp;nbsp; η&amp;nbsp; μεταφορά χρησιμοποιείται ευρέως στην καθημερινή ζωή για λόγους κατανόησης και έκφρασης εννοιών.&amp;nbsp; Η θεωρία των διδακτικών μεταφορών, συνδέεται με&amp;nbsp; τα ενσώματα μαθηματικά του David Tall&amp;nbsp; και των Lakoff- Núñez (Spyrou 2009)&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir="ltr" style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: justify;"&gt;&lt;span face="Calibri,sans-serif" style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;Στην παρούσα εργασία συγκεντρώσαμε κάποιες μεταφορές που αναφέρονται κυρίως&amp;nbsp; στις Φυσικές Επιστήμες τα οποία&amp;nbsp; με αναλογική σκέψη μπορούν να διευκολύνουν την μάθηση αφηρημένων εννοιών και φαινομένων&amp;nbsp; της Φυσικής. Η προσέγγιση των παραδειγμάτων γίνεται κριτικά με αναφορά στην διδακτική και επιστημολογική διάσταση εκάστου. Η χρήση τους πρέπει να γίνεται προσεκτικά και να είναι συμβατή με τις εμπειρίες των μαθητών, άλλως δεν έχουν νόημα και διδακτικά αστοχούν.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="https://docs.google.com/document/d/13IxCzN2Mkhdu_FFdO-gJJnRUqSuiaFOm/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true"&gt;https://docs.google.com/document/d/13IxCzN2Mkhdu_FFdO-gJJnRUqSuiaFOm/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;meta name="verify-v1" content="tcAaCnLw+tJq2+R2LrL9pTjUeGGTPKg00Uf+776KVIE=" /&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><enclosure length="-1" type="application/pdf" url="http://neospaidagogos.online/files/26_Teyxos_Neou_Paidagogou_Septemvrios_2021.pdf"/><itunes:explicit>yes</itunes:explicit><itunes:subtitle>Διδακτικές μεταφορές στις Φυσικές επιστήμεςΠλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;Π.Ε.80M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών»&amp;amp; M.Edu.&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»Παπαδόπουλος Κωνσταντίνος Π.Ε.03Ph.D. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp; ΠερίληψηΟι διδακτικές μεταφορές, σύμφωνα με την θεωρία&amp;nbsp; όταν είναι οικείες στον μαθητή,&amp;nbsp; είναι ένα διαμεσολαβητικό στάδιο για επίτευξη&amp;nbsp; μάθησης. Στην παρούσα εργασία αναφέρουμε κάποια παραδείγματα κυρίως των Φυσικών επιστημών, ενδιαφέροντα για την αντίστοιχη διδασκαλία, που αναφέρονται στην διάθλαση του φωτός, μεταφορά&amp;nbsp; ηλεκτρικού&amp;nbsp; ρεύματος, κ.ά. εμβαθύνοντας στην&amp;nbsp; φύση της μεταφοράς και αναλογικής σκέψης.&amp;nbsp;Λέξεις –κλειδιά : Αναλογική σκέψη, διδακτική μεταφορά, Φυσικές επιστήμες.&amp;nbsp;Teaching metaphors in the Natural SciencesPlataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"Papadopoulos Konstantinos Teacher P.E.03Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling» AbstractTeaching metaphors, when students are familiar with them, is a mediating stage in achieving learning. In the present work we mention some interesting examples mainly of Natural Science, for the corresponding teaching, which refer to the refraction of light, the transmission of electricity, etc. delving into the nature of metaphor and analogical thinking.Keywords: Analogue thinking, reaching metaphor, Natural sciences.Πρόλογος&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Σύμφωνα με την Paparousi (2008) στις &amp;nbsp; εννοιολογικές μεταφορές, ένα πεδίο εμπειρίας Α, χρησιμοποιείται για να κατανοήσουμε ένα άλλο πεδίο εμπειρίας , Β. Το εννοιολογικό πεδίο το οποίο προσπαθούμε να κατανοήσουμε ονομάζεται «τομέας-στόχος» (target domain), ενώ το εννοιολογικό πεδίο το οποίο χρησιμοποιούμε για τον σκοπό αυτό ονομάζεται «τομέας-πηγή» ( source domain) . Για να κατανοήσουμε ένα πεδίο εμπειρίας με τους όρους ενός άλλου, συνεπάγεται ένα σύστημα συγκεκριμένων αντιστοιχιών, που καλούνται «αντιστοιχίσεις» (mappings), ανάμεσα στον «τομέα-πηγή», που είναι συνήθως συγκεκριμένος, και στον «τομέα-στόχος», που αφορά συνήθως αφηρημένες έννοιες. Οι (Lakoff και Johnson 2003) πρώτοι το 1980,&amp;nbsp; έθεσαν σε αμφισβήτηση το ρόλο της μεταφοράς ως λογοτεχνικό&amp;nbsp; τέχνασμα&amp;nbsp; για&amp;nbsp; αισθητικούς&amp;nbsp; σκοπούς,&amp;nbsp; υποστηρίζοντας&amp;nbsp; ότι&amp;nbsp; η&amp;nbsp; μεταφορά χρησιμοποιείται ευρέως στην καθημερινή ζωή για λόγους κατανόησης και έκφρασης εννοιών.&amp;nbsp; Η θεωρία των διδακτικών μεταφορών, συνδέεται με&amp;nbsp; τα ενσώματα μαθηματικά του David Tall&amp;nbsp; και των Lakoff- Núñez (Spyrou 2009)&amp;nbsp;Στην παρούσα εργασία συγκεντρώσαμε κάποιες μεταφορές που αναφέρονται κυρίως&amp;nbsp; στις Φυσικές Επιστήμες τα οποία&amp;nbsp; με αναλογική σκέψη μπορούν να διευκολύνουν την μάθηση αφηρημένων εννοιών και φαινομένων&amp;nbsp; της Φυσικής. Η προσέγγιση των παραδειγμάτων γίνεται κριτικά με αναφορά στην διδακτική και επιστημολογική διάσταση εκάστου. Η χρήση τους πρέπει να γίνεται προσεκτικά και να είναι συμβατή με τις εμπειρίες των μαθητών, άλλως δεν έχουν νόημα και διδακτικά αστοχούν.&amp;nbsp; https://docs.google.com/document/d/13IxCzN2Mkhdu_FFdO-gJJnRUqSuiaFOm/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true &amp;nbsp;</itunes:subtitle><itunes:author>noreply@blogger.com (Γιάννης Πλατάρος)</itunes:author><itunes:summary>Διδακτικές μεταφορές στις Φυσικές επιστήμεςΠλατάρος Ιωάννης Εκπαιδευτικός Π.Ε.03&amp;amp;Π.Ε.80M.Edu. «Διδακτική και Μεθοδολογία των Μαθηματικών»&amp;amp; M.Edu.&amp;nbsp; «Θεωρία, Πρακτική και Αξιολόγηση Διδασκαλίας»Παπαδόπουλος Κωνσταντίνος Π.Ε.03Ph.D. στις Επιστήμες της Αγωγής, Mc.S « Στατιστική και Μοντελοποίηση»&amp;nbsp;&amp;nbsp; ΠερίληψηΟι διδακτικές μεταφορές, σύμφωνα με την θεωρία&amp;nbsp; όταν είναι οικείες στον μαθητή,&amp;nbsp; είναι ένα διαμεσολαβητικό στάδιο για επίτευξη&amp;nbsp; μάθησης. Στην παρούσα εργασία αναφέρουμε κάποια παραδείγματα κυρίως των Φυσικών επιστημών, ενδιαφέροντα για την αντίστοιχη διδασκαλία, που αναφέρονται στην διάθλαση του φωτός, μεταφορά&amp;nbsp; ηλεκτρικού&amp;nbsp; ρεύματος, κ.ά. εμβαθύνοντας στην&amp;nbsp; φύση της μεταφοράς και αναλογικής σκέψης.&amp;nbsp;Λέξεις –κλειδιά : Αναλογική σκέψη, διδακτική μεταφορά, Φυσικές επιστήμες.&amp;nbsp;Teaching metaphors in the Natural SciencesPlataros Ioannis Teacher P.E.03 &amp;amp;P.E. 80M.Edu. "Mathematics Teaching and Methodology" &amp;amp; M.Edu. "Teaching Theory, Practice and Evaluation"Papadopoulos Konstantinos Teacher P.E.03Ph.D in Educational Sciences, Mc.S. «Statistics and Modeling» AbstractTeaching metaphors, when students are familiar with them, is a mediating stage in achieving learning. In the present work we mention some interesting examples mainly of Natural Science, for the corresponding teaching, which refer to the refraction of light, the transmission of electricity, etc. delving into the nature of metaphor and analogical thinking.Keywords: Analogue thinking, reaching metaphor, Natural sciences.Πρόλογος&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Σύμφωνα με την Paparousi (2008) στις &amp;nbsp; εννοιολογικές μεταφορές, ένα πεδίο εμπειρίας Α, χρησιμοποιείται για να κατανοήσουμε ένα άλλο πεδίο εμπειρίας , Β. Το εννοιολογικό πεδίο το οποίο προσπαθούμε να κατανοήσουμε ονομάζεται «τομέας-στόχος» (target domain), ενώ το εννοιολογικό πεδίο το οποίο χρησιμοποιούμε για τον σκοπό αυτό ονομάζεται «τομέας-πηγή» ( source domain) . Για να κατανοήσουμε ένα πεδίο εμπειρίας με τους όρους ενός άλλου, συνεπάγεται ένα σύστημα συγκεκριμένων αντιστοιχιών, που καλούνται «αντιστοιχίσεις» (mappings), ανάμεσα στον «τομέα-πηγή», που είναι συνήθως συγκεκριμένος, και στον «τομέα-στόχος», που αφορά συνήθως αφηρημένες έννοιες. Οι (Lakoff και Johnson 2003) πρώτοι το 1980,&amp;nbsp; έθεσαν σε αμφισβήτηση το ρόλο της μεταφοράς ως λογοτεχνικό&amp;nbsp; τέχνασμα&amp;nbsp; για&amp;nbsp; αισθητικούς&amp;nbsp; σκοπούς,&amp;nbsp; υποστηρίζοντας&amp;nbsp; ότι&amp;nbsp; η&amp;nbsp; μεταφορά χρησιμοποιείται ευρέως στην καθημερινή ζωή για λόγους κατανόησης και έκφρασης εννοιών.&amp;nbsp; Η θεωρία των διδακτικών μεταφορών, συνδέεται με&amp;nbsp; τα ενσώματα μαθηματικά του David Tall&amp;nbsp; και των Lakoff- Núñez (Spyrou 2009)&amp;nbsp;Στην παρούσα εργασία συγκεντρώσαμε κάποιες μεταφορές που αναφέρονται κυρίως&amp;nbsp; στις Φυσικές Επιστήμες τα οποία&amp;nbsp; με αναλογική σκέψη μπορούν να διευκολύνουν την μάθηση αφηρημένων εννοιών και φαινομένων&amp;nbsp; της Φυσικής. Η προσέγγιση των παραδειγμάτων γίνεται κριτικά με αναφορά στην διδακτική και επιστημολογική διάσταση εκάστου. Η χρήση τους πρέπει να γίνεται προσεκτικά και να είναι συμβατή με τις εμπειρίες των μαθητών, άλλως δεν έχουν νόημα και διδακτικά αστοχούν.&amp;nbsp; https://docs.google.com/document/d/13IxCzN2Mkhdu_FFdO-gJJnRUqSuiaFOm/edit?usp=sharing&amp;amp;ouid=110543691540026108481&amp;amp;rtpof=true&amp;amp;sd=true &amp;nbsp;</itunes:summary></item><item><title>Καλή Λαμπρή!</title><link>http://plataros.blogspot.com/2020/04/blog-post.html</link><author>noreply@blogger.com (Γιάννης Πλατάρος)</author><pubDate>Mon, 13 Apr 2020 21:29:00 +0300</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-6730237.post-6922399820567757877</guid><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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