tag:blogger.com,1999:blog-19199354010805528702024-03-27T23:53:53.181+00:00News and information about Uxbridge Wine Society (founded 1982)Lindahttp://www.blogger.com/profile/07747148364422651410noreply@blogger.comBlogger162125tag:blogger.com,1999:blog-1919935401080552870.post-15153739396561617732024-02-23T13:08:00.002+00:002024-02-23T13:08:30.289+00:00Feb 2024. Wines of the Loire, Peter Freeman <p> <!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="376">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-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-font-kerning:1.0pt;
mso-ligatures:standardcontextual;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</p><p class="MsoNormal">An excellent Evening from Peter, who most definitely knows
his stuff. He decided to bring along some rarities rather than just going for
the Loire standards. He apologised at the start for the wines being a little on
the expensive side, but to be honest, given that a decent bottle at Majestic or
Waitrose is now getting to £10, I thought these weren’t excessive. </p>
<p class="MsoNormal">The rarities: A red Sancerre, A Remorantin and Rose Pineau d’Aunis
– 2 very rare Loire grapes, plus also a Loire Malbec (Cot), also pretty uncommon. <br /></p>
<p class="MsoNormal">Sadly one of the 3 bottles of the Cour Cheverny was off, which I got (awful) so
I and some others only got a miniscule taste. This is very much a rarity <span style="mso-spacerun: yes;"> </span>nowadays, we see maybe 1 bottle a year which
is off (if that) – that’s out of 12 x 24 = 288 bottles, or less than 0.5%. </p>
<p class="MsoNormal">All of these wines except the last are readily available in
the UK. </p>
<p class="MsoNormal">The Wines were: </p>
<p class="MsoNormal"><b>White</b></p><p class="MsoNormal"><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmDydi-ssX3mlf9yGVwSJtC9CXq-PSA9g-q42F0OTgh4WW29lhNK5RGoCBD8bgmKWKXrLdGMVEMFbpMcYZdaXyMKvqxMUhZhPCWS9WbpCxy07JWklxfs52mvjzS8aSvhgqcClePmON4X4Z-IKuI2c-gW8JmmzPoWe8eIqOKW933zUsLvZVB37W9lITGE8/s2048/IMG_20240215_210802740.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmDydi-ssX3mlf9yGVwSJtC9CXq-PSA9g-q42F0OTgh4WW29lhNK5RGoCBD8bgmKWKXrLdGMVEMFbpMcYZdaXyMKvqxMUhZhPCWS9WbpCxy07JWklxfs52mvjzS8aSvhgqcClePmON4X4Z-IKuI2c-gW8JmmzPoWe8eIqOKW933zUsLvZVB37W9lITGE8/w234-h176/IMG_20240215_210802740.jpg" width="234" /></a></b></div><b><br /></b><span lang="FR" style="mso-ansi-language: FR;">Cour-Cheverny,<span style="mso-spacerun: yes;"> </span>Le Petit Chambord 2020. Remorantin. The Wine
Society. 14.5% (?) £12.95. </span><p></p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">A very rare grape variety, historically much more common.
Early ripening. Supposedly 14.5% but nobody believed it. </p>
<p class="MsoNormal"><span lang="FR" style="mso-ansi-language: FR;">Muscadet, Comte
Leloup du Château de Chasseloir. 2018. Melon De Bourgogne. </span>The Wine Society.
12%, £11.50. </p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">A Sur Lie Muscadet , pretty decent. </p>
<p class="MsoNormal"><span lang="FR" style="mso-ansi-language: FR;">Reilly, Nathalie.
2022. </span>Sauvignon Blanc. <span lang="FR" style="mso-ansi-language: FR;">Majestic,
13.5%. £14.99</span></p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">Very decent. Well balanced, full bodied. Atypical for a Loire
SB more typical of a Bordeaux white. </p>
<p class="MsoNormal"><b>Rose</b></p>
<p class="MsoNormal">Touraine,<span style="mso-spacerun: yes;"> </span>2020. <span lang="FR" style="mso-ansi-language: FR;">Domaine Merieau La Rosée. Pineau D’Aunis.
Slurp. 12.5% £14.95</span></p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">Another very rare grape. Basically a Rose D’Anjou. Supposedly
an acquired taste. Most of us didn’t want to acquire it any further. </p>
<p class="MsoNormal"><b>Red. </b></p><p class="MsoNormal" style="margin-left: 120px; text-align: left;"><b> </b><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT9mdZ7wsVzen9_LGWgsADnlpakgJDpXWeFOA3qZapb24LluBvLH8sirpMDHTVsoEQca8aJLljkb47Whm8rvxgbSWDw7qN19z1EiWBOE_2pSKNTt4mgHvvHYdeVyYoygGSYrSeDoLjgOYYoanB4OUGYtGFAWDRwElN_SEMRMYX222T6bo7ypRaykVA474/s2048/IMG_20240215_220704771.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT9mdZ7wsVzen9_LGWgsADnlpakgJDpXWeFOA3qZapb24LluBvLH8sirpMDHTVsoEQca8aJLljkb47Whm8rvxgbSWDw7qN19z1EiWBOE_2pSKNTt4mgHvvHYdeVyYoygGSYrSeDoLjgOYYoanB4OUGYtGFAWDRwElN_SEMRMYX222T6bo7ypRaykVA474/w230-h173/IMG_20240215_220704771.jpg" width="230" /></a></b></p>
<p class="MsoNormal"><span lang="FR" style="mso-ansi-language: FR;">Sancerre, <span style="mso-spacerun: yes;"> </span>Domaine Francois Millet 2019. Pinot Noir.
Slurp. 13.5% £16.95.</span></p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">A red Sancerre – another rarity. PN is the only red grape
allowed in Sancerre. This was a good wine. Well made, good body to it. </p>
<p class="MsoNormal">Touraine, Domaine Guenault 1885. 2022. Côt (Malbec). The
WIne Society. 13%. £10.50</p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;">Malbec is another rarity, needs more time. This is not at
all like an Argentinian Malbec. Rich Dark Spicy. A steal at the price. </p>
<p class="MsoNormal" style="text-align: left;">St Nicolas De Bourgueil,<span style="mso-spacerun: yes;">
</span>2022. <span lang="FR" style="mso-ansi-language: FR;">Cabernet Franc.
Majestic. 13%. </span>£15.99. </p><p class="MsoNormal" style="margin-left: 40px; text-align: left;">Cabernet Franc makes the best Loire reds, and
this is a good one. </p>
<p class="MsoNormal">Dessert </p>
<p class="MsoNormal" style="margin-left: 40px; text-align: left;"><span lang="FR" style="mso-ansi-language: FR;">Coteaux Du Layon
1er Cru Chaume,<span style="mso-spacerun: yes;"> </span>2015. Chenin Blank.
Peters own stock. </span><span lang="FR" style="mso-ansi-language: FR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">€</span><span lang="FR" style="mso-ansi-language: FR;">24.50 in France <span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><span lang="FR" style="mso-ansi-language: FR;"> </span></p>
<p class="MsoNormal">The star of the evening was the last wine – this is superb.
We all noted that Peter did pour himself an extra large glass of this. He knew……
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-78002597229524870662024-01-23T12:34:00.002+00:002024-01-23T12:34:11.203+00:00New Years Party Jan 2024<p><span style="font-family: arial;">The Annual new years party. 7 wines. 1 fizz, 2 white, 2 red, Port, Madiera.</span></p><p><span style="font-family: arial;">What else to say? <br /></span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">The Fizz - Cremant de Jura. Marcel Cabelier </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCGYjxQSK3P__6GWcF-wUCbOLWHDN2U4DTHS4y8RSpgRQnh6R2pUYMOqxdjmDYtMSpt_kkEIJJvVf-zrLn7d_uvvrErjjBBZ3FVuZvROiJtgtcnyNbTu-Oj1eazfNMglbwM5S_d_pMO-m0MW5BNuRbTRIhD8WzTHzd8vP7_-M8rRhsELLOZACu2lO4nSI/s2048/IMG_20240118_200649725.jpg" imageanchor="1" style="clear: left; float: left; font-family: arial; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCGYjxQSK3P__6GWcF-wUCbOLWHDN2U4DTHS4y8RSpgRQnh6R2pUYMOqxdjmDYtMSpt_kkEIJJvVf-zrLn7d_uvvrErjjBBZ3FVuZvROiJtgtcnyNbTu-Oj1eazfNMglbwM5S_d_pMO-m0MW5BNuRbTRIhD8WzTHzd8vP7_-M8rRhsELLOZACu2lO4nSI/w174-h232/IMG_20240118_200649725.jpg" width="174" /></a></div><br /><p><br /></p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p><span style="font-family: arial;">Chilean Gewurztraminer</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7gE41q3vz6mLGJbWYGNjFTeSdPueSDXSRAvjY40iAH0j9a2KPck12jpTIenbwYNqxVpyeUpH9-PRRFxvDbDRb935gVs2Ye4XSIUli4dSkA0XYPGP8a31BRH1ed6y1QMfVij4ZOBrjm75-T7viOfI70w4vEkUfkgZH-5PbA6LlDQbJ2lae1AVpIzgcU0E/s2048/IMG_20240118_211504382_HDR.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7gE41q3vz6mLGJbWYGNjFTeSdPueSDXSRAvjY40iAH0j9a2KPck12jpTIenbwYNqxVpyeUpH9-PRRFxvDbDRb935gVs2Ye4XSIUli4dSkA0XYPGP8a31BRH1ed6y1QMfVij4ZOBrjm75-T7viOfI70w4vEkUfkgZH-5PbA6LlDQbJ2lae1AVpIzgcU0E/w163-h217/IMG_20240118_211504382_HDR.jpg" width="163" /></a></div><br /></div><br /><br /><br /><br /><br /><br /> <p></p><p> </p><p> </p><p> </p><p><span style="font-family: arial;">New Zealand Sauvignon Blanc. The Ned - Marlbrough</span><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiONsNQ8JpxbHR6R0oiy1d8op5cbvzLzr456x34Nhv1UgvbvHBWbiV50KLdllvNJh7K1w6_I5tH_CXCOYSMzu-BHnVWz_seYMgToIjsLhmbs-6AW3hDUmUYhq05Ouqbreihw0vXex6Fz5sP2iB6kFdUd_4TeEcQEnjgvS_Kj2Di7_LUq96NjP_Z2ff0YOQ/s2048/IMG_20240118_203704985.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiONsNQ8JpxbHR6R0oiy1d8op5cbvzLzr456x34Nhv1UgvbvHBWbiV50KLdllvNJh7K1w6_I5tH_CXCOYSMzu-BHnVWz_seYMgToIjsLhmbs-6AW3hDUmUYhq05Ouqbreihw0vXex6Fz5sP2iB6kFdUd_4TeEcQEnjgvS_Kj2Di7_LUq96NjP_Z2ff0YOQ/w158-h210/IMG_20240118_203704985.jpg" width="158" /></a></div> <p></p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p></p><p><span style="font-family: arial;">Portuguese Red <span>- Porta 6 </span></span><span style="font-family: arial;"><span> </span></span><span><span style="font-family: arial;"> </span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span></p><p><span> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPmw9OXYUu7bLi22V9rmkZxejtvEWAtx_-GITYrXocwRvWdHK-1rGTvlbhI0Dyji26LE2R7xRTtYBIqFooiEEZl7MxczgOhsgFhOLMZ9n2GAgMO1ulydyTaYhH0E_Jkmqj64wCllKF8PzlwF72Oxst6fvz8jX4VE6hw4fNbVJw7gjQLFSGggqFrDl5fsE/s2048/IMG_20240118_213139963.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPmw9OXYUu7bLi22V9rmkZxejtvEWAtx_-GITYrXocwRvWdHK-1rGTvlbhI0Dyji26LE2R7xRTtYBIqFooiEEZl7MxczgOhsgFhOLMZ9n2GAgMO1ulydyTaYhH0E_Jkmqj64wCllKF8PzlwF72Oxst6fvz8jX4VE6hw4fNbVJw7gjQLFSGggqFrDl5fsE/w150-h200/IMG_20240118_213139963.jpg" width="150" /></a></p><p><span style="font-family: arial;"><span> </span>French - Lussac St Emilion </span></p><p></p><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0WToRWxxEC8ycS4cJ4aCGhc35nU9GNTZ9ZmWi83FsPK9gat-UaBPaP0JNTjUTyxILKnWcuGB_CPv2PPFt6tWdQJBijTRkZW6O-5_p6MtdYEQ5X9UtrZTtn5GwogHXFPY-q5I3QczqmFRXniVXuT3GrRV0eha6W3OmT5YnHJ50UvRkQn01t-W1z6mUGfg/s2048/IMG_20240118_214907199.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0WToRWxxEC8ycS4cJ4aCGhc35nU9GNTZ9ZmWi83FsPK9gat-UaBPaP0JNTjUTyxILKnWcuGB_CPv2PPFt6tWdQJBijTRkZW6O-5_p6MtdYEQ5X9UtrZTtn5GwogHXFPY-q5I3QczqmFRXniVXuT3GrRV0eha6W3OmT5YnHJ50UvRkQn01t-W1z6mUGfg/w145-h193/IMG_20240118_214907199.jpg" width="145" /></a></div> <p></p><p></p><br /><p></p><p> </p><p> </p><p> </p><p> </p><p> </p><p><span style="font-family: arial;">Port - Taylors LBV 2018</span></p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbT8Kdlzq_p7BE4-rYU1U-LNjV-o1h9FsRnRyLNdZhpXjVqMMuWrRLUw-5XS7b7mBDDwo0GtDpRdfOhSmWBfkiUDOwHdqAx8e9UqONOpmgCjqZLM8nJjsjRMKQauSexSabvPZPc3YtXB5zm3CWq4J4MbkWeSOwtSrhx-xfmSThyeGSC1JTl85X__swEs/s2048/IMG_20240118_220515069.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitbT8Kdlzq_p7BE4-rYU1U-LNjV-o1h9FsRnRyLNdZhpXjVqMMuWrRLUw-5XS7b7mBDDwo0GtDpRdfOhSmWBfkiUDOwHdqAx8e9UqONOpmgCjqZLM8nJjsjRMKQauSexSabvPZPc3YtXB5zm3CWq4J4MbkWeSOwtSrhx-xfmSThyeGSC1JTl85X__swEs/w190-h253/IMG_20240118_220515069.jpg" width="190" /></a></p><span style="font-family: arial;">Madeira - Blandys Duke of Clarence </span><br /><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEoaRy07XAOmUYXkhP1eLl-MTClPwMJS12y0cYqbpFF44uHlza3SOLgj2zXtxriq-xb3GheF26aYE_IOsK7NYi4SdodmFpJ-vRGTbN9bd6ZUaAQQAVSVnKrMHI2Uyhl9VQlEWP0CG4mfQvOrbLjiRvTObXVBdsL9PHRWX44lPm90E8ZDwnF_9olLH4LrE/s2048/IMG_20240118_220504488.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEoaRy07XAOmUYXkhP1eLl-MTClPwMJS12y0cYqbpFF44uHlza3SOLgj2zXtxriq-xb3GheF26aYE_IOsK7NYi4SdodmFpJ-vRGTbN9bd6ZUaAQQAVSVnKrMHI2Uyhl9VQlEWP0CG4mfQvOrbLjiRvTObXVBdsL9PHRWX44lPm90E8ZDwnF_9olLH4LrE/w167-h223/IMG_20240118_220504488.jpg" width="167" /></a></p><p><br /></p><p><br /></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-20795415908353473052023-12-22T14:55:00.000+00:002023-12-22T14:55:00.127+00:00December 2023. South African Wine - Belinda McLaughlin and Phil Miles<p> I wasn't there - on holiday so can only report what the wines were;</p><p><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="376">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-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-font-kerning:1.0pt;
mso-ligatures:standardcontextual;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</p><ul style="text-align: left;"><li class="MsoNormal"><span lang="FR" style="mso-ansi-language: FR;">Lady Alice cap
classique mcc rosé. 100% pinot noir</span></li><li>
<span lang="FR" style="mso-ansi-language: FR;">Melck’s sauvignon
blanc 100% sauvignon blanc</span></li><li><span lang="FR" style="mso-ansi-language: FR;"><span style="mso-spacerun: yes;"></span></span><span lang="IT" style="mso-ansi-language: IT;">Isabella chardonnay. 100% chardonnay</span></li><li>
<span lang="IT" style="mso-ansi-language: IT;">Alberta Annemarie
merlot. 100% merlot</span></li><li>
<span lang="IT" style="mso-ansi-language: IT;">Ronnie Melck
shiraz. 100% shiraz</span></li><li>
<span lang="FR" style="mso-ansi-language: FR;">Martin Melck
cabernet sauvignon. 100% cabernet sauvignon</span></li><li>
Melck’s
blended red. 45% shiraz, 35% merlot, 14% cabernet sauvignon, 6% cabernet franc</li><li>
<span lang="IT" style="mso-ansi-language: IT;">Ben Prins cape
vintage. Blend of: tinta barocca, tinta roriz, tinta francesca, souzao</span></li></ul>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-29715973313791458402023-11-26T20:33:00.012+00:002023-12-22T15:09:10.112+00:00November 2023 - Alsace WInes, Lindsay Oram <p> <!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="376">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-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-font-kerning:1.0pt;
mso-ligatures:standardcontextual;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Wines of Alsace,
presented by Lindsay Oram. Lindsay is an old friend of the club, a Wine educator
who lives just down the road. She’s probably presented to us at least half a
dozen times over the years, and is always welcome. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">As you’d expect with
Alsace wines, the majority are white – in fact only one red today. Pinot Noir. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">All the wines
bar one are from the Wine society who have a selection of about 30 Alsace wines,
which has to be one of the bigger ranges. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6uThI9Fi38MdpylUOeJYHFZS4ul0SXI7aR9Vuagb7re8fulBfj17F87ZQCcjXEpZDPlogiIcLdy84Jl3jvWQ4UuRUc03PP2ndb1phWcYWB3TRTLFvbwZlE2skO0xOiFE7QA9mgUeDTrF87TmEqoC9k0YrpdMwj6hyVSlMAEhHQ2TQ3eyBIqCJbaSdoA/s1080/Nov2023.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6uThI9Fi38MdpylUOeJYHFZS4ul0SXI7aR9Vuagb7re8fulBfj17F87ZQCcjXEpZDPlogiIcLdy84Jl3jvWQ4UuRUc03PP2ndb1phWcYWB3TRTLFvbwZlE2skO0xOiFE7QA9mgUeDTrF87TmEqoC9k0YrpdMwj6hyVSlMAEhHQ2TQ3eyBIqCJbaSdoA/s320/Nov2023.JPG" width="240" /></a></div><br /><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><br /></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><b><span lang="FR" style="color: black; mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Cremant d'Alsace Cuvee Julien, Dopff au Moulin. </span><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">12%. £14.31</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Classic French crémant,
Pinot Blanc & Auxerrois. Other blends are available. A decent crémant.
Certainly worth a go. </span></p>
<p class="MsoNormal"> <b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Edelzwicker
Special Cuvee Joseph Cattin 2021. </span><span lang="FR" style="color: black; mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">13%. £9.25.</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Edelzwicker is a
“Noble blend” of typically Muscat, Gewurz, Pinot Gris, Riesling. Quite aromatic
with some sweetness and usually a little cheaper than varietals. Also worth a
go </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;"> </span><b><span lang="FR" style="color: black; mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Pinot Blanc, Cave De Turckheim 2022. </span><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">13%. £8.95</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Good stuff at
this price. </span></p>
<p class="MsoNormal"><b> <span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Muscat Classic
Famille Hugel 2021. 12.5%. £12.95</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">To be honest, I
was disappointed. I have fond memories of 30+ years ago drinking plenty of Muscat,
which I’ve always had a fondness for. Maybe its me.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><b> <span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Riesling Roche
Roulee Domaine Zind Humbrecht 2019. 13%. £21</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">A full bodied
Riesling, will age until 2030. Excellent. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;"><b>Riesling,
Furstentum AC Grand<span style="mso-spacerun: yes;"> </span>Cru Paul Blank 2019.
13%. £27.99 (Waitrose)</b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">A full bodied
Riesling, will age until 2030. Excellent. But £28? I’d have to think very hard…
</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Pinot Noir
Classic Famille Hugel 2020. </span><span lang="FR" style="color: black; mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">12%. £13.50</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Not terribly
impressive. Which is a pity. </span></p>
<p class="MsoNormal"><b> <span lang="FR" style="color: black; mso-ansi-language: FR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Gewurztraminer Vendanges Tardives Cave de Turckheim 2020. 13.5%. £20
(500ml)</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Microsoft YaHei"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri;">Sweet, Dessert
wine, Powerful. However, for me, I always like the “ordinary” Alsace
Gewurztraminer – this is too much for me. </span></p>
<p class="MsoNormal"> </p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-61465063205055886772023-11-01T20:13:00.000+00:002023-11-01T20:13:13.458+00:00October 2023 – In house tasting – mystery wines from The Wine Society. <p><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="376">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-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-font-kerning:1.0pt;
mso-ligatures:standardcontextual;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</p><p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">This month, something different. Sort of a blind tasting,
with a difference, presented by Keith D, one of our 3 Keiths. All the wines
were selected from the Wine Society. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">The way it worked was as follows – all the wines were covered
up, so when poured we had no idea what was what. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Keith gave an introduction to each wine, passing over a
selection of information about the wine, the producer, the geography, the soil,
maybe some clues as to the grape. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">We had to identify (guess) the wine – Country, region, type.
Keith gave plenty of clues, so it was often possible, with some knowledge, to
narrow the options down a lot. Actually a very fun evening. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">The wines were (all The Wine Society): </span></span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Cremant de Loire 2020. 12%. £13.31</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Vinho Verde 2022 12% £7.25</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Muscadet sur Lie 12% £8.25</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Marlborough (NZ) Sauvignon Blanc 12% £11.50 </span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Australian Shiraz 2020 13.5% £8.95</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">The Society’s Claret 2021 £7.50</span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Exhibition Rioja Reserva 2018 14.5% £17</span></span></p>
<p class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: medium;"><span style="font-family: Symbol; line-height: 107%;"><span>·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Arial", sans-serif; line-height: 107%;">Exhibition Barolo 2018 14.5% £28</span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">So, how easy was it? </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 1, clearly a sparkling wine and the clues pointed to
being a Cremant. I narrowed it down to <span> </span>Loire/Bourgogne/Jura. So close, but no cigar. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 2, Obviously a Vinho Verde – that spritz, the shape of
the bottle, the clues. A slam dunk for me </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 3, One of the clues was the grape variety – Melon de
Bourgogne, a dead giveaway, so I knew but otherwise I was pretty clueless. 50/50</span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 4. The nose and taste were a dead giveaway. A classic
NZ S-B. Yep</span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 5. Got close. Guessed an Australian GSM or similar, so
again, no cigar. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 6. The clues and taste said claret. And I thought I
reckon this is the Wine Society’s basic claret. Yep!</span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 7. The clues and taste said Rioja. So – Yep. </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">Wine 8. Tricky. Very mature. Very pale. Many of us guessed
Pinot Noir. But Barolo? Totally wrong. Not even a sniff of a cigar… </span></span></p>
<p class="MsoNormal"><span style="font-size: medium;"><span style="font-family: "Arial", sans-serif; line-height: 107%;">So, I suppose 5 or 6 out of 8 in total. A few others did
better, many didn’t. But it doesn’t really matter, it was an excellent evening.
And some very good, value for money wines. Look up the Wine Society. </span></span></p>
<p><span style="font-size: medium;"> </span></p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-70781627944746423972023-10-02T10:32:00.000+01:002023-10-02T10:32:03.818+01:00September 2023. Italian WInes by Jessica Summer, Mouse&Grape <p>September 2023. Italian Wines presented by Jessica Summer of Mouse and Grape. </p><p>Www.mouseandgrape.com
Jessica is a local girl, from Pinner no less. Like many her career got badly messed up by Covid so took the brave step of setting up on her own, specialising in Wine & Cheese matching. Tonight, we skipped the cheese and got a presentation of well priced Italian wines. She’s also a Wine Educator, WSET qualified. </p><p><b> Whites:</b> </p><p><span style="font-size: small;">When in Rome, Organic Grillo 2021. Sicily. 12.5% Box Wine £26/3bottles. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">Waitrose
Box Wine! Absolutely fine. Some sweetness on the palate, similar grapey nose to a Moscato, but actually dry. The idea of box wines is that you don’t have to finish the bottle, and it keeps. I’m not sure this one would last long. Very drinkable. </span></p><p><span style="font-size: small;">Soave, Gianni Tessarii, Garganega 2021. Veneto. 12.5%. £13.50. Mouse & Grape</span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;"> Soave suffers from overproduction – I can remember when it was everywhere. That leads to lower quality. I’m afraid this wasn’t one for me. </span></p><p><span style="font-size: small;">Waitrose Blueprint Gavi, Cortese 2022. Piedmont. 12.5%. £9.49. Waitrose. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">Gavi – the Cortese grape is known for being very high yield, so it needs good management to make good wine. This is a good one. Best served very cold. </span></p><p><span style="font-size: small;"><b>Rose: </b></span></p><p><span style="font-size: small;">Bardolino Chiaretto Rose, Corvina, Molinara, Rondinella. 2021, Veneto. 12%. £9.50. M&S. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">A decent alternative to French Rose. </span></p><p><span style="font-size: small;"><b>Reds: </b></span></p><p><span style="font-size: small;">Barbera D’Asti. Luca Bosio, Barbera 2021. Piedmont. 13.5%. £11.95. Mouse&Grape. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">Comes out rather like a Pinot Noir. Aged in barrel, with a touch of tannin. </span></p><p><span style="font-size: small;">Santodeno Sangiovese Appassimento, Sangiovese, Merlot and Cabernet Sauvignon. 2022 Emilia Romagna. 14%. £11. Sainsburys. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">The wine of the night. Powerful, well balanced. Smooth.. </span></p><p><span style="font-size: small;">Terre di Faiano , Organic Primitivo, 2021. Salento. 14%. £9.99. Waitrose. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">This was specially selected to be under a tenner, and a decent wine BUT it is one of those wines that flatters to deceive. First mouthful is good, but it quickly becomes all a bit too much – Jammy & overpowering. Might be a good food wine. </span></p><p><span style="font-size: small;">Canti Asti, Fratelli Martini Secondo Luigi. Moscato. Asti. 8%. £9. Sainsburys. </span></p><p style="margin-left: 40px; text-align: left;"><span style="font-size: small;">This is a light, sweet wine from the Muscat grape. Refreshing chilled.
</span></p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-53403277919949065452023-08-24T09:58:00.005+01:002023-08-24T09:59:36.665+01:00August 2023. Romanian Wine, Andrew Walker, Solaris WInes. <p> </p><p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: black; font-size: small;"><span face="Arial, sans-serif"><span><b>Romanian
Wines, by Andrew Walker, Solaris Wines. 17 August 2023 </b></span></span></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: black; font-size: small;"><span face="Arial, sans-serif"><span>This
months presentation was on Romanian Wines. Romania is a fairly large
producer of wine – about the same as Portugal. It has been making
wine since pre-Roman times. However, as it was and still is a
relatively poor country together with the malign influence of
communism, it has struggled in the last century due to lack of
organisation and investment. That is slowly changing, and is now
starting to make decent wines which can be succesfully exported.
Nonetheless, the majority of its wine production stays in Romania. An
interesting point if you are a rare grape hunter (like me!) there are
quite a few Romanian native varieties, not at all well known in the
west. There are 4 here. </span></span></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span face="Arial, sans-serif"><span><span style="font-style: normal;"><span style="font-weight: normal;">Andrew
has been in the Wine trade for many years and relatively recently
decided to set up on his own as Solaris Wines </span></span></span></span></span></span><span style="font-size: small;"><a href="http://www.solariswines.co.uk/"><span face="Arial, sans-serif"><span>www.</span></span></a><a href="http://www.solariswines.co.uk/"><span style="color: black;"><span style="text-decoration: none;"><span face="Arial, sans-serif"><span><span style="font-style: normal;"><span style="font-weight: normal;">solariswines.co.uk/</span></span></span></span></span></span></a></span></p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">R</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">omanian
wines we see in this country tend to be more the bulk/budget pinot
noirs at the large supermarkets. These wines are the other end of the
scale, </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">premium
wines</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span></span></span></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: small;"><br /></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: black; font-size: small;"><span face="Arial, sans-serif"><span><b>White
</b></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Brut Rose </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">(sparkling,
Grape - Novac) </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">2013.
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12%
£20</span></span></span></span></span></span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Cramposie Selectionata 2021 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13%
£14</span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Oliver
Bauer Rhine Riesling 2018 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">11.5%
£16</span></span></span></span></span></span></p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: small;"><br /></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: black; font-size: small;"><span face="Arial, sans-serif"><span><b>Sweet
White </b></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Tamaioasa Dulce 2021 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">10.5%
£16</span></span></span></span></span></span></p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: small;"><br /></span>
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: black; font-size: small;"><span face="Arial, sans-serif"><span><b>Red</b></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Oliver
Bauer Pinot Noir 2019 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14.5%
£20</span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Novac </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Sec</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">
2019 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14%
£18</span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Negru Dragasani Rezerva 2018 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">15%
£18</span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Prince
Stirbey Merlot Rezerva 2012 </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14.5%
£28</span></span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Top
wine of the night – The Negru Draganasi rezerva. </span></span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-51344858137724928902023-07-31T18:24:00.011+01:002023-07-31T18:40:53.834+01:00July 2023. Greek Wines - Robin Goldsmith <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span face="Arial, sans-serif"><span style="font-size: small;">Greek
Wines, presented by Robin Goldsmith </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmXerHacYr14NOfM1aDhie3oqPmL7a5XQwhAeku14W1gw9HPscvrxuAO7MNggd8sA14ehaQxcF0dEiMDxTnaDzmtcbfPPaPc3Qd6vSP4-fUc5azMRzDPGTVVS0QtfQFzG_610kPbVEp_av1yMvEs7YFt7MW3gPGP5RhT0f0Wb8puWa0vZkOe3SnNw0ulk/s1080/IMG_20230731_183449_1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmXerHacYr14NOfM1aDhie3oqPmL7a5XQwhAeku14W1gw9HPscvrxuAO7MNggd8sA14ehaQxcF0dEiMDxTnaDzmtcbfPPaPc3Qd6vSP4-fUc5azMRzDPGTVVS0QtfQFzG_610kPbVEp_av1yMvEs7YFt7MW3gPGP5RhT0f0Wb8puWa0vZkOe3SnNw0ulk/s320/IMG_20230731_183449_1.JPG" width="240" /></a></div><br /><p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;">For
the first time I can remember, the Society met on a Friday evening
due to the Uxbridge By Election needing the room on the Thursday.
Unfortunately this gave a very low turnout – 25-26 people, it being
the holiday season as well. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;">Greece
has been making wine for a looooong time – several thousand years
or so, but we’be not seen many in the UK until pretty recently,
even the famous Retsina loved by some, and disliked by more. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;">That
is starting to change, with Greek wine appearing on many supermarket
shelves – and it is becoming “the next big thing”. </span><span style="font-size: small;">Possibly
– we shall see. That being said, most of the wines here came from
specialist retailers, or are not available in the UK yet (Wines 6 &
7), </span><span style="font-size: small;">with prices to
match. The exception being the rose from M&S at 8 quid – a
bargain! </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;">Whites:
</span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">1.</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Akriotou
Wines. The Mountaineer. Evvia Central Greece. 100% Savatiano 2020.
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%
£15. Dorset Wine Company </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">2
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Alpha
Estate. Malagouzia, Single Vineyard 'Turtles' PGI Florina, Amyndeon,
Macedonia, Northern Greece. 100% Malagousia. 2022. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13%
£17.50. Maltby & Greek </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">3
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Alpha
Estate. Assyrtiko, Single Block 'Agia Kiriaki'. PGI Florina,
Amyndeon, Macedonia, Northern Greece. 100% Assyrtiko. 2021. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13.5%,
£28.50. Maltby & Greek </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">4
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Gaia
Winery. Retsina 'Ritinitis Nobilis' Nemea, Peloponnese Peninsula.
100% Roditis </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">2021</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">.
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%
£14</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Strictlywine
- Online </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">R</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">osē</span></span></span></span></span></span></p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">5
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Kintonis
Winery. Moschofilero/Assyrtiko (50/50) Dry Rosé . Peloponnese,.
2022. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%.
£8 M&S </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">R</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">ed</span></span></span></span></span></span></p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">6
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Tzivani
Winery. "1000 Nights" Agiorgitiko. Evvia, Central Greece.
100% Agiorgitiko. 2016. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">€</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Not
in the UK </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">7
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Samartzis
Estate. Mouxtar. Thebes, Central Greece. 100% Mouchtaro. 2020. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13.5%
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">€</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">30</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">
Not in the UK </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 115%; margin-bottom: 0cm;"><span face="Arial, sans-serif"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Alpha
Estate. 'Hedgehog' 100% Xinomavro, Single Vineyard. PDO Amyndeon,
Macedonia, 2020. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14%
£21.50. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Maltby
& Greek </span></span></span></span></span></span>
</p>
<p style="line-height: 115%; margin-bottom: 0cm;"><br />
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-77265025542621287872023-06-23T16:59:00.009+01:002023-06-23T17:05:19.517+01:00Jne 2023. New Zealand Wine by Mimi Avery<p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span face="Arial, sans-serif" style="font-size: small;">June’s
meeting was presented by Mimi Avery, of Avery’s of Bristol. </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Avery’s
is a premium wine merchant, and the prices reflect it. But it does
seem you get what you pay for. </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><b>Sparkling</b></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Hunters
Miru Miru Marlborough New Zealand. 12%, £18</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">A
traditional method Sparking wine. Can hold its own against a “proper”
Champagne. </span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"> </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><b>White</b></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Invivo
Specially selected Sauvignon Blanc 2022. 12.5%, £16.99</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">This
is specially selected for Avery’s.A very good example of NZ S-B.</span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Rapaura
Springs Marlborough Chardonnay Reserve 2021. 13.5%, £18.99</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">Personally,
not convinced – a bit flabby? Hint of Oak, and malolactic
fermentation</span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Hunter's
Gewurztraminer 2021. 13.5%, £22</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">A
soft style of Gewurz. Not the full “in your face” experience of
an Alsace Gewurz. </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><b>Red
</b></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Big
Sky Te Muna Road Pinot Noir Martinborough 2019. 14%, £23</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">A
very good Pinot Noir. As I have written before, if NZ can make P-N
this good, why do the French still bother? </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Alpha
Domus Merlot Cabernet 2017. 12.5%, £17.99</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">A
bit ordinary, to be honest. Pretty light. </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Trinity
Hill Syrah 2019. 13%, £26</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;">Peppery,
with some tannin. Very good. </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><b>Dessert</b></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Seifried
Estate Sweet Agnes Riesling (half bottle) 2019. 10.5%, £16.99</span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;"><span face="Arial, sans-serif" style="font-size: small;">The
classic petrol nose of mature riesling. I like it. Not sticky at all,
light and sweet. </span>
</p><div style="margin-left: 40px;">
</div><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;">Mimi
is an excellent, humorous and entertaining speaker. A good evening. </span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-61392412675597607652023-06-08T11:17:00.007+01:002023-06-08T11:18:28.140+01:00May 2023. Pippa Hayward, Rioja. <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span face="Arial, sans-serif" style="font-size: small;"><span>Roija
is mostly known for its red wines – 90% of production is red/rose
wine. So only 3 whites here. A mix of new/old style wines, with a
very new grape variety, Tempranillo blanc, identified a few decades
ago as a natural mutation of Tempranillo. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>All
wines readily available. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>An
excellent evening, presented by Pippa Hayward. Pippa is a Wine
Educator and Consultant to the Good Wine Shop in SW London.</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><b>Whites:
</b></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Rioja
Blanco 2021. Bodegas Campo Viejo, Rioja Alta. 12.5%. £8.
Tesco/Sainsburys</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Viura
and Tempranillo Blanco</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>7.5/10</span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>The
Society's White Rioja 2020. San Vincente de la Sonciera, Rioja
Alavesa. 12.5%. £9.25. The Wine Society</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Viura
and Malvasia.- Modern style</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>7/10</span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Blanco
Crianza 2018 Bodegas Navajas, Rioja Alta . 12.5%. £9.25. The Wine
Society</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Viura
and Chardonnay - barrel aged classic style.</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>6.5/10</span></span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span> </span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><b>Rose:
</b></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Muga
Rosado 2021. Bodegas Muga, Rioja Alta.. 13.5%. £10.99. Waitrose</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>A
modern style of Rose ,Grenache based</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>8/10</span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span><b>Reds</b></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Casa
La Rad Solarce Tinto 2020. Rioja Cosecha. 14%. £8.75. The Wine
Society </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Tempranillo,
Graciano, Mazuela. Young modern style from the Rioja oriental</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>8/10.
A very straightforward example. </span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Bodegas
La Eralta. Vina Bombin Crianza 2018. Rioja Oriental. 13.5%. £9.99.
The Wine Society</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Tempranillo.
</span></span>
</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>7/10.
Quite a light example of rioja. </span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Bodegas
Cosme Palacio, Glorioso Reserva 2017. 14%. £12.95. The Wine Society</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Tempranillo</span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>9/10 Classic,
smooth, mature. Peppery. The popular favourite on the night. </span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span face="Arial, sans-serif" style="font-size: small;"><span>Campo
Viejo Gran Reserva 2015. Rioja Alta. 14%. £16. Sainsbury. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>Tempranillo,
Graciano, Mazuela.</span></span></p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span face="Arial, sans-serif" style="font-size: small;"><span>8/10.
Very mature. </span></span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-13246200476346745922023-04-27T11:59:00.000+01:002023-04-27T11:59:21.937+01:00April 2023. AGM Waitrose Fine WInes <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">Waitrose Wines, April 2023. Presented
by the Chairman </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;">As
it was the AGM, as per usual we had an in house tasting, presented by
the Chairman. All wines from the Waitrose fine wine (>£16 or so
per bottle). </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Palacio
De Fefianes Albarino 2021. Galicia Spain. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%,
£18.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8/10.
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Clean,
Crisp, Fresh. Quite “green”</span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Sancerre
Les Marennes 2020. Loire France. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13%,
£18.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8/10
</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Clean,
Crisp, Fresh. But not as “green” as the Albarino, probably due to
the extra year of age. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Pegasus
Bay Riesling 2019. Waipara New Zealand. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13.5%,
£18.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">6</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">/10
</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">or
9/10. A marmite wine. This is a Riesling in the classic German style,
with sufficient age in bottle to give that unique “petrol” nose.
I love it. Many don’t. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Bird
In Hand Chardonnay. Adelaide Hills Australia. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13%,
£19.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">6</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">/10 - A
</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">little
disappointing. Oaky yet light. Not one thing or another. Not bad, but
not quite there. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Nanny
Goat Pinot Noir 2021. Central Otago New Zealand. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13.5%,
£16.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8.</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">5</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">/10 - A</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">n
excellent well rounded P-N. Sometime I wonder </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">w</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">hy
the French persist with P-N, when stuff like this is available. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Darling
Cellars Obv Cinsault 2019. West Coast South Africa. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13%,
£19.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8/10 - O</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">ld
Bush Vines. A pure varietal Cinsault, only 6300 bottles made of this
one. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Rabl
Titan Zweigelt 2018. Lower Austria. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14%,
£17.99</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">9</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">/10 - I’</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">m
a sucker for Zweigelt, very much a new thing on the shelves in the
UK. 10 years ago I doubt you’d have seen any. A medium bodied red,
yet well rounded. Something for everyone I reckon. </span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Recchia
Amarone Della Valpolicella 2018. Verona Italy. </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">15%,
£22.99</span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"> </span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">9</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">/10 - </span></span></span></span></span><span style="font-family: Arial, sans-serif; font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">P</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">robably
the favourite of the evening. Who doesn’t like Amarone? </span></span></span></span></span>
</p><div style="margin-left: 40px;">
</div><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif; font-size: small;">It
is worth noting that the Waitrose fine wine selection is of fine
wines – many of them are produced in small volumes so will not
always be available everywhere, or even online. So there is no
guarantee that you’ll be able to buy them again. </span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-77968067520703620322023-03-21T13:10:00.001+00:002023-03-21T13:10:26.284+00:00March 2023. US Wines - Jen Connan <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Calibri, sans-serif; font-size: small;">March
2023 – Jen Connan Hertfordshire Wine School </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">Wines
from the USA – Well, that basically means wine from California. 80%
of US wine by volume comes from California – the rest from mostly
Washington, Oregon and NY State. The USA is the 4<sup>th</sup>
largest wine producer in the world after Italy/France/Spain. It is
also the largest national wine market. Americans may not be
individually large wine drinkers but there are 300million of them. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">So,
4 whites, 4 reds. All the stuff you’d expect, 6 from California, 2
from Washington. Almost all available from well known suppliers. A
very good selection. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>DOMAINE
CARNEROS VINTAGE BRUT 2016 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>12%,
£28. </b><span style="font-weight: normal;">Napa
Valley, California </span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">(owned
by Taittinger)</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">A
Champagne style fizz. Classically bready/biscuity Methode
Champagnoise style. From the Champagne Company. 9/10</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>CHATEAU
STE MICHELLE DRY RIESLING 2020 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>12.5%,
£10. </b></span></span></span><span style="font-family: Calibri, serif;">Columbia
valley, Washington state </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">A
very nice well bodied Riesling, citrus, floral hints of petrol. High
acidity. Waitrose - 8/10 </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>SAND
POINT SAUVIGNON BLANC 2020 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>12.5%,
£9.95. </b><span style="font-weight: normal;">L</span></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><span style="font-weight: normal;">odi,
California</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">Not
like a NZ SB at all. A very different style. Quite acidic. Least
popular wine of the evening. The Wine Society. 6/10 </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>BONTERRA
ESTATE COLLECTION ORGANIC CHARDONNAY 2020 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>13.5%,
£14. </b><span style="font-weight: normal;">Mendocina
Valley, Washington State</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">A
classic old school oaky, buttery chardonnay. Malolactic fermentation.
I loved it. 8.5/10 Waitrose</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>EDNA
VALLEY VINEYARD PINOT NOIR 2019 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>14%,
£13.99. </b><span style="font-weight: normal;">Central
coast, California</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">This
is the wine from the film “Sideways”. A warm weather Pinot noir.
Very full bodied. No tannins. Some oak. 9/10. Majestic </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>BOGLE
VINEYARDS MERLOT 2019 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>14.5%,
£12.95. </b><span style="font-weight: normal;">Clarksburg,
California</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">Very
smooth and solid. Hides the high alcohol well. Hints of smokiness,
toast, cedar. 9/10. Wine society </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>FREI
BROTHERS CABERNET SAUVIGNON 2019 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>14.5%,
£20. </b><span style="font-weight: normal;">Sonoma
county, California</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">Oaky,
plum & black cherry. Smooth tannins. 9/10. Waitrose</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>RAVENSWOOD
ZINFANDEL 2021 – </b></span></span></span></span><span style="color: black; font-size: small;"><span style="text-decoration: none;"><span style="font-family: Calibri, serif;"><span style="font-style: normal;"><b>14.5%,
£14. </b><span style="font-weight: normal;">Lodi,
California</span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">Now
owned by Gallo. Dry farmed with no irrigation, so low yields. A fair
bit of residual sweetness. Pretty good but not the best red on the
night. 8/10. Majestic </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">One
point about the Reds is that they all have that slight hint of
sweetness/residual sugar typical of American red wines. I guess
that’s how the US market likes it. Occasionally it does tip over
into an almost sweet red style. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;"><br /></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Calibri, sans-serif; font-size: small;">A
good evening. Jen is an excellent speaker. </span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-34408858800547207982023-02-28T11:59:00.000+00:002023-02-28T11:59:20.287+00:00Feb 2023. Australian Wines by Duncan Ross of Berkmann WIne Cellars. <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">An
Excellent presentation by Duncan Ross of Berkmann Wine Cellars who
are a wine importer, serving mostly the On-Trade.
<a href="https://www.berkmann.co.uk/">https://www.berkmann.co.uk/</a></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">These
wines are a selection of their Australian portfolio. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">Duncan
is actually a New Zealander, and gave us a great presentation. We had
a full house for this evening, at the maximum room capacity. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">At
the end Duncan asked for an impromptu show of hands as to how we
might score the wines. It was comforting for me to find that my
scores were in line with overall consensus. 6 very good wines, but 2
wines that did not quite hit the spot. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">As
Berkmann supply the on trade, the wine prices are the wholesale
prices. If you were to find them retail the price might well be
around 15% higher + Inflation which is rampant right now! </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b>White
Wines: </b></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Deakin
Estate Viognier 2022 – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12%,
£9.60 </span></span></span></span></span></span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><img alt="" height="292" src="data:image/jpeg;base64,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" width="220" /></span></span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">7.5/10
– A lighter style viognier, not as “oily” or pungent as most. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Jade
& Jasper Fiano Unico Zelo 2021 – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%,
£15.60</span></span></span></span></span></span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> <img alt="" height="294" src="data:image/jpeg;base64,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" width="221" /></span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">6/10
– Not everyone's favourite, sadly. Rather acidic. An Italian
variety selected to need little water. </span></span></span></span></span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Wattle
Brae Eden Valley Riesling – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Langmeil
– </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">11.5%,
£16.60</span></span></span></span></span></span></p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><img alt="" height="268" src="data:image/jpeg;base64,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" width="201" /><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"> <br /></span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8/10.
A classic Riesling, with a tiny bit of classic petrol on the
nose/palate. Should last 10 years in the bottle. </span></span></span></span></span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Lethbridge
Chardonnay 2019 – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14%,
£28.40 </span></span></span></span></span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">8/10.
A classic mature White Burgundy style, quite oaky. Should be compared
to Mersault or similar. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b>Red
Wines </b></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">La
La Land Pinot Noir 2021 – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Langmeil
– </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">12.5%,
£11.20</span></span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">6/10.
An extremely light P-N, almost a rosé. Not widely liked. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Brash
Higgins Gr/M - Grenache/Mataro 2018 – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14.5%,
£20.70</span></span></span></span></span></span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">8/10
Mataro is AKA Mourvedre. Easy drinking, not too hefty. </span></span></span></span></span></span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Clementine
Cab/Merlot/Malbec/Petit Verdot </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">2017</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">
– </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Woodlands
- </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">13.5%,
£18.00</span></span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;">8.5/10.
Hefty but well balanced. Excellent, but maybe just lacking that
magical something. </span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Shay's
Flat Vineyard Shiraz – </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">Tournon
– </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">14.5%,
£15.35</span></span></span></span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">9/</span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">10.
Inky and super hefty. The evenings star wine. </span></span></span></span></span></span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-66371685242339950042023-01-26T15:34:00.000+00:002023-01-26T15:34:05.600+00:00Costs going up <p>The eagle eyed amongst you will have spotted the cost of membership and meetings has gone up.</p><p>Sadly, the world has changed since the society started and the days of Free wine, free speakers etc. are well and truly gone. And prices have gone UP. <br /></p><p>A simple example: We used to get quite a few speakers, often wine shop owners or big suppliers who'd come along for free, as publicity, the only cost being the wine. So (at todays prices) you'd have say 24 bottles @£10 = £240 spread over 40 members - £6 per head. Happy days. Even some evenings where the wine was supplied FOC as part of their marketting budget. <br /></p><p>Now, they charge. Money is tight. People have to make a living.</p><p>Now, it is much more like: Speaker charges £200 to come + wine, so £440 - £11 per head. And if you work out the time involved in putting together a tasting + travel time + fuel, £200 is quite modest, and is often more. </p><p>And of course, £10 for wine is an OK price point, but fairly run of the mill. If you want something a little more upmarket - £15. So its easy to see how that £240 has become £440 and can easily be £600. 40 x £15 = £600 so £15 per head, not £6! <br /></p><p>So the committee have taken the tough decision to up the meeting charge the £15, the membership fee likewise. </p><p>It's tough out there. <br /></p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-61845215998742811572023-01-26T11:35:00.003+00:002023-01-26T11:35:52.490+00:00New years Party Jan 2023<p><span></span></p><a name='more'></a> January, as always, is our new years party.<p></p><p>These are the wines we had - A fizz, 2 whites, 2 reds then a selection of 3 dessert wines (Port, Sherry, Samos dessert wine)<br /></p><p></p><div class="separator" dir="rtl" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHnCnVNTcjNRa9G6s0_FtORCXJ68oZWsZZ9kPg2a3kr3y8QzsE8JjxK5soOwCSFikJFWTto9OcWyq-CZ-LSYN7uSntNzhqpYWWgLxy7E_AyC4PwOCn1CqSPizA8s7GKjSDeCJzCTqafh4WxH9GFnELus_bjjvUiRyvGwlUIw8AMA_lC4YMZR6Rd7BM/s1080/IMG_20230119_195814.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHnCnVNTcjNRa9G6s0_FtORCXJ68oZWsZZ9kPg2a3kr3y8QzsE8JjxK5soOwCSFikJFWTto9OcWyq-CZ-LSYN7uSntNzhqpYWWgLxy7E_AyC4PwOCn1CqSPizA8s7GKjSDeCJzCTqafh4WxH9GFnELus_bjjvUiRyvGwlUIw8AMA_lC4YMZR6Rd7BM/w150-h200/IMG_20230119_195814.JPG" width="150" /></a></div> <p></p><p> </p><p> </p><p> </p><p> </p><p>Cordoniu "1872" <br /></p><p></p><p style="text-align: right;">Apremont, Vin de Savoie<br /></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwzhlsliRGhkRGq8Z8VeseSnv3iKb2JF23-yxWhtLdqZWd5FuD4WgUn9p0p12uMpDgUo1qEEVCPe0OQ4EfGcbMgN7KBSda1Sz3jpUTqPAhlAWrvo83G4HMJZtDJTR80NtIiGeNIqnKqRKdz04TyQXdLvuSf1D-RVS7FM4GR8WZz9OwP3VVaFcs0TPp/s1080/IMG_20230126_095926.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwzhlsliRGhkRGq8Z8VeseSnv3iKb2JF23-yxWhtLdqZWd5FuD4WgUn9p0p12uMpDgUo1qEEVCPe0OQ4EfGcbMgN7KBSda1Sz3jpUTqPAhlAWrvo83G4HMJZtDJTR80NtIiGeNIqnKqRKdz04TyQXdLvuSf1D-RVS7FM4GR8WZz9OwP3VVaFcs0TPp/w150-h200/IMG_20230126_095926.JPG" width="150" /></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH7qfACcxCh8r3DR5xFyR0fPym3mQX_dqzHBrKnVMVEyVfl9_RTwKQqFmWwNugfe82bWDYWY29zFfrH4f1nBdDr7o-Eywt3EUhAQWKU1qEj3NOhLAyiBkQQyg8c8Qe6iAT-runoOQrRk0s3uiPqx0pYDT1mlrboi4TlAod-umuJbo9_pHM6YIQQWRa/s1080/IMG_20230119_205529.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH7qfACcxCh8r3DR5xFyR0fPym3mQX_dqzHBrKnVMVEyVfl9_RTwKQqFmWwNugfe82bWDYWY29zFfrH4f1nBdDr7o-Eywt3EUhAQWKU1qEj3NOhLAyiBkQQyg8c8Qe6iAT-runoOQrRk0s3uiPqx0pYDT1mlrboi4TlAod-umuJbo9_pHM6YIQQWRa/w150-h200/IMG_20230119_205529.JPG" width="150" /></a></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMCJ1lNPguvHeNmAPW1azgrSdfbw2WJCmgAuXMe3DbR_MqmK77ia_NqIJFxvf1wa8J7pddO8dXC8bKv-MQrKY3jYOKYQ0XjIvIQgOjp9UHh-sAZd92IcmJ1YqOhPhe7t_NJzVXJqBeNkNMUsA6WnWM3q0tARYfjeo-wCh41M9Yj7f6gjAAQlYjJuWx/s1080/IMG_20230119_213012.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMCJ1lNPguvHeNmAPW1azgrSdfbw2WJCmgAuXMe3DbR_MqmK77ia_NqIJFxvf1wa8J7pddO8dXC8bKv-MQrKY3jYOKYQ0XjIvIQgOjp9UHh-sAZd92IcmJ1YqOhPhe7t_NJzVXJqBeNkNMUsA6WnWM3q0tARYfjeo-wCh41M9Yj7f6gjAAQlYjJuWx/w150-h200/IMG_20230119_213012.JPG" width="150" /></a></div><p>Bourgogne Chardonnay </p><p style="text-align: right;"> </p><p style="text-align: right;"> </p><p style="text-align: right;"> </p><p style="text-align: right;"> </p><p style="text-align: right;"> </p><p style="text-align: right;">Jim Barry, Lodge Hill Vinyards<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAfgWzc5HeHZAU-XRV2ks5ZYX621cN8DtzfEtem3ip4yT1uj7J0IwqlY6IpYU6g3BIkm4HCnskgsbjd5D1xSE35EMy2jkds5qWAC5MO4py26pBBxdAWF51NbeHoJt6uxH6HXZ7hPX8jUly3zJjGfjS480blz74Ne9_ywaerNSThzP01Q0IHJDigb4w/s1080/IMG_20230119_214003.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="810" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAfgWzc5HeHZAU-XRV2ks5ZYX621cN8DtzfEtem3ip4yT1uj7J0IwqlY6IpYU6g3BIkm4HCnskgsbjd5D1xSE35EMy2jkds5qWAC5MO4py26pBBxdAWF51NbeHoJt6uxH6HXZ7hPX8jUly3zJjGfjS480blz74Ne9_ywaerNSThzP01Q0IHJDigb4w/w150-h200/IMG_20230119_214003.JPG" width="150" /></a></div><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p style="text-align: left;"> </p><p style="text-align: left;">Beronia Rioja <br /></p><p><br /></p><p><br /></p><br />UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-67251721792302016042022-12-21T20:30:00.001+00:002022-12-21T20:33:02.723+00:00December 2022, Desert Island Wines <p> <br /></p><p style="line-height: 100%; margin-bottom: 0cm;"> </p><p style="line-height: 100%; margin-bottom: 0cm;">So, a presentation from society members of their own “desert
island” wines – i.e. the one and only wine that they would be
happy to have on their desert island. Rather bizarrely several
presenters claimed that the wine they were proposing wasn’t
actually their favourite. Make of that what you will!
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">As these are all
wines chosen individually, it would be churlish to criticise any of
them. After all – the best wine is the wine you like the best.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">The Wines</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">1) Verdejo. - Rueda,
Beronia, Spain</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 13.5%, £9,
Waitrose</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> A very
straightforward spanish white.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">2) Arinto – Vinho
Verde. Casal de Ventozela, Portugal</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 12%, £8, Majestic
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> A vinho verde with
a little extra something. Good value- Note, the Arinto, not the Alvarinho <br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
<img alt="Ventozela Arinto White 2021" class=" ls-is-cached lazyloaded" data-src="https://www.portugalvineyards.com/24119-home_default/ventozela-arinto-white-2020.jpg" height="164" src="https://www.portugalvineyards.com/24119-home_default/ventozela-arinto-white-2020.jpg" width="163" /></p>
<p style="line-height: 100%; margin-bottom: 0cm;">3) Gruner Veltliner
– Winzer Krems, Austria</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 13%, £9, Majestic</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> A very good example
of a Gruner Veltliner. Excellent as white wine spritzer in the
sunshine</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">4) Gewurztraminer –
M&S Cave de Turkheim.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 13%, £10, M&S</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> A lighter example
of a Gewurz.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">5) Madiran –
Domaine Laougue Camy, France</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 14%, £11.50, Wine
Society</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> Classic beefy red
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">6) Zinfandel.
Apothic Red. Gallo. California.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 13.5%, £9,
Waitrose or Sainsburys</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> The jammy end of
the scale – quite a lot of residual sugar.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">7) Nero d’Avola,
Nero Oro Reserva, Sicily, Italy</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 13.5%, £11.99,
Majestic
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> Classic beefy red
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8) Mavrodaphne of
Patras, Greece</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> 15%, £6.95,
Waitrose
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> An excellent sweet
red, a steal.
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-26170352913795562942022-11-28T19:10:00.003+00:002022-11-28T19:10:17.097+00:00November 2022. Wines of Portugal, Peter Freeman<p> <br /></p><p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-weight: normal;">An excellent
presentation by Peter</span><b> </b><span style="font-weight: normal;">with
a selection of easily available and affordable wines. </span></span>
</p>
<p align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Most of these wines are widely available, and
so there are a range of prices, </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="clear: right; color: black; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="image 1 of Por Do Sol. Vinho Verde 75Cl 75Cl" class="product-image" height="141" src="https://digitalcontent.api.tesco.com/v2/media/ghs/255be50f-aff0-449b-8131-6ea0aee45d4a/e183c8ce-33b6-4428-8746-2f8176888e95_1269276026.jpeg?h=540&w=540" width="141" /></span><span style="color: black;"><b>1 Vinho Verde “Por do Sol” NV </b><b>9%,
£5.95, Tesco</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>Loureira, Pecorello, Arinto,
Treixadura, Azal</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;">
<span style="color: black;"> Light,
fresh, very pale and with some fizz to it. Great fun.<b> </b></span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>2 Lisboa “Porta 6” Branco 2021 </b><b>12.5%.
£6.50 - £9.00. Everywhere</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>25% Arinto, 25% Viosinho, 25% Viognier,
25% Chardonnay</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm; orphans: 2; widows: 2;">
<span style="color: black;">Widely available, but perhaps a bit too similar
to so many generic whites in this price bracket. Perfectly fine
though. </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>3 Peninsula de Setubal Pegoes 2021. </b><b>13%
£10.00. </b><b> </b><b>Majestic, Wine Soc</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>Arinto, Verdelho, Chardonnay, Antão
Vaz, Fernão</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm; orphans: 2; widows: 2;">
<span style="color: black;">Quite Oaky, but not overwhelmingly so. I have
some of this in my wine rack right now – it is a good wine. </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>4 Lisboa “Porta 6 Tinto” 2021. </b><b>13.5%.
£6.50 - £9.00. Everywhere</b><b> </b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>50% Tinta Roriz, 40% Castelão, 10%
Touriga Nacional</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;">
<span style="color: black;"> Probably the most sold Portuguese wine in the
UK. </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>5 Douro Tinto “Altano” 2020 </b><b>14%.
£10</b><b> </b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Oswald, sans-serif, serif;"><span style="font-size: x-small;"> </span></span>Touriga
Franca,Tinta Roriz,Tinta Barroca</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="color: black;">Very smooth. Deep red/beetroot colour. </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>6 Barraida Tinto Quinta do Encontro 2015
</b><b>13.5%. £11. Delicias UK</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>80% Baga, 20% Merlot</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm; orphans: 2; widows: 2;">
<span style="color: black;">Various opinions in the room. A very mature
wine – I found it quite earthy, others really liked it. </span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>7 Moscatel de Setubal Casa Ermelinda NV </b><b>17%
£13. Delicias UK</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>Moscatel Roxo</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;">
<span style="color: black;"> Well
liked. Try it.<b> </b></span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b>8 Late Bottle Port Symington Estates 2016.
</b><b>20%, £12. Tesco</b></span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><b> </b>Touriga Nacional, Tinta Barroca,
Touriga Francesa</span></p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px;">
<span></span>
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm; orphans: 2; widows: 2;">
</p><div style="margin-left: 40px; text-align: left;"><span style="color: black;">A bargain. Great quality for the price, if you
are a Port lover. </span>
</div>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p align="justify" style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">My 2 top selections would be the 1<sup>st</sup>
and 7<sup>th</sup> Wines. The Por do Sol would make an excellent
party wine, fun, light & fresh. Distinctly not serious, but who
cares? And the <span style="font-weight: normal;">Moscatel de Setubal
</span>Dessert wine is seriously different, something unusual and
very very good. </span>
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-344734355323422862022-10-31T18:04:00.002+00:002022-10-31T18:05:03.636+00:00October 2022. Wines of Hungary, Audrey Zarach <div class="separator"></div><p> This month we had Wines of Hungary, presented by Audrey Zarach from Malux Hungarian Wines.</p><p>Hungary has a long history of wine making, and a large range of unique indigenous grape varieties, some of which are included here. All the prices are a discounted rate for us, one night only. <br /></p><p style="margin-left: 1em; margin-right: 1em;"><img alt="Egri Csillag 2021" class="product-loop-image" data-mk-image-src-set="{"default":"https://tothferencpinceszet.hu/wp-content/uploads/2022/02/egri_csillag_2021-1.png","2x":"","mobile":"","responsive":"true"}" height="204" itemprop="image" src="https://tothferencpinceszet.hu/wp-content/uploads/2022/02/egri_csillag_2021-1.png" title="Egri Csillag 2021" width="204" /></p><p></p><p> </p><p></p><p style="line-height: 100%; margin-bottom: 0cm;">
The Wines were:
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>White.</b></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">1. Toth
Ferenc, Egri Csillag 2021, Eger. 12.5% £13.50</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">A
blend of Leanyka/Welch Riesling/Harslevelu/Muscat </span><span style="font-size: x-small;">Ottonel</span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">2. Frittmann,
Ezerjo FPV 2016, The Great Plains. 12% £13.50</p><p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">FPV - Frittmann Private Vintage </span><br /></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">3. Chateu
Megyer, Harslevelu 2014, Tokaj. 12.5% £12.75</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">4. Korona,
Crown Winery, Egri Leanyka 2018, Eger. 13.5% £13</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>Red.</b></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">5. Frittmann,
Kekfrankos 2019, The Great Plains. 13% £12.50</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">6. Korona,
Crown Winery, Egri Harmonia 2020, Eger. 13% £12.75</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">A
blend of Cab Sauv, Blauburger, Menoire, Pinot Noir </span>
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">7. Etyeki
Kuria, Kuria Red 2018, Etyek Buda.
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">A
blend of Merlot/Kekfrankos/Pinot Noir</span></p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">8. Archabbey
Pannonhalma, Tricollis red 2019, Pannonhalma. 14% £15</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">A
blend of Pinot Noir/Merlot/Cabernet Franc</span></p>
<p align="center" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-9915460860257051492022-10-05T10:00:00.000+01:002022-10-05T10:00:28.557+01:00September 2022. WInes of Uruguay, Carla Bertellotti <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha_6PRZrp8ci3AQmc5HBW47NPrZydOe5jt7O4fMB0uiDxc-m0JSWolQj1NFKZ4EBA1Ji4fFkA05wWy92Gvy3US3MeuYsilb09aHTh1Oncs-VnULjxJWEgQVCmUutuY5F3tt0wG-0yjw21zYKJSvzKoyQEFGVANqTCjh6R3KMcS1Q5UuO-O-oq9N2ED/s1500/Uruguay.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1500" data-original-width="1500" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha_6PRZrp8ci3AQmc5HBW47NPrZydOe5jt7O4fMB0uiDxc-m0JSWolQj1NFKZ4EBA1Ji4fFkA05wWy92Gvy3US3MeuYsilb09aHTh1Oncs-VnULjxJWEgQVCmUutuY5F3tt0wG-0yjw21zYKJSvzKoyQEFGVANqTCjh6R3KMcS1Q5UuO-O-oq9N2ED/w183-h183/Uruguay.jpg" width="183" /></a></div><br /><p></p><p style="line-height: 100%; margin-bottom: 0cm;">
September 2022. Carla Bertellotti, Wines of Uruguay
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">First, the bad news
– This is the 3<sup>rd</sup> or 4<sup>th</sup> time Carla has
presented to us, but as her business as expanded, she’s got less
and less time to do these presentations. This will be one the very
last ones. As part of that expansion, she has become
vinoslatinos.co.uk to cover all of Latin America, no longer just
Uruguay. We’ll miss her.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">All the wines are
available from <a href="http://www.winesofuruguay.co.uk/">www.winesofuruguay.co.uk</a>,
and in the future from <a href="http://www.vinoslatinos.co.uk/">www.vinoslatinos.co.uk</a></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">The good news: The
Wines:
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Whites: </b>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">1. Bodega
Pablo Fallabrino Estival 2020</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Gewurztraminer,
Chardonnay, Moscato Bianco; Atlantida, Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">13.5%,
£13.50</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">2. Bodegones
del Sur, Viognier Vineyard Select 2021</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Canelones,
Uruguay</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">12.5%,
£14</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">3. Bodegones
del Sur Sauvignon Blanc Limited Edition 2020 - Barrel fermented, and
partially oak aged</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Canelones,
Uruguay</p>
<p style="line-height: 100%; margin-bottom: 0cm;">12.5%, £18.50</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">4. Viñedo
de los Vientos Soul Surfer 2020 (rose)</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Traminer,
Barbera, Chardonnay; Atlantida, Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">13.5%, £13.50</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Reds</b></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">5. Bodega
Pablo Fallabrino Catarsis 2008</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">50%
Ruby Cabernet, 40 % Barbera, 10% Tannat; Canelones, Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">13.5%,
£14</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">6. Bodegones
del Sur Cabernet Franc Vineyard Select 2020</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Sierra
de Mahoma, Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">13%,
£14</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">7. Deicas
Tannat Valle de Los Manantiales 2016</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">Maldonado,
Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">£19</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">8. Familia
Deicas Extreme Vineyards Suelo Invertido 2018</p>
<p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">100%
Tannat; Canelones, Uruguay</p><div style="margin-left: 40px; text-align: left;">
</div><p style="line-height: 100%; margin-bottom: 0cm; margin-left: 40px; text-align: left;">£26</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">All the
wine prices are a bit variable, as they are exported in dollars, and
the £/$ exchange is being quite unpredictable right now. Its quite
likely that they will go up somewhat.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-29881336143360144642022-08-31T20:53:00.005+01:002022-09-17T12:55:53.554+01:00August 2022. Wines of South Africa by Phil Miles <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
South African wines by the Chairman, Phil Miles</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Phil has travelled
extensively in SA for his work in the Tourism industry and together
with his love of wine has seen a lot of the SA wine industry. Here
are 8 wines presented by Phil</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">One comment he made
was that quite often Red wines are less difficult to make – White
need a lot more care, so are often that bit more expensive. I think
that showed in this tasting with the reds being better VFM. </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Whites:</b>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Ernie Els Big Easy
Chenin Blanc 2021. Penderberg, Paarl. 13.5% £13.50.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">7.5/10.
Straightforward white, clean fresh, but cant be said to be VFM</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Steenburg Farm
Vineyards Sauvignon Blanc 2021. Constantia Valley Cape Town. 13.5%
£15.50</p>
<p style="line-height: 100%; margin-bottom: 0cm;">7/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">As above
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Glenkelly Glass
Collection Unoaked Chardonnay 2020. Idas Valley, Stellenbosch 12.5%
£14</p>
<p style="line-height: 100%; margin-bottom: 0cm;">5/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">This had a quite off
smell and not a great taste. Apparently has been made with a novel
and special technique. It appears to have not worked.- <b><i>Post meeting note. On discussing with other members, there were 3 bottles, and only this one bottle showed this flaw. It does very much appear that it was a duff bottle</i>. </b>We should have sorted this out at the meeting, but somehow failed to do so. 😢<br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Catherine Marshall
Red Slate Riesling 2021. Elgin Valley 11% £12</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">A decent level of
acidity with a hint of lemon. Pretty good. </p><p style="line-height: 100%; margin-bottom: 0cm;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Reds</b></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Rustenberg
Stellenbosch Merlot 2020. Idas Valley, Stellenbosch. 14% £13</p>
<p style="line-height: 100%; margin-bottom: 0cm;">7.5/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Oaked? Cedar &
Cigars. Smooth & well balanced.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Darling Cellar
Reserve black granite Shiraz 2020. Darling west coast. 14% £10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">A very smooth Shiraz
from Old Vines. Well balanced. Good VFM</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Guardian Peak
Cabernet Sauvignon 2019. Stellenbosch. 14.0% £12</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;">As above</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kaapzicht Rooiland
Pinotage 2020. Bottelary Hills Stellenbosch. 14.5% £18.50</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8.5/10
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Pinotage can be hit
& miss. This one’s a hit, if pricey.
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-6281575083809078532022-07-30T16:14:00.003+01:002022-07-30T16:14:34.226+01:00Wines of Chile: Mimi Avery <p style="line-height: 100%; margin-bottom: 0cm;">
Wines of Chile, Presented by Mimi Avery, of Averys of Bristol</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Sadly, I wasn't
there, on holiday drinking German Wine….
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">So, for the record,
these were the wines.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ul><li><p><span style="color: black;">Atakarma Sauvignon Blanc 2.25 litre
Wine Box 2021 £22.50</span></p>
</li><li><p><span style="color: black;">Casa Silva Paredones Cool Coast
Sauvignon Blanc 2021. £17.49</span></p>
</li><li><p><span style="color: black;">Riversong Viognier 2021. £10.99</span></p>
</li><li><p><span style="color: black;">Casa Silva Chardonnay Semillon 2021.
£11.99</span></p>
</li><li><p><span style="color: black;">Pencahue Estate Pais 2019. £10.99</span></p>
</li><li><p><span style="color: black;">Admiral Thomas Carmenère 2021. £9.99</span></p>
</li><li><p><span style="color: black;">Alta Tierra Syrah Gran Reserva 2017
£16.99</span></p>
</li><li><p><span style="color: black;">Le Dix de Los Vascos 2017 £45.00</span></p>
</li></ul>
<p> </p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-35882517939346608972022-06-29T20:50:00.006+01:002022-06-29T20:50:52.237+01:00June 2022. Austrian WInes from Robin Goldsmith - thewritetaste.co.uk<p></p><p style="line-height: 100%; margin-bottom: 0cm;">
Austrian wines, Presented by Robin Goldsmith - thewritetaste.co.uk.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Robin is wine
writer, and presents very well. An entertaining evening.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">The wines are from
the Clear Wine Company, except where noted. All the prices are
approximate, depending on the deal from the CWC.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">It does have to be
said that at these prices, these are not everyday drinking wines.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: medium;"><b>Whites:
</b></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Lenz </b><b>M</b><b>oser</b>,
Niederosterreich (lower Austria) . Selection Austrian Chardonnay
2020. 12.5%, Aldi. £6.99. 7.5/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>P</b><b>olz</b>,
Sudsteiermark (Styria) – Sauvignon blanc. 2020. 12.5%, £16. 7.5/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>R&A P</b><b>faffl</b>,
Niederosterreich (lower Austria) Sonne Riesling 2020 . 14%, £16.
7/10
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Stift
</b><b>K</b><b>losterneuburg</b>, Niederosterreich (lower Austria) -
Ried Steinriegel gruner veltliner reserve 2020. 13.5%, £17-20. 8/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: medium;"><b>Reds
</b></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Artisan Wines</b>
– Burgenland. Sankt laurent reserve. 2018 13.8%, £16. 9/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Robert Goldenits</b>
– Burgenland. Zweigold, 100% Zweigeld 2018. 12.5%, £11 (wholesale
only). 8.5/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Artisan Wines</b>
– Burgenland. Zweigelt Reserve 2017. 13.5%, £19.50. 9/10</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Stift
Klosterneuburg</b>, niederosterreich (lower austria) –
Blaufrankisch 2020. 13%, £11-14. 8.5/10
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">In general the Reds
were preferred to the Whites, which is perhaps a little surprising.,
but those who know Austrian Wine know that the Reds can be very good
indeed.
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-29008448926476728352022-05-22T19:31:00.001+01:002022-05-22T19:31:33.654+01:00May 2022. Brazilian Wines by Nick Corfe of GoBrazil WInes <p style="margin-left: 240px; text-align: left;"><img class="img-fluid float-right wine-image entered lazyloaded" data-lazy-src="https://www.gobrazilwines.com/wp-content/uploads/2018/10/product_FaustoTannatnew-170x340.jpg" data-ll-status="loaded" height="160" src="https://www.gobrazilwines.com/wp-content/uploads/2018/10/product_FaustoTannatnew-170x340.jpg" width="80" /> <br /></p><p></p><p></p><p></p><p></p><p style="line-height: 100%; margin-bottom: 0cm;">
This is the 2<sup>nd</sup> time we’ve had Nick Corfe – he’s the
only company in the UK that specialises in Brazil wines. They aren’t
the cheapest for various reasons, but they are very definitely
getting the quality. A good evening.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><a href="https://www.gobrazilwines.com/">https://www.gobrazilwines.com/</a></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><u>Whites</u></p>
<ul style="text-align: left;"><li>
Don Guerino sinais, serra gaucha, Rio grande do sul - italico
riesling 2021. 12.5%, £13</li></ul>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
8/10. Full bodied yet refreshing. To be drunk young. The grape is the
Welsch Riesling, not the true Riesling.
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<ul style="text-align: left;"><li>
Don Guerino sinais, serra gaucha, Rio grande do sul - moscatto
giallo 2021. 12.5%, £13</li></ul>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
9/10. Moscatto Giallo is the so called Yellow Muscat and fairly rare.
Tastes of grapes!, and honeysuckle etc.
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<ul style="text-align: left;"><li>
Campos de cima tres bocas blanco, campanha gaucha, rio grande do sul.
- arinto/alvarinho/voignier 2021 12.5%, £16
</li></ul>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-variant: normal;">7/10.
This is sort of a vinho verde with a splash of viognier. Personally I
didn’t think this works particularly well. </span><span style="font-variant: normal;">You
may like it. </span>
</p>
<p style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<ul style="text-align: left;"><li>
Guaspari vale de pedra blanco. serra de mantiquiera, sao paulo - sauv
blanc/chard/voignier 2017. 13%, £23</li></ul>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
7/10. This is a high altitude wine – all the vinyards are >1000m
altitude. Again, for me, suffers from the same problem as the
previous – Viognier can be very powerful, and can overwhelm the
other grapes.
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
<br />
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
<u>Reds</u></p>
<ul style="text-align: left;"><li>
Pizzato fausto, serra gaucha, rio grande do sul - merlot 2016, 13%,
£14</li></ul>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
8/10. Smooth, Full bodied, Well balanced – note 2016, so 6 yrs old.
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<ul style="text-align: left;"><li>
Don Guerino 'vintage', serra gaucha, rio grande do sul, - malbec
2019, 13.5%, £16</li></ul>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
6/10 (personal view). Some of us encountered an odd background taste
of burnt rubber (?), but plenty did like it, tasting caramel instead.
Quite light for a malbec.
</p>
<p align="left" style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<ul style="text-align: left;"><li>
Don Guerino el gaucho, serra gaucha, rio grande do sul - tannat
2020, 14%, £16</li></ul>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-variant: normal;">9.5/10.
A Very dark, solid, full bodied wine. Still young for a tannat, so
should improve for 10 years yet. </span>
</p>
<ul style="text-align: left;"><li>
Campos de cima assinatura, campanha gaucha, rio grande do sul -
shiraz/tempranillo/tannat 2018. 14%, £24</li></ul>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10. Only 2000
bottles of this in existence. Another good solid, hefty wine. Nicely
mature, and deceptively light given the grapes.
</p>
<p style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
<br />
</p>
<p style="font-variant: normal; line-height: 100%; margin-bottom: 0cm;">
<br />
</p>
<p><br /></p>UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-14489080870351054232022-04-28T09:56:00.005+01:002022-04-28T09:56:31.616+01:00April 2022. AGM and Quality Wines <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
April – the AGM. As it’s been 3 years since the last AGM – for
obvious reasons, Phil the chairman decided to push the boat out on
the wine. One little benefit to us from all the chaos in the last 2
years is that the tastings we’ve had have all been in house, so no
speaker fees, which left us with a bit a spare money. And of course,
it has to be spent on wine doesn’t it?
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">An excellent
selection, all in the £20 - £30 range, somewhat more than most of
us would spend usually (if ever!) All wines are either from Majestic
(M) or Waitrose (W). Note that at this price, the Waitrose wines
might be on-line only
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Nicolas
Feuillatte selection Brut Champagne</b> – France. 12%, £27. M</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8/10. This is one of
the highest selling champagnes in France, and the only coop in
Champagne. A very well balanced, toasty/biscuity champagne</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="2"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Rabl
Schenkenbichl Riesling reserve 2018</b> – Austria. 13% £21. W</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">8/10. Some riesling
petrol notes which you either like or don’t. Clean finish,
reminiscent of a good viognier.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="3"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Greywacke
Sauvignon Blanc 2021</b> – NZ. £13.5% £25. M</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9.5/10. This wine
screamed “quality”. You can taste where the money goes. A clean
fresh, tasty great example of a NZ SB. Made by the same people who
make Cloudy Bay.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="4"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Stags Leap
Hands of Time Chardonnay 2019 –</b> California. 14.5% £25. M</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">6/10. A cooler style
of Chardonnay, with some oak. But it seemed to be in some odd halfway
house between no oak and lots of oak. There was a powerful flavour of
something like vanilla. Not convinced.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="5"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Craggy Range Te
Muna road Pinot Noir 2018</b> – NZ. 13.5% £23. W</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10. Cool climate
PN. An excellent example. Smooth, fresh, full of flavour
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="6"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Terre de
Barlolo 2016 </b>– Italy. 14% £20. W</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10 Lighter than
might be expected, quite still with tannins. Excellent
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="7"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Reserve de
Diacres Chateauneuf de Pape 2020</b> – France. 15% £25. M</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9/10. Quite light
for a CdP, but well balanced, dense, heady, spicy..
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<ol start="8"><li><p style="line-height: 100%; margin-bottom: 0cm;"><b>Scala Dei
Priorat 2016 </b>– Spain. 15% £20. W</p>
</li></ol>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9.5/10. A monastic
wine since the 12<sup>th</sup> C.
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0tag:blogger.com,1999:blog-1919935401080552870.post-75757663991832400632022-03-21T18:52:00.002+00:002022-03-22T10:54:21.951+00:00March 2022 - Jen Connan. Wines from Bordeaux. <p> </p><p style="line-height: 100%; margin-bottom: 0cm;">
<span face="Calibri, sans-serif" style="font-size: large;"><b>Wines of Bordeaux, presented by
<span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;">JEN
CONNAN </span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;">of
H</span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;">ertfordshire
wine school</span></span></span></b></span></p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">An
excellent presentation by Jen – she’s very definitely worth
having as a speaker/presenter.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>Étoile
de Timberlay Crémant de Bordeaux Blanc Brut NV (available from M&S)</b> </p><p align="left" style="line-height: 100%; margin-bottom: 0cm;">A
sparkling wine made using the traditional method, with flavours of
red apples and brioche, and floral notes. It's a blend of 62% Merlot,
33% Semillon with a dash of Cabernet Franc.12%,
£9.50</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>Château
Saint-Jean-des-Graves 2019 (available from Waitrose)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
A fresh and aromatic Bordeaux white wine with notes of citrus,
greengage, peach and white blossom. It's a 50/50 blend of Sauvignon
and Sémillon. It undergos lees stirring to add body and complexity 12.5%, £9.99</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<b>Château Bel Air Perponcher Réserve, Bordeaux Rosé 2020
(available from The Wine Society)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Château Bel-Air is located in the Entre-Deux-Mers region where the
Despagne family have cultivated their vineyards organically since
2008. Produced mainly from Cabernet Sauvignon with a touch of
Cabernet Franc and Merlot. It has notes of strawberries, raspberries
& roses. 12.5%, £9.95</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<b>Château Méaume Bordeaux Supérieur 2018 (available from
Majestic)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Château Méaume is located approximately 15kms north of Pommerol. A
blend of 90% Merlot, 8% Cabernet Franc, 2% Cabernet Sauvignon with 2
years in oak. It has notes of plums, blueberries, blackcurrants,
black cherries, tobacco, cedar and leather.14.5%, £9.99</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>Château
Arnauton Fronsac 2014 (available from Majestic)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Fronsac is situated in Bordeaux’s Right Bank. It’s predominantly
made from Merlot, with Cabernet France and Malbec. It has notes of
plums, blackberries, blackcurrants, vanilla and cedar. 14%, £14.99</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<b>Château Lagrave Le Second Saint-Émilion 2018 (available from
Waitrose)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">The
estate's second label. A blend of 90% Merlot, 8% Cabernet Franc, 2%
Cabernet Sauvignon. 50% matured in oak. 50% matured in stainless
steel. It has notes of plums, kirsch, cigar box and chocolate.13%, £14.99</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>The
Society’s Exhibition Haut-Medoc 2014 (available from The Wine
Society)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Made for the Society by Chateau Beaumont. Located on the Left Bank
between Margaux and Saint-Julian. A blend of equal parts Cabernet
Sauvignon and Merlot, with just under 10% Petit Verdot. It has notes
of blackcurrants, black cherries, vanilla, cedar and leather.13.5%, £14.95</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><b>Definition
Sauternes 2013 (75cl) (available from Majestic)</b></p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Made for Majestic by the 1855 classified 2nd growth, Château Filhot.
A blend of 60% Semillon 36% Sauvignon Blanc and 4% Muscadelle. It
sspends 2 years in 30% new oak before bottling. It has pronounced
notes of citrus and stone fruits and honey.13%, £19.99</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;">The
wines were all classic Bordeaux examples, with few surprises. The
best was probably the <b>Château Méaume </b><span style="font-weight: normal;">at
a very good price. But to be honest, it does feel like Bordeaux wines
have stood still, while the rest of the world has moved on. </span>
</p>
<p align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p align="left" style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
UWSWineLoverhttp://www.blogger.com/profile/11392522005933544257noreply@blogger.com0