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	<title>New Zealand Hanoverian Society</title>
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	<link>http://nzhanoverian.com</link>
	<description>Hanoverian horses - success all over the world</description>
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		<title>Secretary Role &#8211; Vacancy</title>
		<link>http://nzhanoverian.com/2013/05/secretary-role-vacancy/</link>
		<comments>http://nzhanoverian.com/2013/05/secretary-role-vacancy/#comments</comments>
		<pubDate>Fri, 31 May 2013 01:30:36 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[Information]]></category>
		<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1123</guid>
		<description><![CDATA[It has come to pass that the incumbent Secretary  is unable to continue with the role beyond the AGM in September and we welcome a show of interest from anyone who has a passion ffor breeding and the Hanoverian brand. &#160; The AGM is going to be held in Taupo on Sept 7th and 8th [...]]]></description>
				<content:encoded><![CDATA[<p class="MsoNormal"><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;">It has come to pass that the incumbent Secretary </span></span><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;"> is unable to continue with the role beyond the AGM in September and we welcome a show of interest from anyone who has a passion ffor breeding and the Hanoverian brand.<br />
</span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;">The AGM is going to be held in Taupo on Sept 7<sup>th</sup> and 8<sup>th</sup> 2013 so your attendance at that would be required. Apart from that there are 3 other meetings – held quarterly. </span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;">Please contact us via potterfamily1@vodafone.co.nz </span></span></p>
<p class="MsoNormal"><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;"> &#8211; should you have any questions and certainly if you have time , energy and the interest to take on this position.</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Arial; font-size: small;"><span style="font-size: 10pt; font-family: Arial;"> Herewith the Secretary Job Description</span></span></p>
<p><b><span style="font-family: Times New Roman; font-size: medium;"><span style="font-weight: bold; font-size: 12pt;"><br />
The Secretary’s role is to:</span></span></b></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(a)        Record the minutes of Committee and Annual Meetings and record these in a book; </span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">            (i)  Distribute minutes of the Committee Meetings in an acceptable timeframe</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">            (ii)  Distribute minutes of the Annual Meetings with a copy of the Financial Statements in an acceptable timeframe.</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">            (iii)  Distribute Agendas for the Committee and Annual Meetings.</span></span></p>
<p>&nbsp;</p>
<p style="background: white;"><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(b)        Coordinate with the Treasurer and Studbook Keeper and Newsletter Editor the database Register of Members </span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(c)        Hold the Society&#8217;s current records, documents, and books; </span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(d)        Receive and reply to correspondence as required by the Committee, report these to Committee meetings.</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(e)        Retain the common seal of the Society, if the Society has a common seal.  </span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(f)         Advise the Registrar of Incorporated Societies of any alteration to the Rules (to be signed off by three members of the Committee – and attached to the appropriate form).</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(g)        Receive Membership applications, report these to Committee Meetings for ratification.</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(h)        Mail out New Member Pack which includes a copy of the Rules, H-NZ Sticker, a welcome letter, Procedures Page, Badge, Copy of latest Newsletter.               </span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(i)         Liaise with the Studbook keeper re rule changes and rule book requirements</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(j)        Prepare Annual Awards and Certificates prior to the AGM dinner and prize giving</span></span></p>
<p>&nbsp;</p>
<p><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(k)       Send letters of invitation to Awards winners</span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="font-family: Times New Roman; font-size: medium;"><span style="font-size: 12pt;">(j)         Be a full breeding member</p>
<p></span></span></p>
<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Latest NZ Hanoverian magazine now online</title>
		<link>http://nzhanoverian.com/2013/05/latest-nz-hanoverian-mag-online/</link>
		<comments>http://nzhanoverian.com/2013/05/latest-nz-hanoverian-mag-online/#comments</comments>
		<pubDate>Fri, 31 May 2013 01:25:04 +0000</pubDate>
		<dc:creator>NZ Hanoverian Society</dc:creator>
				<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1121</guid>
		<description><![CDATA[The April 2013 edition of the society's newsletter is now available for members to view online.]]></description>
				<content:encoded><![CDATA[<p>The April 2013 edition of the society&#8217;s newsletter is now available for members to view online.</p>
<p>» <a href="http://nzhanoverian.com/forms-publications/"><span style="text-decoration: underline;">Download</span></a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Horses for Sale</title>
		<link>http://nzhanoverian.com/2013/05/horses-for-sale/</link>
		<comments>http://nzhanoverian.com/2013/05/horses-for-sale/#comments</comments>
		<pubDate>Thu, 30 May 2013 03:58:17 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1114</guid>
		<description><![CDATA[New horses on line now including a foal by Rascalino  &#8211; see picture of Rascalino below. Have a look]]></description>
				<content:encoded><![CDATA[<p>New horses on line now including a foal by Rascalino  &#8211; see picture of Rascalino below.</p>
<p><img class="alignnone size-thumbnail wp-image-1117" alt="rascalino2" src="http://nzhanoverian.com/wp-content/uploads/2013/05/rascalino2-150x150.jpg" width="150" height="150" /></p>
<p>Have a look</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Foal Branding Process</title>
		<link>http://nzhanoverian.com/2013/05/the-foal-branding-process/</link>
		<comments>http://nzhanoverian.com/2013/05/the-foal-branding-process/#comments</comments>
		<pubDate>Thu, 30 May 2013 02:22:04 +0000</pubDate>
		<dc:creator>Kim Morrison</dc:creator>
				<category><![CDATA[Breeding]]></category>
		<category><![CDATA[News]]></category>
		<category><![CDATA[featured]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1092</guid>
		<description><![CDATA[Whilst we realise that the arrival of foals is a little time off &#8211; it is a good idea to remind breeders and prospective breeders of what is involved in registering your foal/s as  Hanoverians &#160;]]></description>
				<content:encoded><![CDATA[<p><span id="more-1092"></span></p>
<div id="attachment_926" class="wp-caption alignnone" style="width: 160px"><img class="size-thumbnail wp-image-926" alt="All Talk - premium foal " src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Benefit-Babe-web-xx-150x150.jpg" width="150" height="150" /><p class="wp-caption-text">All Talk &#8211; premium foal</p></div>
<p>Whilst we realise that the arrival of foals is a little time off &#8211; it is a good idea to remind breeders and prospective breeders of what is involved in registering your foal/s as  Hanoverians</p>
<p>&nbsp;</p>
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" width="881" height="1177" /></p>
]]></content:encoded>
			<wfw:commentRss>http://nzhanoverian.com/2013/05/the-foal-branding-process/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Merchandise Page Update</title>
		<link>http://nzhanoverian.com/2013/05/merchandise-page-update/</link>
		<comments>http://nzhanoverian.com/2013/05/merchandise-page-update/#comments</comments>
		<pubDate>Sun, 26 May 2013 23:51:00 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[News]]></category>
		<category><![CDATA[Updated Merchandise]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1075</guid>
		<description><![CDATA[Have a look at the Merchandise Page &#8211; updated with new items available.]]></description>
				<content:encoded><![CDATA[<p>Have a look at the Mer<img class="size-thumbnail wp-image-1070 alignleft" alt="t-shirt" src="http://nzhanoverian.com/wp-content/uploads/2010/09/t-shirt-150x150.jpg" width="150" height="150" />chandise Page &#8211; updated with new items available.</p>
]]></content:encoded>
			<wfw:commentRss>http://nzhanoverian.com/2013/05/merchandise-page-update/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Hanoverian &#8211; now on line</title>
		<link>http://nzhanoverian.com/2013/05/the-hanoverian-now-on-line/</link>
		<comments>http://nzhanoverian.com/2013/05/the-hanoverian-now-on-line/#comments</comments>
		<pubDate>Sat, 18 May 2013 00:03:54 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1065</guid>
		<description><![CDATA[The Hanoverian &#8211; for March and April 2013 &#8211; is now available for Full Members]]></description>
				<content:encoded><![CDATA[<p>The Hanoverian &#8211; for March and April 2013 &#8211; is now available for Full Members</p>
]]></content:encoded>
			<wfw:commentRss>http://nzhanoverian.com/2013/05/the-hanoverian-now-on-line/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>February tour &#8211; premium foals</title>
		<link>http://nzhanoverian.com/2013/05/february-tour-premium-foals/</link>
		<comments>http://nzhanoverian.com/2013/05/february-tour-premium-foals/#comments</comments>
		<pubDate>Tue, 14 May 2013 03:25:25 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[Breeding]]></category>
		<category><![CDATA[News]]></category>
		<category><![CDATA[featured]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=1030</guid>
		<description><![CDATA[Enya MH was the top jumping foal and Limelight SW and Don Vito MH were equal top dressage foals. ]]></description>
				<content:encoded><![CDATA[<p>Enya MH was the top jumping foal and Limelight SW and Don Vito MH were equal top dressage foals. <span id="more-1030"></span></p>
<p>&nbsp;</p>

<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-sheenas-mares-web/' title='Copy of Sheenas mares web'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Sheenas-mares-web-150x150.jpg" class="attachment-thumbnail" alt="Sheena Ross with Top filly Siriana SW and Reserve Champion of tour Sable Hit SW" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-sl-dazzle_nl/' title='Copy of SL Dazzle_NL'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-SL-Dazzle_NL-150x150.jpg" class="attachment-thumbnail" alt="Stoneylea Dazzle with Owner Kris Gavin and breeder Angela Smith" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-sirianaweb/' title='Copy of Sirianaweb'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Sirianaweb-150x150.jpg" class="attachment-thumbnail" alt="Siriana SW with owner Sheena Ross and the judges" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-mpt-jumping_nl/' title='Copy of MPT jumping_NL'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-MPT-jumping_NL-150x150.jpg" class="attachment-thumbnail" alt="Parkrige Donnamour in Mare Performance test" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-lusenka-mare-family_nl/' title='Copy of Lusenka mare family_NL'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Lusenka-mare-family_NL-150x150.jpg" class="attachment-thumbnail" alt="Stoneylea EM Lusenka Imp. and her family" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-limelight-web/' title='Copy of Limelight web'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Limelight-web-150x150.jpg" class="attachment-thumbnail" alt="Limelight SW - equal top dressage foal" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-enya-mh-web/' title='Copy of Enya MH web'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Enya-MH-web-150x150.jpg" class="attachment-thumbnail" alt="Enya MH - top jumping foal" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-don-vito-mhweb/' title='Copy of Don Vito MHweb'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Don-Vito-MHweb-150x150.jpg" class="attachment-thumbnail" alt="De Vito MH - equal top drssage foal" /></a>
<a href='http://nzhanoverian.com/2013/04/impressions-of-the-2013-hanoverian-tour-by-dr-ludwig-christmann-2/copy-of-benefit-babe-web-xx/' title='Copy of Benefit Babe web xx'><img width="150" height="150" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Benefit-Babe-web-xx-150x150.jpg" class="attachment-thumbnail" alt="All Talk - premium foal" /></a>

<p><img class="aligncenter size-full wp-image-1028" alt="nzhan-topfoals" src="http://nzhanoverian.com/wp-content/uploads/2013/05/nzhan-topfoals.gif" width="615" height="683" /></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Elite Mares and Elite Mare Candidates 2013</title>
		<link>http://nzhanoverian.com/2013/05/elite-mares-and-elite-mare-candidates-2013/</link>
		<comments>http://nzhanoverian.com/2013/05/elite-mares-and-elite-mare-candidates-2013/#comments</comments>
		<pubDate>Tue, 14 May 2013 02:02:12 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[Breeding]]></category>
		<category><![CDATA[featured]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=988</guid>
		<description><![CDATA[All of the top mares from the Verband Inspection tour have become Elite Candidate Mares.]]></description>
				<content:encoded><![CDATA[<div id="attachment_932" class="wp-caption aligncenter" style="width: 330px"><img class="size-full wp-image-932" alt="Sable Hit SW - reserve champion of tour" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Copy-of-Sable-hit_NL.jpg" width="320" height="213" /><p class="wp-caption-text">Sable Hit SW &#8211; reserve champion of tour</p></div>
<p>&nbsp;</p>
<table width="616" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col style="mso-width-source: userset; mso-width-alt: 4315; width: 89pt;" span="2" width="118" />
<col style="mso-width-source: userset; mso-width-alt: 4461; width: 92pt;" width="122" />
<col style="width: 48pt;" span="4" width="64" /> </colgroup>
<tbody>
<tr style="height: 18.0pt;">
<td class="xl28" style="height: 18.0pt; mso-ignore: colspan; width: 366pt;" colspan="5" width="486" height="24"><span style="text-decoration: underline;"><strong>Top Mares from the Verband Inspection Tour 2013</strong></span></td>
<td class="xl28" style="width: 48pt;" width="64"></td>
<td class="xl28" style="width: 48pt;" width="64"></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl31" style="height: 15.0pt; mso-ignore: colspan;" colspan="4" height="20">All these mares have become Elite Candidate Mares</td>
<td class="xl31"></td>
<td class="xl31"></td>
<td class="xl31"></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl31" style="height: 15.0pt;" height="20"></td>
<td class="xl31"></td>
<td class="xl31"></td>
<td class="xl31"></td>
<td class="xl31"></td>
<td class="xl31"></td>
<td class="xl31"></td>
</tr>
<tr style="height: 15.75pt;">
<td class="xl29" style="height: 15.75pt; mso-ignore: colspan;" colspan="2" height="21"><span style="text-decoration: underline;"><strong>Champion Mare</strong></span></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Danzare MH</td>
<td class="xl24" style="border-left: none;">Dancier</td>
<td class="xl25">Weltmeyer</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="3">Matthews Hanoverians</td>
<td></td>
</tr>
<tr style="height: 15.75pt;">
<td class="xl30" style="height: 15.75pt;" height="21"><span style="text-decoration: underline;"><strong>Reserve Champion Mare</strong></span></td>
<td class="xl30" style="border-left: none;"></td>
<td class="xl25"></td>
<td class="xl25"></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Sable Hit SW</td>
<td class="xl24" style="border-left: none;">Sandro Hit</td>
<td class="xl25">De Niro</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="3">Sterling Warmbloods</td>
<td></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl25" style="height: 15.0pt;" height="20"></td>
<td class="xl25"></td>
<td class="xl25"></td>
<td class="xl31" style="mso-ignore: colspan;" colspan="3">Breeder Fiona McCrostie</td>
<td></td>
</tr>
<tr style="height: 15.75pt;">
<td class="xl29" style="height: 15.75pt;" height="21"><span style="text-decoration: underline;"><strong>Top TB Mare</strong></span></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Eight Stars xx</td>
<td class="xl24" style="border-left: none;">Senor Pete xx</td>
<td class="xl25">Cache of Gold xx</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="3">Henton Lodge Hanoverians</td>
<td></td>
</tr>
<tr style="height: 12.75pt;">
<td style="height: 12.75pt;" height="17"></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 15.75pt;">
<td class="xl29" style="height: 15.75pt; mso-ignore: colspan;" colspan="2" height="21"><span style="text-decoration: underline;"><strong>Further Elite Candidate Mares</strong></span></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Stoneylea Dazzle</td>
<td class="xl24" style="border-left: none;">Dream Boy</td>
<td class="xl25">Happy Melody xx</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="2">Kris newcombe</td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19"></td>
<td class="xl24" style="border-left: none;"></td>
<td class="xl25"></td>
<td class="xl25" style="mso-ignore: colspan;" colspan="4">Breeders John and Angela Smith</td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Ascension</td>
<td class="xl24" style="border-left: none;">Anamour</td>
<td class="xl25">Distelfink</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="3">Manaia Sporthorses</td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl24" style="height: 14.25pt;" height="19">Limited Edition</td>
<td class="xl24" style="border-left: none;">Limonit</td>
<td class="xl25">Kingdom Bay xx</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="2">Sharron Brinkley</td>
<td></td>
<td></td>
</tr>
<tr style="height: 14.25pt;">
<td class="xl25" style="height: 14.25pt;" height="19"></td>
<td class="xl25"></td>
<td class="xl25"></td>
<td class="xl25" style="mso-ignore: colspan;" colspan="3">Breeder Jennifer Johnson</td>
<td></td>
</tr>
<tr style="mso-height-source: userset; height: 13.5pt;">
<td class="xl26" style="height: 13.5pt;" height="18">Farloe Gemini</td>
<td class="xl26" style="border-left: none;">Gymnastik Star</td>
<td class="xl27">Anamour</td>
<td class="xl25" style="mso-ignore: colspan;" colspan="2">Mrs Soo Wells.</td>
<td></td>
<td></td>
</tr>
<tr style="mso-height-source: userset; height: 13.5pt;">
<td class="xl25" style="height: 13.5pt;" height="18"></td>
<td class="xl25"></td>
<td class="xl25"></td>
<td class="xl25"></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="height: 15.75pt;">
<td class="xl29" style="height: 15.75pt;" height="21"><span style="text-decoration: underline;"><strong>Elite Mares </strong></span></td>
<td class="xl25" style="mso-ignore: colspan;" colspan="2"><strong>new additions 2013</strong></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr style="mso-height-source: userset; height: 16.5pt;">
<td class="xl32" style="height: 16.5pt;" height="22">Luminesse EDH</td>
<td class="xl32">Limonit</td>
<td class="xl32">Mantari xx</td>
<td class="xl32" style="mso-ignore: colspan;" colspan="3">Elite Dressage Horses</td>
<td></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl32" style="height: 15.0pt;" height="20"></td>
<td class="xl32"></td>
<td class="xl32"></td>
<td class="xl32" style="mso-ignore: colspan;" colspan="3">Breeder Ad Astra Stud</td>
<td></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl32" style="height: 15.0pt;" height="20">For Fame PSH</td>
<td class="xl32">For Feeling</td>
<td class="xl32">Gaius xx</td>
<td class="xl32" style="mso-ignore: colspan;" colspan="2">Nicolette Rendle</td>
<td class="xl32"></td>
<td></td>
</tr>
<tr style="height: 15.0pt;">
<td class="xl32" style="height: 15.0pt;" height="20"> Henton Evita Xtreme</td>
<td class="xl32"> El Bundy</td>
<td class="xl32"> Distelfink</td>
<td class="xl32" style="mso-ignore: colspan;" colspan="3">Performance SporthorsesXtreme SporthorsesBreeder Henton Lodge Hanoverians<span id="more-988"></span></td>
<td></td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>Hanoverians out and about in Horse Trials</title>
		<link>http://nzhanoverian.com/2013/05/hanoverians-out-and-about-in-horse-trials/</link>
		<comments>http://nzhanoverian.com/2013/05/hanoverians-out-and-about-in-horse-trials/#comments</comments>
		<pubDate>Mon, 13 May 2013 23:22:59 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=957</guid>
		<description><![CDATA[  Growing numbers of branded Hanoverians are appearing at Horse Trial events this autumn… Apart from the previously mentioned Lexington (Limonit/ Karensky xx) has been placed in Novice starts in recent weeks with Daniel Blundell. Breeder Melissa Nadin Henton Executive (Escudo I/Distelfink) has a new rider in Andy Daines and has been out at 2 [...]]]></description>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt;"> </span></span></i></b></p>
<p class="MsoNormal">Growing numbers of branded Hanoverians are appearing at Horse Trial events this autumn…</p>
<p class="MsoNormal">Apart from the previously mentioned Lexington (Limonit/ Karensky xx) has been placed in Novice starts in recent weeks with Daniel Blundell. Breeder Melissa Nadin</p>
<p class="MsoNormal"><img class="alignnone size-thumbnail wp-image-960" alt="Lexington_Puhinui_2012" src="http://nzhanoverian.com/wp-content/uploads/2013/05/Lexington_Puhinui_2012-150x150.jpg" width="150" height="150" /></p>
<p class="MsoNormal">Henton Executive (Escudo I/Distelfink) has a new rider in Andy Daines and has been out at 2 star and Open Intermediate level. Breeders Henton Lodge Hanoverians</p>
<p class="MsoNormal"><img class="alignnone size-thumbnail wp-image-961" alt="H Executive" src="http://nzhanoverian.com/wp-content/uploads/2013/05/H-Executive-150x150.jpg" width="150" height="150" /></p>
<p class="MsoNormal">Leo Degas (Dream Boy/Leader of the Band xx) has had a 3 star win and a withdrawal at the South Island 3 Day due to the atrocious conditions. Breeder Julia Fraser</p>
<p class="MsoNormal"><img class="alignnone size-thumbnail wp-image-964" alt="Leo Degas" src="http://nzhanoverian.com/wp-content/uploads/2013/05/Leo-Degas-150x150.jpg" width="150" height="150" /></p>
<p class="MsoNormal">Anabar (Anamour/Victory Dance xx ) having some successes at Training with Megan Finlayson. Breeders Bilbar Lodge</p>
<p class="MsoNormal">Many other combinations have been seen and heard…..</p>
<p class="MsoNormal">Henton First Edition (For Edition/Anamour) with Donna Smith in training. Breeders Henton Lodge Hanoverians</p>
<p class="MsoNormal"><img class="alignnone size-thumbnail wp-image-962" alt="H Firste edition" src="http://nzhanoverian.com/wp-content/uploads/2013/05/H-Firste-edition-150x150.jpg" width="150" height="150" /></p>
<p class="MsoNormal">Louis Lamont (Limonit/ Karensky xx) in training – being a full sibling to Lexington. Breeders Ad Astra Hanoverians</p>
<p class="MsoNormal">Stoneylea Lord Locksley (Locksley II/Anamour) with Christine Weal in Pre training. Breeders John and Angela Smith</p>
<p class="MsoNormal">Henton Allegria (Anamour/Dynamit) for Ruth Woodward – a win at Pre Novice at Te Rapa. Breeders Henton Lodge Hanoverians</p>
<p class="MsoNormal"><img class="alignnone size-thumbnail wp-image-963" alt="H Allegria" src="http://nzhanoverian.com/wp-content/uploads/2013/05/H-Allegria-150x150.jpg" width="150" height="150" /></p>
<p class="MsoNormal">Balmoral Henton (Contendro I/Distelfink) also had a win at Te Rapa in Pre Novice for Donna Smith. Breeders Henton Lodge Hanoverians</p>
<p class="MsoNormal">LV Award (Anamour/Genius)  &#8211; Novice level for Jesica Woods  Breeders Bilbar Lodge</p>
<p class="MsoNormal">Stoneylea Eclipse (Earl/Dynamit) in pre training for Angela Lloyd. Breeders John and Angela Smith</p>
<p class="MsoNormal">Rosari Dante (Don Picardi/Gymnastik Star) in Donna Smith’s stable doing training. Breder Fiona McCrostie</p>
<p class="MsoNormal">Rosari Don Juan (Don Frederico/Anamour) first on debut in Pre Training at Woodhill Sands on his dressage score with Sophie Wilkinson. Breeder Fiona McCrostie</p>
<p class="MsoNormal">Henton Ambition (Anamour/J O Dahlia xx) has had starts at HOYS in YR and various other shows and represented Franklin Thames Valley at NZ Pony Club Champs in the DC competition. Breeder Karen de Beer</p>
<p class="MsoNormal">Limousine (Limonit/Dynamit) was placed in the 4 and 5 yr Young Event Horse competition at Te Rapa with Tim Bruce. Breeder Janis Te Kani.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>May Auction in Verden</title>
		<link>http://nzhanoverian.com/2013/04/may-auction-in-verden/</link>
		<comments>http://nzhanoverian.com/2013/04/may-auction-in-verden/#comments</comments>
		<pubDate>Sun, 28 Apr 2013 20:17:18 +0000</pubDate>
		<dc:creator>Robin Potter</dc:creator>
				<category><![CDATA[Information]]></category>

		<guid isPermaLink="false">http://nzhanoverian.com/?p=944</guid>
		<description><![CDATA[]]></description>
				<content:encoded><![CDATA[<p><img class="alignnone size-thumbnail wp-image-951" alt="Titel_Maiauktion_2013" src="http://nzhanoverian.com/wp-content/uploads/2013/04/Titel_Maiauktion_2013-150x150.jpg" width="150" height="150" /><img alt="" /></p>
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