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	<title>Ausbildung &#8211; Westernreiter</title>
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	<description>EWU DEUTSCHLAND e.V.  Pferdesportverband Westernreiten  Turnier und Ausbildung Western gerittene Pferde, Quarter Horse, Paint Horse, Appaloosa, western reiten, Westernreiter</description>
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	<title>Ausbildung &#8211; Westernreiter</title>
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	<item>
		<title>DOSB Ausbilderzertifikat Fortbildungsmodule</title>
		<link>https://ewu-bund.com/dosb-ausbilderzertifikat-fortbildungsmodule/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 10 Feb 2026 17:15:53 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41415</guid>

					<description><![CDATA[&#160; Die Ausbildungsgänge des Deutschen Olympischen Sportbundes (DOSB) stehen seit jeher für höchste Qualitätsstandards im organisierten Sport. Seit 2006 können auch Ausbilder im DOSB-Lehrwesen das DOSB Ausbilderzertifikat erwerben – ein klares Zeichen für fundierte fachliche und didaktische Qualifikation. Verpflichtend für EWU-Trainer A und B Für Trainer der Ersten Westernreiter Union Deutschland e.V. (EWU) ist der Besitz dieses Zertifikats seit 2020 verpflichtend, um Trainerlehrgänge und Trainerassistentenkurse eigenverantwortlich durchführen zu dürfen. Damit wird sichergestellt, dass alle Lehrkräfte nicht nur über umfangreiche reiterliche Kompetenzen, sondern auch über fundierte sozial- und methodenpädagogische Fähigkeiten verfügen. Fortbildungsmodule: Sozialkompetenz und Methodenkompetenz Zur Erlangung des Zertifikats bietet die &#8230; <a href="https://ewu-bund.com/dosb-ausbilderzertifikat-fortbildungsmodule/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p data-start="180" data-end="486">Die Ausbildungsgänge des Deutschen Olympischen Sportbundes (DOSB) stehen seit jeher für höchste Qualitätsstandards im organisierten Sport. Seit 2006 können auch Ausbilder im DOSB-Lehrwesen das <strong data-start="373" data-end="401">DOSB Ausbilderzertifikat</strong> erwerben – ein klares Zeichen für fundierte fachliche und didaktische Qualifikation.</p>
<h3 data-start="488" data-end="529">Verpflichtend für EWU-Trainer A und B</h3>
<p data-start="531" data-end="946">Für Trainer der <strong data-start="547" data-end="600">Ersten Westernreiter Union Deutschland e.V. (EWU)</strong> ist der Besitz dieses Zertifikats seit 2020 <strong data-start="645" data-end="662">verpflichtend</strong>, um <strong data-start="667" data-end="715">Trainerlehrgänge und Trainerassistentenkurse</strong> eigenverantwortlich durchführen zu dürfen. Damit wird sichergestellt, dass alle Lehrkräfte nicht nur über umfangreiche reiterliche Kompetenzen, sondern auch über fundierte <strong data-start="888" data-end="936">sozial- und methodenpädagogische Fähigkeiten</strong> verfügen.</p>
<h3 data-start="948" data-end="1009">Fortbildungsmodule: Sozialkompetenz und Methodenkompetenz</h3>
<p data-start="1011" data-end="1095">Zur Erlangung des Zertifikats bietet die EWU zwei aufeinander abgestimmte Module an:</p>
<ul data-start="1097" data-end="1393">
<li data-start="1097" data-end="1234">
<p data-start="1099" data-end="1234"><strong data-start="1099" data-end="1129">Modul 1: Methodenkompetenz</strong><br data-start="1129" data-end="1132" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 16./17. März 2026<br data-start="1154" data-end="1157" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4cd.png" alt="📍" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Trainingsstall Leckebusch, Nümbrecht<br data-start="1198" data-end="1201" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f468-200d-1f3eb.png" alt="👨‍🏫" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Referent: Hermann Grams</p>
</li>
<li data-start="1236" data-end="1393">
<p data-start="1238" data-end="1393"><strong data-start="1238" data-end="1283">Modul 2: Sozialkompetenz (mit Praxisteil)</strong><br data-start="1283" data-end="1286" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 13./14. April 2026<br data-start="1309" data-end="1312" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4cd.png" alt="📍" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Nussbaumhof, Großostheim<br data-start="1341" data-end="1344" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f469-200d-1f3eb.png" alt="👩‍🏫" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Referenten: Anne Wölert und Hermann Grams</p>
</li>
</ul>
<p class="p1">Die Teilnahme an beiden Modulen ist verpflichtend. Die Teilnahme ist <strong data-start="1413" data-end="1439">reitweisenübergreifend</strong> möglich. Nach erfolgreicher Teilnahme an beiden Modulen wird das <strong data-start="1505" data-end="1533">DOSB Ausbilderzertifikat</strong> verliehen, das <strong data-start="1549" data-end="1570">vier Jahre gültig</strong> ist.</p>
<h3 data-start="1614" data-end="1636">Ablauf &amp; Anmeldung</h3>
<p data-start="1638" data-end="1916">Die Anmeldung erfolgt über das <a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldung_Module-1.pdf">Anmeldeformular</a>, das per E-Mail an die Bundesgeschäftsstelle zurückgesendet werden muss. Die Teilnehmerzahl ist auf <strong data-start="1778" data-end="1801">maximal 16 Personen</strong> begrenzt.<br data-start="1811" data-end="1814" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2709.png" alt="✉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Anmeldung an: <a class="decorated-link cursor-pointer" rel="noopener" data-start="1831" data-end="1852">vschirmer@ewu-bund.de</a><br data-start="1852" data-end="1855" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Anmeldeschluss: <strong data-start="1874" data-end="1891">08. März 2026</strong><br data-start="1891" data-end="1894" /> Kosten pro Modul:</p>
<p data-start="1919" data-end="1946"><strong data-start="1919" data-end="1938">EWU-Mitglieder:</strong> 310 €<br />
<strong data-start="1949" data-end="1970">Nicht-Mitglieder:</strong> 350 €</p>
<hr data-start="1978" data-end="1981" />
<h3 data-start="1983" data-end="2037"><a href="https://ewu-bund.com/jetzt-anmelden-online-fortbildung-zur-verlaengerung-des-dosb-ausbilderzertifikats/">Verlängerung des Zertifikats: Online und praxisnah</a></h3>
<p data-start="2039" data-end="2292">Vom <strong data-start="2043" data-end="2068">8. bis 29. April 2026</strong> bietet die EWU eine <strong data-start="2089" data-end="2113">digitale Fortbildung</strong> zur Verlängerung des DOSB Ausbilderzertifikats an. Diese besteht aus vier Online-Terminen inklusive Zugang zur Lernplattform Edubreak Campus.</p>
<hr data-start="2294" data-end="2297" />
<p data-start="2299" data-end="2510">Mit dem Erwerb und der regelmäßigen Verlängerung des DOSB Ausbilderzertifikats stellt die EWU sicher, dass ihre Trainer fachlich und methodisch auf dem neuesten Stand bleiben – zum Wohle von Reitern und Pferden.</p>
<p data-start="2512" data-end="2598"><strong>Weitere Informationen :</strong><br />
<strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldung_Module-1.pdf">Anmeldung_Module</a></strong><br />
<strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Unterkunft_Grossostheim.pdf">Unterkunft_Großostheim</a></strong><br />
<strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Einladungsschreiben.pdf">Einladungsschreiben</a></strong></p>
<p>&nbsp;</p>
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			</item>
		<item>
		<title>Jetzt anmelden: Online-Fortbildung zur Verlängerung des DOSB Ausbilderzertifikats</title>
		<link>https://ewu-bund.com/jetzt-anmelden-online-fortbildung-zur-verlaengerung-des-dosb-ausbilderzertifikats/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 10 Feb 2026 17:06:42 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41426</guid>

					<description><![CDATA[Trainer, die bereits im Besitz des DOSB Ausbilderzertifikats sind, haben im April 2026 die Möglichkeit, ihr Zertifikat bequem und praxisnah zu verlängern – komplett online und mit moderner Lernplattform-Unterstützung. Digitale Fortbildung Die EWU Deutschland e.V. bietet eine strukturiert aufgebaute Online-Fortbildung, bestehend aus vier verbindlichen Terminen, inklusive Zugang zum Edubreak Sportcampus. Hier können Inhalte zeitlich flexibel bearbeitet und mit anderen Teilnehmern ausgetauscht werden. Terminübersicht: Ab 08.04.2026:Kursstart im Edubreak Campus – Einleitung &#38; Profil anlegen(kein Online-Seminar, sondern individueller Arbeitsstart auf der Plattform) 09.04.2026 &#124; 19:30 – ca. 20:00 Uhr:Begrüßung &#38; Vorstellung, Freigabe der ersten Aufgaben 15.04.2026 &#124; 19:30 – 21:00 Uhr:Online-Seminar 1: &#8230; <a href="https://ewu-bund.com/jetzt-anmelden-online-fortbildung-zur-verlaengerung-des-dosb-ausbilderzertifikats/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p data-start="248" data-end="473">Trainer, die bereits im Besitz des <strong data-start="283" data-end="312">DOSB Ausbilderzertifikats</strong> sind, haben im April 2026 die Möglichkeit, ihr Zertifikat bequem und praxisnah zu verlängern – <strong data-start="408" data-end="427">komplett online</strong> und mit moderner Lernplattform-Unterstützung.</p>
<h3 data-start="475" data-end="526">Digitale Fortbildung</h3>
<p data-start="528" data-end="800">Die EWU Deutschland e.V. bietet eine <strong data-start="565" data-end="611">strukturiert aufgebaute Online-Fortbildung</strong>, bestehend aus vier verbindlichen Terminen, inklusive Zugang zum <strong data-start="677" data-end="701">Edubreak Sportcampus</strong>. Hier können Inhalte zeitlich flexibel bearbeitet und mit anderen Teilnehmern ausgetauscht werden.</p>
<h4 data-start="802" data-end="823">Terminübersicht:</h4>
<ul data-start="825" data-end="1399">
<li data-start="825" data-end="990">
<p data-start="827" data-end="990"><strong data-start="827" data-end="845">Ab 08.04.2026:</strong><br data-start="845" data-end="848" />Kursstart im Edubreak Campus – Einleitung &amp; Profil anlegen<br data-start="908" data-end="911" /><em data-start="913" data-end="990">(kein Online-Seminar, sondern individueller Arbeitsstart auf der Plattform)</em></p>
</li>
<li data-start="992" data-end="1091">
<p data-start="994" data-end="1091"><strong data-start="994" data-end="1033">09.04.2026 | 19:30 – ca. 20:00 Uhr:</strong><br data-start="1033" data-end="1036" />Begrüßung &amp; Vorstellung, Freigabe der ersten Aufgaben</p>
</li>
<li data-start="1093" data-end="1190">
<p data-start="1095" data-end="1190"><strong data-start="1095" data-end="1130">15.04.2026 | 19:30 – 21:00 Uhr:</strong><br data-start="1130" data-end="1133" /><strong data-start="1135" data-end="1156">Online-Seminar 1:</strong> Kompetenzorientierung &amp; Reduktion</p>
</li>
<li data-start="1192" data-end="1299">
<p data-start="1194" data-end="1299"><strong data-start="1194" data-end="1229">22.04.2026 | 19:00 – 21:00 Uhr:</strong><br data-start="1229" data-end="1232" /><strong data-start="1234" data-end="1255">Online-Seminar 2:</strong> Kommunikation &amp; Wunschthemen der Teilnehmer</p>
</li>
<li data-start="1301" data-end="1399">
<p data-start="1303" data-end="1399"><strong data-start="1303" data-end="1342">29.04.2026 | 19:00 – ca. 20:30 Uhr:</strong><br data-start="1342" data-end="1345" /><strong data-start="1347" data-end="1368">Online-Seminar 3:</strong> Ergebnisse &amp; Abschluss-Meeting</p>
</li>
</ul>
<h3 data-start="1401" data-end="1423">Anmeldung &amp; Kosten</h3>
<p data-start="1425" data-end="1543">Anmeldung per E-Mail an:<a href="mailto:vschirmer@ewu-bund.de"> <strong data-start="1453" data-end="1478">vschirmer@ewu-bund.de</strong></a><br data-start="1478" data-end="1481" />Bitte das <strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldung_Verlaengerung-1.pdf">Anmeldungeformular Verlängerung</a></strong>  vollständig ausgefüllt einreichen.</p>
<p data-start="1545" data-end="1570"><strong data-start="1548" data-end="1568">Teilnahmegebühr:</strong></p>
<p>EWU-Mitglieder: <strong data-start="1589" data-end="1598">130 €</strong> (inkl. Edubreak-Zugang)<br />
Nicht-Mitglieder: <strong data-start="1645" data-end="1654">160 €</strong> (inkl. Edubreak-Zugang)</p>
<h3 data-start="1680" data-end="1692">Wichtig:</h3>
<p data-start="1693" data-end="1833">Die Teilnahme an <strong data-start="1710" data-end="1746">allen Terminen ist verpflichtend</strong>, um die Verlängerung des Zertifikats zu erhalten.</p>
<p data-start="1693" data-end="1833"><strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Einladungsschreiben.pdf">Einladungsschreiben</a></strong><br />
<strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldung_Verlaengerung-1.pdf">Anmeldung_Verlängerung</a></strong></p>
<p>&nbsp;</p>
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		<item>
		<title>A/B, C/D-Richterprüfung 2026 in Kreuth</title>
		<link>https://ewu-bund.com/a-b-c-d-richterpruefung-2026-in-kreuth/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 10 Feb 2026 15:16:05 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41395</guid>

					<description><![CDATA[&#160; Die Richterprüfung bietet dir die Gelegenheit, deine Ausbildung erfolgreich abzuschließen und als qualifizierter Richter tätig zu werden. Prüfungstermin 13. bis 17. Mai 2026 Ort: Kreuth (während der Doppelshow) Deine Prüfer Die Prüfung wird von den erfahrenen Richterinnen Constance Boldt und Andrea Scheper abgenommen. Unterstützt werden sie von Ringsteward Renate Seidel, die dich durch den praktischen Ablauf begleitet. Du profitierst damit von einem kompetenten und eingespielten Prüferteam. Anmeldung zur Prüfung Anmeldeschluss: 1. April 2026 Bitte wähle den für dich passenden Anmeldebogen aus und fülle ihn sorgfältig aus. Sende den vollständigen Bogen zusammen mit allen erforderlichen Nachweisen und Unterlagen per E-Mail &#8230; <a href="https://ewu-bund.com/a-b-c-d-richterpruefung-2026-in-kreuth/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Die Richterprüfung bietet dir die Gelegenheit, deine Ausbildung erfolgreich abzuschließen und als qualifizierter Richter tätig zu werden.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Prüfungstermin</strong><br />
<strong>13. bis 17. Mai 2026</strong><br />
Ort: Kreuth (während der Doppelshow)</p>
<h3 class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Deine Prüfer</h3>
<div class="" data-block="true" data-editor="f2rqs" data-offset-key="5ub10-0-0">
<div class="_1mf _1mj" data-offset-key="5ub10-0-0"><span data-offset-key="5ub10-0-0">Die Prüfung wird von den erfahrenen Richterinnen Constance Boldt und Andrea Scheper abgenommen.</span></div>
</div>
<div class="" data-block="true" data-editor="f2rqs" data-offset-key="22rml-0-0">
<div class="_1mf _1mj" data-offset-key="22rml-0-0"><span data-offset-key="22rml-0-0">Unterstützt werden sie von Ringsteward Renate Seidel, die dich durch den praktischen Ablauf begleitet. Du profitierst damit von einem kompetenten und eingespielten Prüferteam.</span></div>
</div>
<h3 class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Anmeldung zur Prüfung</h3>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Anmeldeschluss: 1. April 2026</strong></p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Bitte wähle den für dich passenden Anmeldebogen aus und fülle ihn sorgfältig aus. Sende den vollständigen Bogen zusammen mit allen erforderlichen Nachweisen und Unterlagen per E-Mail an:</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4e7.png" alt="📧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong><a class="underline underline underline-offset-2 decoration-1 decoration-current/40 hover:decoration-current focus:decoration-current" href="mailto:y.steinbock@ewu-bund.de">y.steinbock@ewu-bund.de</a></strong></p>
<h3 class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Anmeldebögen zum Download:</h3>
<p><strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldebogen-C-D-2026.pdf">Anmeldebogen C-D 2026</a></strong></p>
<p><strong><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldebogen-A-B-2026.pdf">Anmeldebogen A-B 2026</a></strong><a class="decorated-link cursor-pointer" rel="noopener" data-start="848" data-end="872"><br />
</a></p>
<p data-start="704" data-end="874"><strong data-start="846" data-end="874"><a href="https://ewu-bund.com/wp-content/uploads/2026/02/Anmeldebogen-Richter-anderer-Verbaende2026.pdf">Anmeldebogen Richter anderer Verbände2026</a></strong></p>
<h3 class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Voraussetzungen für die Zulassung</h3>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Bevor du dich anmeldest, prüfe bitte, ob du alle erforderlichen Voraussetzungen erfüllst. Eine detaillierte Übersicht aller Zulassungskriterien findest du sowohl auf dem jeweiligen Anmeldebogen als auch im <a href="https://ewu-bund.com/wp-content/uploads/2025/11/2025_11-Merkblatt-Turnier-Richter.pdf"><strong>Merkblatt Richter.</strong></a>. Diese Dokumente geben dir einen vollständigen Überblick über die notwendigen Qualifikationen, Erfahrungsnachweise und weitere Anforderungen.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Wir freuen uns auf deine Anmeldung und wünschen dir viel Erfolg bei deiner Prüfungsvorbereitung!</strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Bericht zum EWU-Ausbildungsausschuss-Klausurtreffen 2026</title>
		<link>https://ewu-bund.com/bericht-zum-ewu-ausbildungsausschuss-klausurtreffen-2026/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Wed, 28 Jan 2026 12:56:48 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41258</guid>

					<description><![CDATA[&#160; Ideen, Austausch und gute Laune: Das EWU-Ausbildungsausschuss-Klausurtreffen 2026 Am 23. Januar 2026 war es wieder so weit: Der EWU-Ausbildungsausschuss traf sich zur jährlichen Klausurtagung im gemütlichen Hotel Derichsweiler Hof in Nümbrecht. Teilnehmende waren Ingo Nowee, Ingrid Bongard, Elke Behrens, Kerstin Averwald, Petra Roth Leckebusch, Vanessa Schirmer (für die Geschäftsstelle) und als Gast Desiree Kroeger-Dick. Die Stimmung? Ausgesprochen positiv und lebhaft – so macht Teamarbeit Spaß! Natürlich wurde nicht nur gelacht, sondern auch fleißig gearbeitet: Die Überarbeitung der APO 2026 ist abgeschlossen, und das Ausbildungsangebot soll künftig noch mehr Freizeit- und Breitensportler begeistern. Auch die EWU-Homepage steht auf dem Plan &#8230; <a href="https://ewu-bund.com/bericht-zum-ewu-ausbildungsausschuss-klausurtreffen-2026/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Ideen, Austausch und gute Laune: Das EWU-Ausbildungsausschuss-Klausurtreffen 2026</strong></p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Am 23. Januar 2026 war es wieder so weit: Der EWU-Ausbildungsausschuss traf sich zur jährlichen Klausurtagung im gemütlichen Hotel Derichsweiler Hof in Nümbrecht.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Teilnehmende waren Ingo Nowee, Ingrid Bongard, Elke Behrens, Kerstin Averwald, Petra Roth Leckebusch, Vanessa Schirmer (für die Geschäftsstelle) und als Gast Desiree Kroeger-Dick.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Die Stimmung? Ausgesprochen positiv und lebhaft – so macht Teamarbeit Spaß!</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Natürlich wurde nicht nur gelacht, sondern auch fleißig gearbeitet: Die Überarbeitung der APO 2026 ist abgeschlossen, und das Ausbildungsangebot soll künftig noch mehr Freizeit- und Breitensportler begeistern.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Auch die EWU-Homepage steht auf dem Plan – der Ausbildungsbereich wird bald moderner und noch übersichtlicher, damit alle Mitglieder und Interessierten noch schneller finden, was sie suchen. Schon heute bietet die Seite umfangreiche Informationen und Anregungen für APO-Lehrgänge. Mit der Überarbeitung wollen wir diese wertvollen Inhalte noch besser sichtbar machen und die Navigation optimieren.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Ein weiteres Herzensthema: Der Austausch mit Trainern und Multiplikatoren. Hier wurden neue Pläne geschmiedet, um die Zusammenarbeit noch enger zu gestalten. Und weil gute Lehrgänge gute Leute brauchen, ruft der Ausschuss dazu auf, Richter oder Prüfer bei der EWU zu werden – diese Fachleute sind wichtig, damit wir flächendeckend Lehrgänge anbieten können.</p>
<p>Petra Roth-Leckebusch</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Mit Herz und Engagement: Heinrich Hinterthan verabschiedet sich aus dem EWU  Ausbildungsausschuss</title>
		<link>https://ewu-bund.com/mit-herz-und-engagement-heinrich-hinterthan-verabschiedet-sich-aus-dem-ewu-ausbildungsausschuss/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 27 Jan 2026 16:05:24 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41251</guid>

					<description><![CDATA[Heinrich Hinterthan – EWU Richter der ersten Stunde aus Unna, hat nach jahrzehntelanger engagierter und fachkundiger Mitarbeit aus familiären Gründen sein Amt im EWU Ausbildungsausschuss niedergelegt. Wir danken ihm herzlich für seine zuverlässige Unterstützung, sein umfangreiches Wissen und seine ruhige, verbindliche Art. Heinrich hat als Richter erster Stunde ein umfassendes Archiv und hat die Entwicklung der EWU wesentlich mitgestaltet. Besonders seine 40-jährige Tätigkeit als Richter und sein Einsatz in der Ausbildung waren für die EWU von großem Wert. Mit großem Respekt und Dankbarkeit blicken wir auf das außergewöhnliche Engagement von Heinrich Hinterthan zurück. In seiner langjährigen Tätigkeit als Richter auf &#8230; <a href="https://ewu-bund.com/mit-herz-und-engagement-heinrich-hinterthan-verabschiedet-sich-aus-dem-ewu-ausbildungsausschuss/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p><strong>Heinrich Hinterthan</strong> – EWU Richter der ersten Stunde aus Unna, hat nach jahrzehntelanger engagierter und fachkundiger Mitarbeit aus familiären Gründen sein Amt im EWU Ausbildungsausschuss niedergelegt.<br />
Wir danken ihm herzlich für seine zuverlässige Unterstützung, sein umfangreiches Wissen und seine ruhige, verbindliche Art. Heinrich hat als Richter erster Stunde ein umfassendes Archiv und hat die Entwicklung der EWU wesentlich mitgestaltet. Besonders seine 40-jährige Tätigkeit als Richter und sein Einsatz in der Ausbildung waren für die EWU von großem Wert.</p>
<p>Mit großem Respekt und Dankbarkeit blicken wir auf das außergewöhnliche Engagement von Heinrich Hinterthan zurück. In seiner langjährigen Tätigkeit als Richter auf den APO-Lehrgängen hat Heinrich stets mit viel Einfühlungsvermögen und einer immer freundlichen Art versteht er es, den Teilnehmenden die Prüfungsangst zu nehmen und sie dort abzuholen, wo sie stehen.</p>
<p>Sein Handeln ist dabei immer geprägt von einem tiefen Verantwortungsbewusstsein für das Wohlergehen der Pferde. Heinrich Hinterthan hat das Westernreiten und unsere Reitweise nicht nur fachlich hervorragend vertreten, sondern auch mit Leidenschaft und Überzeugung nach außen getragen. Viele Menschen hat er inspiriert, sich weiterzubilden und im Sinne der Pferde stetig zu wachsen.</p>
<p>Für diesen unermüdlichen Einsatz, seine Menschlichkeit und seine Vorbildfunktion danken wir Heinrich Hinterthan von Herzen. Sein Wirken wird in unserer Gemeinschaft noch lange nachhallen und als Maßstab für Engagement und Integrität dienen.</p>
<p>Petra Roth-Leckebusch, EWU Ausbildungsausschuss</p>
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		<title>EWU Symposium 2026 Trail – Bewertung, Pattern</title>
		<link>https://ewu-bund.com/ewu-symposium-trail/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Sat, 20 Dec 2025 13:59:54 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<category><![CDATA[#Turniersport]]></category>
		<category><![CDATA[APO Richter Westernreiten]]></category>
		<category><![CDATA[Bewertung Disziplinen EWU]]></category>
		<category><![CDATA[Disziplinen EWU Turniere]]></category>
		<category><![CDATA[EWU Deutschland]]></category>
		<category><![CDATA[EWU Symposium]]></category>
		<category><![CDATA[Trail]]></category>
		<category><![CDATA[Trail-Scoring]]></category>
		<category><![CDATA[Westernreiten Deutschland]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=41063</guid>

					<description><![CDATA[Online-Symposium: Trail Termin: 28. Februar 2026 Uhrzeit: 10:00-16:00 Uhr Referentinnen: Sonja Merkle und Anja Breunig Format: Online via Zoom Kosten: Mitglieder 20,00 € &#124; Nichtmitglieder 30,00 € Lerneinheiten: PSVH erkennt dieses Seminar mit 5 LE in Profil 1 an Trail gehört zu den vielseitigsten und anspruchsvollsten Disziplinen im Westernreiten. Unser Online-Symposium bietet dir die Möglichkeit, dein Wissen zu vertiefen und die Feinheiten dieser faszinierenden Disziplin besser zu verstehen. Inhalte des Symposiums: Bewertungskriterien Zu Beginn werden die Bewertungskriterien vorgestellt, die die Grundlage für eine faire und transparente Beurteilung bilden. Dabei geht es um die korrekte Ausführung der Hindernisse, die Harmonie zwischen &#8230; <a href="https://ewu-bund.com/ewu-symposium-trail/">Continued</a>]]></description>
										<content:encoded><![CDATA[<h2 class="text-text-100 mt-3 -mb-1 text-[1.125rem] font-bold">Online-Symposium: Trail</h2>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Termin:</strong> 28. Februar 2026<br />
<strong>Uhrzeit: </strong>10:00-16:00 Uhr<br />
<strong>Referentinnen:</strong> Sonja Merkle und Anja Breunig<br />
<strong>Format:</strong> Online via Zoom<br />
<strong>Kosten:</strong> Mitglieder 20,00 € | Nichtmitglieder 30,00 €<br />
<strong>Lerneinheiten:</strong> PSVH erkennt dieses Seminar mit 5 LE in Profil 1 an</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Trail gehört zu den vielseitigsten und anspruchsvollsten Disziplinen im Westernreiten. Unser Online-Symposium bietet dir die Möglichkeit, dein Wissen zu vertiefen und die Feinheiten dieser faszinierenden Disziplin besser zu verstehen.</p>
<h3 class="text-text-100 mt-2 -mb-1 text-base font-bold">Inhalte des Symposiums:</h3>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Bewertungskriterien</strong><br />
Zu Beginn werden die Bewertungskriterien vorgestellt, die die Grundlage für eine faire und transparente Beurteilung bilden. Dabei geht es um die korrekte Ausführung der Hindernisse, die Harmonie zwischen Pferd und Reiter sowie die Einhaltung des geforderten Tempos.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Pluspunkte und Punktabzüge</strong><br />
Du lernst, welche Merkmale zu einer positiven Bewertung führen – wie flüssige Übergänge, präzise Linienführung und willige Mitarbeit des Pferdes – und welche Fehler zu Punktverlusten führen, etwa Berührungen der Hindernisse oder mangelnde Kontrolle.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Pattern</strong><br />
Darauf folgt die Vorstellung der Pattern, also der vorgeschriebenen Abläufe, die im Trail geritten werden. Du erfährst, wie diese Pattern aufgebaut sind und welche Variationen möglich sind.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Pflicht- und Wahlhindernisse</strong><br />
Im Anschluss werden die Pflicht- und Wahlhindernisse behandelt. Pflichtaufgaben wie das Überqueren von Stangen oder das Öffnen eines Tores sind in jeder Prüfung enthalten, während Wahlhindernisse zusätzliche Herausforderungen bieten, die die Vielseitigkeit des Pferdes zeigen.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Bewertung bestimmter Elemente und Penalty-Regeln</strong><br />
Ein weiterer Schwerpunkt liegt auf der Bewertung bestimmter Elemente. Hier wird erläutert, welche Aktionen in die Wertung einfließen. Ergänzend dazu werden die Penalty-Regeln vorgestellt, die für Fehler gelten.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Die Feinheiten im Trail</strong><br />
Besonders praxisnah sind die Abschnitte zu den Feinheiten im Trail, die den Unterschied zwischen einer durchschnittlichen und einer herausragenden Vorstellung ausmachen. Dazu gehören Details wie die korrekte Kopfhaltung, die flüssige Linienführung und die präzise Ausführung der Hindernisse.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]">Dieses Symposium vermittelt theoretisches Wissen und praxisorientierte Tipps für erfolgreiche Trail-Prüfungen. Perfekt für dich, wenn du deine Leistungen verbessern möchtest, oder deine Bewertungskompetenz als Richter erweitern willst.</p>
<p class="font-claude-response-body break-words whitespace-normal leading-[1.7]"><strong>Anmeldung: <a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-Symposium.pdf">Anmeldung Symposium</a><br />
Anmeldeschluss: 16.02.2026</strong></p>
<hr data-start="5593" data-end="5596" />
<h3 data-start="5598" data-end="5608">Kontakt</h3>
<p data-start="5610" data-end="5734">Für Rückfragen zur Anmeldung oder zum Ablauf:<br data-start="5655" data-end="5658" /><strong data-start="5658" data-end="5683">EWU Deutschland e. V.</strong><br data-start="5683" data-end="5686" />E-Mail: <a href="mailto:ysteinbock@ewu-bund.de"><strong>ysteinbock@ewu-bund.de</strong></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Jungpferdeseminar 2026</title>
		<link>https://ewu-bund.com/jungpferdeseminar-2026/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Fri, 19 Dec 2025 10:34:10 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40795</guid>

					<description><![CDATA[Fachwissen zu den Jungpferdeprüfungen der EWU und die praktische Umsetzung Datum: 21.–22. Februar 2026Uhrzeit: jeweils 10:00–16:00 UhrOrt: Online via ZoomReferentinnen: Monika Aeckerle und Yvonne SteinbockKosten:– Mitglieder: 120,00 Euro– Nichtmitglieder: 150,00 EuroAnerkennung: Das Seminar wird vom Pferdesportverband Hannover (PSVH) mit 6 Lerneinheiten in Profil 1 anerkannt. Ziel und Inhalte des Seminars Das Jungpferdeseminar vermittelt umfassendes Fachwissen rund um die Jungpferdeprüfungen der EWU Deutschland. Es richtet sich an Reiterinnen und Reiter, Trainer, Ausbilder sowie Interessierte, die junge Pferde korrekt und pferdegerecht fördern möchten – auf Basis der Western-Ausbildungsskala und im Einklang mit dem Regelwerk der EWU. Fokus: Ausbildungsskala als Leitlinie Ein zentrales &#8230; <a href="https://ewu-bund.com/jungpferdeseminar-2026/">Continued</a>]]></description>
										<content:encoded><![CDATA[<h3 data-start="305" data-end="381">Fachwissen zu den Jungpferdeprüfungen der EWU und die praktische Umsetzung</h3>
<p data-start="383" data-end="737"><strong data-start="383" data-end="393">Datum:</strong> 21.–22. Februar 2026<br data-start="414" data-end="417" /><strong data-start="417" data-end="429">Uhrzeit:</strong> jeweils 10:00–16:00 Uhr<br data-start="453" data-end="456" /><strong data-start="456" data-end="464">Ort:</strong> Online via Zoom<br data-start="480" data-end="483" /><strong data-start="483" data-end="501">Referentinnen:</strong> Monika Aeckerle und Yvonne Steinbock<br data-start="538" data-end="541" /><strong data-start="541" data-end="552">Kosten:</strong><br data-start="552" data-end="555" />– Mitglieder: 120,00 Euro<br data-start="580" data-end="583" />– Nichtmitglieder: 150,00 Euro<br data-start="613" data-end="616" /><strong data-start="616" data-end="632">Anerkennung:</strong> Das Seminar wird vom Pferdesportverband Hannover (PSVH) mit <strong data-start="693" data-end="724">6 Lerneinheiten in Profil 1</strong> anerkannt.</p>
<hr data-start="739" data-end="742" />
<h3 data-start="744" data-end="776">Ziel und Inhalte des Seminars</h3>
<p data-start="778" data-end="1116">Das Jungpferdeseminar vermittelt umfassendes Fachwissen rund um die <strong data-start="846" data-end="889">Jungpferdeprüfungen der EWU Deutschland</strong>. Es richtet sich an Reiterinnen und Reiter, Trainer, Ausbilder sowie Interessierte, die junge Pferde korrekt und pferdegerecht fördern möchten – auf Basis der Western-Ausbildungsskala und im Einklang mit dem Regelwerk der EWU.</p>
<h3>Fokus: Ausbildungsskala als Leitlinie</h3>
<p data-start="1161" data-end="1473">Ein zentrales Element des Seminars ist die <strong data-start="1204" data-end="1232">Western-Ausbildungsskala</strong>, die als Richtschnur für die gesamte Jungpferdeausbildung dient. Sie bildet die Grundlage für eine harmonische und gesunde Entwicklung des Pferdes – und ist damit auch das zentrale Kriterium für die Beurteilung in allen Jungpferdeprüfungen.</p>
<p data-start="1475" data-end="1497">Die Teilnehmer lernen:</p>
<ul data-start="1499" data-end="1681">
<li data-start="1499" data-end="1547">
<p data-start="1501" data-end="1547">welche Elemente die Ausbildungsskala umfasst</p>
</li>
<li data-start="1548" data-end="1625">
<p data-start="1550" data-end="1625">wie sich diese in den verschiedenen Disziplinen praktisch umsetzen lassen</p>
</li>
<li data-start="1626" data-end="1681">
<p data-start="1628" data-end="1681">woran sich die Bewertung im Turniersport orientiert</p>
</li>
</ul>
<hr data-start="1683" data-end="1686" />
<h3 data-start="1688" data-end="1706">Themenübersicht</h3>
<h3 data-start="1708" data-end="1749">1. Grundlagen der Jungpferdeprüfungen</h3>
<ul data-start="1751" data-end="1945">
<li data-start="1751" data-end="1801">
<p data-start="1753" data-end="1801">Zielsetzung der Jungpferdeprüfungen in der EWU</p>
</li>
<li data-start="1802" data-end="1867">
<p data-start="1804" data-end="1867">Entwicklung einer fundierten, pferdegerechten Grundausbildung</p>
</li>
<li data-start="1868" data-end="1895">
<p data-start="1870" data-end="1895">Einordnung im Regelwerk</p>
</li>
<li data-start="1896" data-end="1945">
<p data-start="1898" data-end="1945">Teilnahmevoraussetzungen für Reiter und Pferd</p>
</li>
</ul>
<h3 data-start="1947" data-end="2000">2. Western-Ausbildungsskala in Theorie und Praxis</h3>
<ul data-start="2002" data-end="2196">
<li data-start="2002" data-end="2035">
<p data-start="2004" data-end="2035">Struktur und Aufbau der Skala</p>
</li>
<li data-start="2036" data-end="2127">
<p data-start="2038" data-end="2127">Bedeutung von Takt, Losgelassenheit, Nachgiebigkeit, Aktivierung der Hinterhand, Geraderichten und Absolute Durchlässigkeit</p>
</li>
<li data-start="2128" data-end="2165">
<p data-start="2130" data-end="2165">Umsetzung in der Jungpferdearbeit</p>
</li>
<li data-start="2166" data-end="2196">
<p data-start="2168" data-end="2196">Einfluss auf die Bewertung</p>
</li>
</ul>
<h3 data-start="2198" data-end="2236">3. Disziplinen &amp; Pattern im Detail</h3>
<p data-start="2238" data-end="2334">Die Referentinnen erläutern typische Aufgabenstellungen und Bewertungskriterien der Disziplinen:</p>
<ul data-start="2336" data-end="2481">
<li data-start="2336" data-end="2363">
<p data-start="2338" data-end="2363">Jungpferdeprüfung Basis</p>
</li>
<li data-start="2364" data-end="2384">
<p data-start="2366" data-end="2384">Jungpferde-Trail</p>
</li>
<li data-start="2385" data-end="2407">
<p data-start="2387" data-end="2407">Jungpferde-Reining</p>
</li>
<li data-start="2408" data-end="2435">
<p data-start="2410" data-end="2435">Jungpferde-Ranch Riding</p>
</li>
<li data-start="2436" data-end="2481">
<p data-start="2438" data-end="2481">Anforderungen der Youngstar Challenge</p>
</li>
</ul>
<p data-start="2483" data-end="2557">Zu jeder Disziplin werden typische Pattern und Prüfungsinhalte besprochen.</p>
<h3 data-start="2559" data-end="2597">4. Notenskala und Bewertungssystem</h3>
<ul data-start="2599" data-end="2780">
<li data-start="2599" data-end="2649">
<p data-start="2601" data-end="2649">Bewertungskriterien in den Jungpferdeprüfungen</p>
</li>
<li data-start="2650" data-end="2690">
<p data-start="2652" data-end="2690">Aufbau und Gewichtung der Notenskala</p>
</li>
<li data-start="2691" data-end="2745">
<p data-start="2693" data-end="2745">Objektivität und Nachvollziehbarkeit der Bewertung</p>
</li>
<li data-start="2691" data-end="2745">
<p data-start="2693" data-end="2745">Typische Bewertungssituatione</p>
</li>
</ul>
<p style="font-weight: 400;">Ziel ist es, den Teilnehmern ein klares Verständnis für die pferdegerechte Ausbildung und die Anforderungen der Prüfungen zu vermitteln.</p>
<h3 data-start="2782" data-end="2828">5. Gangarten als Fundament der Beurteilung</h3>
<ul data-start="2830" data-end="3025">
<li data-start="2830" data-end="2884">
<p data-start="2832" data-end="2884">Vorstellung der Grundgangarten im Westernreitsport</p>
</li>
<li data-start="2885" data-end="2930">
<p data-start="2887" data-end="2930">Anforderungen an Schritt, Trab und Galopp</p>
</li>
<li data-start="2931" data-end="2984">
<p data-start="2933" data-end="2984">Bedeutung für Takt, Losgelassenheit und Anlehnung</p>
</li>
<li data-start="2985" data-end="3025">
<p data-start="2987" data-end="3025">Fehlerbilder und korrekte Ausführung</p>
</li>
</ul>
<h3 data-start="3027" data-end="3059">6. Ausrüstung und Sicherheit</h3>
<ul data-start="3061" data-end="3194">
<li data-start="3061" data-end="3107">
<p data-start="3063" data-end="3107">Anforderungen an pferdegerechtes Equipment</p>
</li>
<li data-start="3108" data-end="3146">
<p data-start="3110" data-end="3146">Sicherheit in Prüfung und Training</p>
</li>
<li data-start="3147" data-end="3194">
<p data-start="3149" data-end="3194">Regelkonforme Ausrüstung laut EWU-Regelbuch</p>
</li>
</ul>
<hr data-start="3196" data-end="3199" />
<h3 data-start="3201" data-end="3237">Für wen ist das Seminar geeignet?</h3>
<p data-start="3239" data-end="3277">Das Jungpferdeseminar richtet sich an:</p>
<ul data-start="3279" data-end="3564">
<li data-start="3279" data-end="3330">
<p data-start="3281" data-end="3330">Trainer und Traineranwärter im Westernreitsport</p>
</li>
<li data-start="3331" data-end="3374">
<p data-start="3333" data-end="3374">Aktive Turnierreiter mit jungen Pferden</p>
</li>
<li data-start="3375" data-end="3450">
<p data-start="3377" data-end="3450">Ausbilder, die sich im Bereich Jungpferdeförderung weiterbilden möchten</p>
</li>
<li data-start="3451" data-end="3521">
<p data-start="3453" data-end="3521">Interessierte Pferdesportler, die ihre Kenntnisse vertiefen wollen</p>
</li>
<li data-start="3522" data-end="3564">
<p data-start="3524" data-end="3564">Teilnehmer der Youngstar Challenge</p>
</li>
</ul>
<p data-start="3566" data-end="3694">Durch die Anerkennung mit <strong data-start="3592" data-end="3623">6 Lerneinheiten im Profil 1</strong> ist das Seminar besonders für Trainer zur Lizenzverlängerung geeignet.</p>
<hr data-start="3696" data-end="3699" />
<h3 data-start="3701" data-end="3724">Ablauf und Teilnahme</h3>
<p data-start="3726" data-end="3975">Das Seminar findet an zwei aufeinanderfolgenden Tagen online via Zoom statt. Die Zugangsdaten werden nach Anmeldung rechtzeitig zugesendet. Eine aktive Teilnahme über Mikrofon und Kamera ist erwünscht, um den Austausch und die Diskussion zu fördern.</p>
<h3 data-start="3977" data-end="3988">Termine</h3>
<ul data-start="3990" data-end="4083">
<li data-start="3990" data-end="4036">
<p data-start="3992" data-end="4036">Samstag, 21. Februar 2026: 10:00–16:00 Uhr</p>
</li>
<li data-start="4037" data-end="4083">
<p data-start="4039" data-end="4083">Sonntag, 22. Februar 2026: 10:00–16:00 Uhr</p>
</li>
</ul>
<p data-start="4085" data-end="4147">Es wird eine Mittagspause sowie kleinere Zwischenpausen geben.</p>
<hr data-start="4149" data-end="4152" />
<h3 data-start="4154" data-end="4166">Anmeldung</h3>
<p data-start="4168" data-end="4291">Die Anmeldung erfolgt über das Anmeldeformular.<br data-start="4242" data-end="4245" /><strong data-start="4245" data-end="4289">Anmeldeschluss ist der 10. Februar 2026.</strong></p>
<p data-start="4293" data-end="4345"><strong data-start="4293" data-end="4311">Zur Anmeldung:</strong> <a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-JUPF-Seminar.pdf">Anmeldung JUPF Seminar</a></p>
<hr data-start="4347" data-end="4350" />
<h3 data-start="4352" data-end="4377">Über die Referentinnen</h3>
<p data-start="3986" data-end="4302"><strong data-start="3986" data-end="4005">Monika Aeckerle</strong> ist erfahrene Richterin, Trainerin und Ausbilderin mit langjähriger Erfahrung in der Beurteilung und Ausbildung von Jungpferden. Sie ist zudem <strong data-start="4149" data-end="4187">1. Präsidentin der EWU Deutschland</strong> und steht für fundiertes Fachwissen, Fairness und die konsequente Förderung des pferdegerechten Westernreitsports.</p>
<p data-start="4304" data-end="4637"><strong data-start="4304" data-end="4324">Yvonne Steinbock</strong> ist langjährige <strong data-start="4341" data-end="4374">Richterin der EWU Deutschland</strong> und Mitarbeiterin der <strong data-start="4397" data-end="4422">Bundesgeschäftsstelle</strong>. Sie bringt umfangreiche praktische Erfahrung aus dem Turniergeschehen mit und kennt die Anforderungen an Jungpferde aus Sicht der Richterin ebenso wie aus der aktiven Begleitung von Prüfungen und Ausbildungswegen.</p>
<hr data-start="4719" data-end="4722" />
<h3 data-start="4724" data-end="4747">Häufige Fragen (FAQ)</h3>
<p data-start="4749" data-end="4905"><strong data-start="4749" data-end="4784">Wird das Seminar aufgezeichnet?</strong><br data-start="4784" data-end="4787" />Nein, das Seminar findet live statt. Eine Aufzeichnung ist nicht vorgesehen, um den persönlichen Austausch zu fördern.</p>
<p data-start="4907" data-end="5078"><strong data-start="4907" data-end="4972">Kann ich auch teilnehmen, wenn ich kein Mitglied der EWU bin?</strong><br data-start="4972" data-end="4975" />Ja, das Seminar steht auch Nichtmitgliedern offen. Die Teilnahmegebühr beträgt in diesem Fall 150 Euro.</p>
<p data-start="5235" data-end="5420"><strong data-start="5235" data-end="5287">Brauche ich ein eigenes Jungpferd zur Teilnahme?</strong><br data-start="5287" data-end="5290" />Nein, das Seminar ist rein theoretisch-konzeptionell und richtet sich an alle, die mit Jungpferden arbeiten oder arbeiten möchten.</p>
<p data-start="5422" data-end="5591"><strong data-start="5422" data-end="5488">Gibt es Voraussetzungen für die Anerkennung der Lerneinheiten?</strong><br data-start="5488" data-end="5491" />Ja, für die Anerkennung durch den PSVH ist eine durchgängige Teilnahme an beiden Tagen erforderlich.</p>
<hr data-start="5593" data-end="5596" />
<h3 data-start="5598" data-end="5608">Kontakt</h3>
<p data-start="5610" data-end="5734">Für Rückfragen zur Anmeldung oder zum Ablauf:<br data-start="5655" data-end="5658" /><strong data-start="5658" data-end="5683">EWU Deutschland e. V.</strong><br data-start="5683" data-end="5686" />E-Mail: <a href="mailto:ysteinbock@ewu-bund.de"><strong>ysteinbock@ewu-bund.de</strong></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Online-Seminar: Showmanship at Halter 07.02.2026</title>
		<link>https://ewu-bund.com/online-seminar-showmanship-at-halter-07-02-2026/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 16 Dec 2025 16:02:25 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40792</guid>

					<description><![CDATA[Datum: 07. Februar 2026Uhrzeit: 10:00 – 16:00 UhrOrt: Online via ZoomReferentin: Constance BoldtKosten:Mitglieder: 60,00 €Nichtmitglieder: 75,00 €Anmeldeschluss: 26. Januar 2026 Das Seminar vermittelt alle relevanten Inhalte der Disziplin Showmanship at Halter, bei der die Präsentation des Pferdes durch den Vorführer im Mittelpunkt steht. Präzision, Finesse und Regelkonformität sind entscheidend. Themen im Überblick: Ziel und Ablauf der Prüfung Teilnahmevoraussetzungen &#38; Ausrüstungsanforderungen Pattern &#38; Manöver: Wendungen, Stopps, Übergänge Set Up und korrektes Führen des Pferdes Bewertung: Correctness, Quality, Degree of Difficulty Scores, Faults und Auswertung am Scoresheet Praxisbeispiele &#38; Tipps für den Showring Besonderheit:Das Seminar wird vom PSVH mit 5 Lerneinheiten (Profil &#8230; <a href="https://ewu-bund.com/online-seminar-showmanship-at-halter-07-02-2026/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p data-start="203" data-end="427"><strong data-start="203" data-end="213">Datum:</strong> 07. Februar 2026<br data-start="230" data-end="233" /><strong data-start="233" data-end="245">Uhrzeit:</strong> 10:00 – 16:00 Uhr<br data-start="263" data-end="266" /><strong data-start="266" data-end="274">Ort:</strong> Online via Zoom<br data-start="290" data-end="293" /><strong data-start="293" data-end="308">Referentin:</strong> Constance Boldt<br data-start="324" data-end="327" /><strong data-start="327" data-end="338">Kosten:</strong><br data-start="338" data-end="341" />Mitglieder: 60,00 €<br data-start="360" data-end="363" />Nichtmitglieder: 75,00 €<br data-start="387" data-end="390" /><strong data-start="390" data-end="409">Anmeldeschluss:</strong> 26. Januar 2026</p>
<p data-start="429" data-end="654">Das Seminar vermittelt alle relevanten Inhalte der Disziplin <strong data-start="490" data-end="515">Showmanship at Halter</strong>, bei der die Präsentation des Pferdes durch den Vorführer im Mittelpunkt steht. Präzision, Finesse und Regelkonformität sind entscheidend.</p>
<p data-start="656" data-end="680"><strong data-start="656" data-end="680">Themen im Überblick:</strong></p>
<ul data-start="682" data-end="1014">
<li data-start="682" data-end="713">
<p data-start="684" data-end="713">Ziel und Ablauf der Prüfung</p>
</li>
<li data-start="714" data-end="769">
<p data-start="716" data-end="769">Teilnahmevoraussetzungen &amp; Ausrüstungsanforderungen</p>
</li>
<li data-start="770" data-end="821">
<p data-start="772" data-end="821">Pattern &amp; Manöver: Wendungen, Stopps, Übergänge</p>
</li>
<li data-start="822" data-end="865">
<p data-start="824" data-end="865">Set Up und korrektes Führen des Pferdes</p>
</li>
<li data-start="866" data-end="923">
<p data-start="868" data-end="923">Bewertung: Correctness, Quality, Degree of Difficulty</p>
</li>
<li data-start="924" data-end="971">
<p data-start="926" data-end="971">Scores, Faults und Auswertung am Scoresheet</p>
</li>
<li data-start="972" data-end="1014">
<p data-start="974" data-end="1014">Praxisbeispiele &amp; Tipps für den Showring</p>
</li>
</ul>
<p data-start="1016" data-end="1107"><strong data-start="1016" data-end="1033">Besonderheit:</strong><br data-start="1033" data-end="1036" />Das Seminar wird vom <strong data-start="1057" data-end="1096">PSVH mit 5 Lerneinheiten (Profil 5)</strong> anerkannt.</p>
<p data-start="1109" data-end="1181"><strong data-start="1109" data-end="1128">Jetzt anmelden:<br />
Anmeldeformular:</strong> <strong><a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-SSH-Seminar.pdf">Anmeldung SSH Seminar</a></strong><br />
<strong>Anmeldeschluss</strong>: 26. Januar 2026<br />
<strong>Informationen: <a href="mailto:ysteinbock@ewu-bund.de">ysteinbock@ewu-bund.de</a></strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>EWU Richterausbildung Grundlagenseminar Teil II – Präsenzseminar in Bad Iburg</title>
		<link>https://ewu-bund.com/ewu-richterausbildung-grundlagenseminar-teil-ii-praesenzseminar-in-bad-iburg/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 02 Dec 2025 13:03:59 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40790</guid>

					<description><![CDATA[Richter Grundlagenseminar Teil II – Praxis (Präsenz &#124; 31.01.–01.02.2026, Bad Iburg)]]></description>
										<content:encoded><![CDATA[<div class="wpb-content-wrapper"><p data-start="206" data-end="387">Das Grundlagenseminar Teil II ist ein Pflichtmodul in der EWU-Richterausbildung und findet als Präsenzveranstaltung in Bad Iburg statt. Geleitet wird das Seminar von Andrea Scheper.</p>
<p data-start="389" data-end="623">Ziel ist es, das theoretisch erworbene Wissen aus dem ersten Teil in die praktische Anwendung zu überführen. Die Teilnehmer lernen, Ritte aus verschiedenen Disziplinen fundiert zu bewerten und ihre Beobachtungsgabe weiter zu schärfen.</p>
<p data-start="625" data-end="650"><strong data-start="625" data-end="650">Inhalte des Seminars:</strong></p>
<ul data-start="652" data-end="893">
<li data-start="652" data-end="712">
<p data-start="654" data-end="712">Praktisches Richten von Ritten aus allen EWU-Disziplinen</p>
</li>
<li data-start="713" data-end="769">
<p data-start="715" data-end="769">Vertiefung der Bewertungsmaßstäbe und Penalty-Regeln</p>
</li>
<li data-start="770" data-end="828">
<p data-start="772" data-end="828">Analyse von Gangqualität und Gesamteindruck der Pferde</p>
</li>
<li data-start="829" data-end="893">
<p data-start="831" data-end="893">Austausch und Diskussion zur Festigung der Bewertungskompetenz</p>
</li>
</ul>
<p data-start="895" data-end="1055">Das Seminar ist ein unverzichtbarer Baustein in der Vorbereitung auf die Richterprüfung und legt die Grundlage für eine qualifizierte Tätigkeit als EWU-Richter.</p>
<p data-start="1057" data-end="1174"><strong data-start="1057" data-end="1069">Leitung:</strong> Andrea Scheper<br data-start="1084" data-end="1087" /><strong data-start="1087" data-end="1097">Datum:</strong> 31. Januar – 01. Februar 2026<br data-start="1127" data-end="1130" /><strong data-start="1130" data-end="1138">Ort:</strong> Bad Iburg<br data-start="1148" data-end="1151" /><strong data-start="1151" data-end="1162">Kosten:</strong> 140,00 Euro</p>
<p data-start="1176" data-end="1275"><strong data-start="1324" data-end="1370">Weitere Informationen und Anmeldung unter:<br />
Anmeldeformular: <a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-Richtergrundlagenseminar.pdf">Anmeldung Richtergrundlagenseminar</a><br />
Anmeldeschluss: 18.01.2026<br />
Informationen:<a href="mailto:ysteinbock@ewu-bund.de"> ysteinbock@ewu-bund.de</a><br />
</strong><a class="decorated-link cursor-pointer" href="https://www.ewu-bund.com" target="_new" rel="noopener" data-start="1373" data-end="1423">https://www.ewu-bund.com</a></p>
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		<title>EWU Richterausbildung Grundlagenseminar Teil I – Theorie der EWU-Richterausbildung</title>
		<link>https://ewu-bund.com/ewu-richterausbildung-grundlagenseminar-teil-i-theorie-der-ewu-richterausbildung/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 02 Dec 2025 13:01:51 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40786</guid>

					<description><![CDATA[Grundlagenseminar Teil I – Theorie der EWU-Richterausbildung Das Grundlagenseminar Teil I ist der nächste Schritt in der Ausbildung zum EWU-Richter. In dieser intensiven Onlineveranstaltung stehen die theoretischen Grundlagen des Richtens im Mittelpunkt. Das Seminar richtet sich an alle, die sich fundiert auf ihre zukünftige Tätigkeit als Richter vorbereiten möchten. Inhalte des Seminars: Vorstellung und Bewertung aller relevanten Disziplinen der EWU Aufbau und Organisation des Richtwesens Penalty-Regeln: Fehler erkennen und korrekt bewerten Theoretische Grundlagen: Das EWU-Regelbuch als zentrales Arbeitsmittel Die erlaubte Ausrüstung auf EWU-Turnieren und deren Einfluss auf die Bewertung Praxisnahe Übungen anhand von Videobeispielen: Erste Ritte analysieren und beurteilen Das &#8230; <a href="https://ewu-bund.com/ewu-richterausbildung-grundlagenseminar-teil-i-theorie-der-ewu-richterausbildung/">Continued</a>]]></description>
										<content:encoded><![CDATA[<div class="wpb-content-wrapper"><p data-start="125" data-end="189"><strong data-start="125" data-end="189">Grundlagenseminar Teil I – Theorie der EWU-Richterausbildung</strong></p>
<p data-start="191" data-end="499">Das Grundlagenseminar Teil I ist der nächste Schritt in der Ausbildung zum EWU-Richter. In dieser intensiven Onlineveranstaltung stehen die theoretischen Grundlagen des Richtens im Mittelpunkt. Das Seminar richtet sich an alle, die sich fundiert auf ihre zukünftige Tätigkeit als Richter vorbereiten möchten.</p>
<p data-start="501" data-end="526"><strong data-start="501" data-end="526">Inhalte des Seminars:</strong></p>
<ul data-start="528" data-end="949">
<li data-start="528" data-end="594">
<p data-start="530" data-end="594">Vorstellung und Bewertung aller relevanten Disziplinen der EWU</p>
</li>
<li data-start="595" data-end="638">
<p data-start="597" data-end="638">Aufbau und Organisation des Richtwesens</p>
</li>
<li data-start="639" data-end="695">
<p data-start="641" data-end="695">Penalty-Regeln: Fehler erkennen und korrekt bewerten</p>
</li>
<li data-start="696" data-end="861">
<p data-start="698" data-end="724">Theoretische Grundlagen:</p>
<ul data-start="727" data-end="861">
<li data-start="727" data-end="776">
<p data-start="729" data-end="776">Das EWU-Regelbuch als zentrales Arbeitsmittel</p>
</li>
<li data-start="779" data-end="861">
<p data-start="781" data-end="861">Die erlaubte Ausrüstung auf EWU-Turnieren und deren Einfluss auf die Bewertung</p>
</li>
</ul>
</li>
<li data-start="862" data-end="949">
<p data-start="864" data-end="949">Praxisnahe Übungen anhand von Videobeispielen: Erste Ritte analysieren und beurteilen</p>
</li>
</ul>
<p data-start="951" data-end="1190">Das Seminar vermittelt das gesamte theoretische Wissen, das für die weitere Ausbildung sowie für die spätere Richterprüfung erforderlich ist. Es ist damit ein zentraler Bestandteil auf dem Weg zur offiziellen Qualifikation als EWU-Richter.</p>
<p data-start="1192" data-end="1322"><strong data-start="1192" data-end="1207">Referenten:</strong> Hugo Sieberhagen und Yvonne Steinbock<br data-start="1245" data-end="1248" /><strong data-start="1248" data-end="1258">Datum:</strong> 17.–18. Januar 2026<br data-start="1278" data-end="1281" /><strong data-start="1281" data-end="1289">Ort:</strong> Online<br data-start="1296" data-end="1299" /><strong data-start="1299" data-end="1310">Kosten:</strong> 120,00 Euro</p>
<p data-start="1324" data-end="1423"><strong data-start="1324" data-end="1370">Weitere Informationen und Anmeldung unter:<br />
Anmeldeformular: <a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-Grundlagenseminar.pdf">Anmeldung Grundlagenseminar</a><br />
Anmeldeschluss: 05.01.2026<br />
Informationen:<a href="mailto:ysteinbock@ewu-bund.de"> ysteinbock@ewu-bund.de</a><br />
</strong><a class="decorated-link cursor-pointer" href="https://www.ewu-bund.com" target="_new" rel="noopener" data-start="1373" data-end="1423">https://www.ewu-bund.com</a></p>
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		<title>RICHTERINFOTAG Online 05.01.2026</title>
		<link>https://ewu-bund.com/richterinfotag-online-05-01-2026/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 02 Dec 2025 12:58:20 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40773</guid>

					<description><![CDATA[Einstieg in die EWU-Richterausbildung: Online-Richterinfotag am 05.01.2026 mit Nicolas Bitsch. Pflichtmodul für alle angehenden Richter.]]></description>
										<content:encoded><![CDATA[<div class="wpb-content-wrapper"><p data-start="99" data-end="163"><strong data-start="99" data-end="163">Richterinfotag – Der erste Schritt zur EWU-Richterausbildung</strong></p>
<p data-start="165" data-end="451">Am 05.01.2026 findet der nächste Richterinfotag der EWU als Onlineveranstaltung statt. Dieses Seminar bildet die verpflichtende Grundlage für alle, die den Weg zum EWU-Richter einschlagen möchten – unabhängig davon, ob eine Tätigkeit als Turnierrichter oder APO-Richter angestrebt wird.</p>
<p data-start="453" data-end="478"><strong data-start="453" data-end="478">Inhalte des Seminars:</strong></p>
<ul data-start="479" data-end="781">
<li data-start="479" data-end="556">
<p data-start="481" data-end="556">Detaillierter Überblick über den Ablauf der Richterausbildung bei der EWU</p>
</li>
<li data-start="557" data-end="650">
<p data-start="559" data-end="650">Vorstellung der Voraussetzungen und Anforderungen für die Teilnahme an der Richterprüfung</p>
</li>
<li data-start="651" data-end="706">
<p data-start="653" data-end="706">Einführung in die ethischen Grundlagen des Richtens</p>
</li>
<li data-start="707" data-end="781">
<p data-start="709" data-end="781">Klare Darstellung von Aufgaben, Pflichten und Erwartungen an EWU-Richter</p>
</li>
</ul>
<p data-start="783" data-end="917"><strong data-start="783" data-end="798">Zielgruppe:</strong><br data-start="798" data-end="801" />Alle Interessierten, die eine Richterlaufbahn anstreben oder sich umfassend über die Ausbildung informieren möchten.</p>
<p data-start="919" data-end="1033"><strong data-start="919" data-end="932">Referent:</strong> Nicolas Bitsch<br data-start="947" data-end="950" /><strong data-start="950" data-end="960">Datum:</strong> 05. Januar 2026<br data-start="976" data-end="979" /><strong data-start="979" data-end="1001">Veranstaltungsort:</strong> Online<br data-start="1008" data-end="1011" /><strong data-start="1011" data-end="1022">Kosten:</strong> 20,00 Euro</p>
<p data-start="1035" data-end="1193">Das Seminar bietet die ideale Vorbereitung auf die weiteren Ausbildungsschritte und dient als Entscheidungshilfe für den Einstieg in das Richterwesen der EWU.</p>
<p data-start="1195" data-end="1294"><strong data-start="1195" data-end="1241">Weitere Informationen und Anmeldung unter:<br />
Anmeldeformular: <a href="https://ewu-bund.com/wp-content/uploads/2025/12/Anmeldung-Richterinfotag.pdf">Anmeldung Richterinfotag</a><br />
Anmeldeschluss: 02.01.2026<br />
E-Mail Kontakt: <a title="mailto:ysteinbock@ewu-bund.de" contenteditable="false" href="mailto:ysteinbock@ewu-bund.de">ysteinbock@ewu-bund.de</a></strong><br data-start="1241" data-end="1244" /><a class="decorated-link cursor-pointer" target="_new" rel="noopener" data-start="1244" data-end="1294">https://www.ewu-bund.de </a></p>
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		<title>BBR Online Seminar 5 Bausteine für wirkungsvolle Seminare – Impulse für Referenten</title>
		<link>https://ewu-bund.com/bbr-online-seminar-5-bausteine-fuer-wirkungsvolle-seminare-impulse-fuer-referenten/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Mon, 24 Nov 2025 11:54:56 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40733</guid>

					<description><![CDATA[Einladung zum Online-SeminarDie 5 Bausteine für wirkungsvolle Seminare – Impulse für Referenten (OS26-001) Wann:14.04.2026, 19.00 Uhr – ca. 20.30 Uhr Wo:Online per Zoom Kosten:0,00 € für Mitglieder, Delegierte, Vorstand und Referenten BBR25,00 € für Nicht-Mitglieder Lerneinheiten:2 Lerneinheiten (Profil 4) Anmeldung:bis 10.04.2026 über www.berufsreiter.com Der Link zum Seminar wird nach Anmeldeschluss an die Teilnehmer versandt. In diesem Online-Impuls erfährst du, wie du Seminare mit den fünf Bausteinen des Trainingsdesigns klar strukturierst und zugleich lebendig gestaltest. Du bekommst praktische Tipps, Mini-Methoden und sofort einsetzbare Ideen, um Trainings noch zielgerichteter, abwechslungsreicher und wirkungsvoller zu gestalten. Birthe Gärke ist selbstständige Trainerin und Business-Coach und &#8230; <a href="https://ewu-bund.com/bbr-online-seminar-5-bausteine-fuer-wirkungsvolle-seminare-impulse-fuer-referenten/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p data-start="230" data-end="343"><strong data-start="230" data-end="343">Einladung zum Online-Seminar<br data-start="260" data-end="263" />Die 5 Bausteine für wirkungsvolle Seminare – Impulse für Referenten (OS26-001)</strong></p>
<p data-start="345" data-end="396"><strong data-start="345" data-end="354">Wann:</strong><br data-start="354" data-end="357" />14.04.2026, 19.00 Uhr – ca. 20.30 Uhr</p>
<p data-start="398" data-end="425"><strong data-start="398" data-end="405">Wo:</strong><br data-start="405" data-end="408" />Online per Zoom</p>
<p data-start="427" data-end="536"><strong data-start="427" data-end="438">Kosten:</strong><br data-start="438" data-end="441" />0,00 € für Mitglieder, Delegierte, Vorstand und Referenten BBR<br data-start="503" data-end="506" />25,00 € für Nicht-Mitglieder</p>
<p data-start="538" data-end="587"><strong data-start="538" data-end="556">Lerneinheiten:</strong><br data-start="556" data-end="559" />2 Lerneinheiten (Profil 4)</p>
<p data-start="589" data-end="648"><strong data-start="589" data-end="603">Anmeldung:</strong><br data-start="603" data-end="606" />bis 10.04.2026 über <a class="decorated-link cursor-pointer" href="https://www.berufsreiter.com" target="_new" rel="noopener" data-start="626" data-end="646">www.berufsreiter.com</a></p>
<p data-start="650" data-end="723">Der Link zum Seminar wird nach Anmeldeschluss an die Teilnehmer versandt.</p>
<p data-start="725" data-end="1037">In diesem Online-Impuls erfährst du, wie du Seminare mit den fünf Bausteinen des Trainingsdesigns klar strukturierst und zugleich lebendig gestaltest. Du bekommst praktische Tipps, Mini-Methoden und sofort einsetzbare Ideen, um Trainings noch zielgerichteter, abwechslungsreicher und wirkungsvoller zu gestalten.</p>
<p data-start="1039" data-end="1604">Birthe Gärke ist selbstständige Trainerin und Business-Coach und arbeitet deutschlandweit in verschiedenen Unternehmen. In den Train-the-Trainer-Lehrgängen der IHK begleitet sie die Ausbildung zukünftiger Trainerinnen und Trainer. Ihr besonderes Anliegen ist es, Teilnehmende nachhaltig für Themen zu begeistern und zu motivieren. Durch ihre Erfahrung als promovierte Agrarwissenschaftlerin, ehemalige betriebswirtschaftliche Beraterin von Pferdebetrieben und Referentin bei den Pferdewirtschaftsmeister-Kursen bringt sie tiefes Fachwissen und Branchenkenntnis mit.</p>
<p data-start="1039" data-end="1604"><a href="https://ewu-bund.com/wp-content/uploads/2025/11/2026.04.14.-AUS-OS-Gaerke.docx">2026.04.14. AUS OS Gärke</a></p>
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QAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACE1t779Aw/stY6PcIxU/aIZ00581POZ3E/b177zabsO6/Pe+lZU9ZemPKev3mPfOkCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAitvffpGX5krfX4NaesvTDlfprz9Vn765ty5oHXdPM75Oa1TzHlbwZfugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQh+nB+Dv1lqPX3Pv/fg1b56zMGXOYo94lrP0rJvv55T3fMG+P2vKnAVn/k6+dAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhNbe+/QMP7LWevyaxdqnzDlFcT9vNuXMFzxHr2/K+ZwyJ8D/cfPvZsGXLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACA0Np7n54BxltrnR7hrUx5LxX7Xqz95vPpLD1rypwFz9GdnPlnTVl7wZcuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAIDQ2nufnuFH1lqnR+BN3Hzmi7V7Nu805Tkq3Hzmp7xDzPksc74+a399vnQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIQ+Tg8AfG/v/fg111qPX7OYs1CsfYqb96hY+5RnszBlTl7flPdSwdrvdHt0/fr16/Pz8/QUfOPr6+vPnz+npwAAgP/r9uj6/Pz8/fv36Sn4nugCAOAN+J8uAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACA0MfpAd7NWuv0CMfsvU+PcMzN+164+X5OeY6KPSrWPuUsTdn3Kabsuzl5ypQ9mvLbUfClCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAg9HF6AODf2XufHoG/WGs9fs1i36ecpWLOYo8KU87SlDmnmHI/b55zytp5li9dAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAChj9MDAP/OWuvxa+69H79moZjz5vtZKO5n4eY9Kky5nzc/7zevfcpvx5Q9mjJnwZcuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAICQ6AIAAAiJLgAAgJDoAgAACIkuAACAkOgCAAAIiS4AAIDQx+kB3s3e+/QIHDBl39dap0d4K8W+T9mjKWd+imLfp+yRtd9pyr5PmZPX50sXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABASHQBAACERBcAAEBIdAEAAIREFwAAQEh0AQAAhEQXAABA6OP0AId9fX2dHoHv2RoAAN7D2nufnuFH1lqnR+BNTDnzheI5Ku7nlDkLU951U/a9MGXtN5/5KXvEs6bs+5Rns3Dz/bz9Sxe8rCkvpil/iEy5n1NM2fcpbj5LN7+Xpuz7lPtZuPl88iz/0wUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEBJdAAAAIdEFAAAQEl0AAAAh0QUAABASXQAAACHRBQAAEFp779MzAAAAvC1fugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEKiCwAAICS6AAAAQqILAAAgJLoAAABCogsAACAkugAAAEL/Aelnj2xMeKgFAAAAAElFTkSuQmCC" 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<p>&nbsp;</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Online Seminar Fütterungscontrolling für Sportpferde 23.02.2026</title>
		<link>https://ewu-bund.com/online-seminar-fuetterungscontrolling-fuer-sportpferde-23-02-2026/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Mon, 24 Nov 2025 11:12:28 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40724</guid>

					<description><![CDATA[Einladung zum Online-Seminar Fütterungscontrolling für Sportpferde – OS26-002 Wann:23.02.2026, 19.00 Uhr – ca. 20.30 Uhr Wo:Online per Zoom Kosten:20,00 € Mitglieder BBR30,00 € Nicht-Mitglieder Lerneinheiten: 2 Lerneinheiten (PROFIL 4) Info und Anmeldung: https://www.berufsreiter.com/termin-detail/?vid=2162 Anmeldeschluss: bis 19.02.2026 über  WWW.BERUFSREITER.COM Der Link zum Seminar wird nach Anmeldeschluss an die Teilnehmer versandt. Das Seminar behandelt das Fütterungscontrolling für Sportpferde. Im Mittelpunkt steht die Überwachung und Anpassung der Futterration, damit der Energie-, Nährstoff- und Mineralstoffbedarf des Pferdes gedeckt ist und häufige Fütterungsfehler vermieden werden. Behandelt werden die richtige Menge und Qualität von Raufutter, die bedarfsgerechte Ergänzung mit Kraftfutter, die ausreichende Mineral- und Wasserzufuhr sowie &#8230; <a href="https://ewu-bund.com/online-seminar-fuetterungscontrolling-fuer-sportpferde-23-02-2026/">Continued</a>]]></description>
										<content:encoded><![CDATA[<div class="wpb-content-wrapper"><p data-start="145" data-end="228"><strong data-start="145" data-end="228">Einladung zum Online-Seminar Fütterungscontrolling für Sportpferde – OS26-002</strong></p>
<p data-start="230" data-end="281"><strong data-start="230" data-end="239">Wann:</strong><br data-start="239" data-end="242" />23.02.2026, 19.00 Uhr – ca. 20.30 Uhr</p>
<p data-start="283" data-end="310"><strong data-start="283" data-end="290">Wo:</strong><br data-start="290" data-end="293" />Online per Zoom</p>
<p data-start="312" data-end="377"><strong data-start="312" data-end="323">Kosten:</strong><br data-start="323" data-end="326" />20,00 € Mitglieder BBR<br data-start="348" data-end="351" />30,00 € Nicht-Mitglieder</p>
<p data-start="312" data-end="377"><strong>Lerneinheiten</strong>: 2 Lerneinheiten (PROFIL 4)</p>
<p data-start="379" data-end="452"><strong>Info und Anmeldung</strong>: <strong><a href="https://www.berufsreiter.com/termin-detail/?vid=2162">https://www.berufsreiter.com/termin-detail/?vid=2162</a><br />
Anmeldeschluss: bis 19.02.2026 über  <a href="https://veranstaltungen.berufsreiter.com:8443/app_seminaranmeldung?id=2162">WWW.BERUFSREITER.COM</a></strong><br />
Der Link zum Seminar wird nach Anmeldeschluss an die Teilnehmer versandt.</p>
<p data-start="454" data-end="909">Das Seminar behandelt das Fütterungscontrolling für Sportpferde. Im Mittelpunkt steht die Überwachung und Anpassung der Futterration, damit der Energie-, Nährstoff- und Mineralstoffbedarf des Pferdes gedeckt ist und häufige Fütterungsfehler vermieden werden. Behandelt werden die richtige Menge und Qualität von Raufutter, die bedarfsgerechte Ergänzung mit Kraftfutter, die ausreichende Mineral- und Wasserzufuhr sowie der individuelle Bedarf des Pferdes.</p>
<p data-start="911" data-end="1268">Ein weiterer Schwerpunkt liegt auf der Qualitätsüberprüfung des Futters anhand verschiedener Kennzahlen. Zusätzlich wird erläutert, wie das Controlling direkt am Pferd erfolgt – über Körperkondition, Kot, Harn, Haare und Blut. Neueste Erkenntnisse aus der Forschung werden vorgestellt. Abschließend gibt es praktische Tipps zur Umsetzung im eigenen Betrieb.</p>
<p data-start="1270" data-end="1475">Dozent: <strong>Prof. Dr. Heiner Westendarp</strong> lehrt an der Hochschule Osnabrück und hält die Professur für Tierernährung. Als Leitung des Studienschwerpunktes Pferdemanagement kann er auf jahrelange Erfahrung zurückblicken.</p>
<div>
<p class="s39"><a href="https://ewu-bund.com/wp-content/uploads/2025/11/2026.02.23.-AUS-OS-Pferdefuetterung.docx">2026.02.23. AUS OS Pferdefütterung</a></p>
</div>
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<p class="s41">
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<p class="s47"><img decoding="async" class="s46 alignleft" 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" 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		<item>
		<title>Beruf Pferdewirt: Deine Zukunft mit Pferden – Informationsveranstaltung per Zoom</title>
		<link>https://ewu-bund.com/beruf-pferdewirt-deine-zukunft-mit-pferden-informationsveranstaltung-per-zoom/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 11 Nov 2025 15:48:48 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Jugend]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40544</guid>

					<description><![CDATA[Wer Pferde liebt und sich eine berufliche Zukunft mit ihnen wünscht, sollte sich diesen Termin vormerken:Am 19. November 2025 lädt die Bundesvereinigung der Berufsreiter (BBR) von 19:00 bis 20:30 Uhr zu einer kostenlosen Online-Informationsveranstaltung via Zoom ein. Die Veranstaltung richtet sich an alle, die sich für die Ausbildung zum Pferdewirt interessieren – egal ob in der klassischen Reitausbildung, Haltung und Service, Westernreiten, Gangreiten, Rennreiten (Trab oder Galopp) oder in der Zucht. Wie auch an den Präsenz-Infotagen werden alle wichtigen Themen rund um den Beruf vorgestellt:Was erwartet dich in der Ausbildung? Welche persönlichen Voraussetzungen solltest du mitbringen? Wie sieht der Arbeitsalltag &#8230; <a href="https://ewu-bund.com/beruf-pferdewirt-deine-zukunft-mit-pferden-informationsveranstaltung-per-zoom/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p data-start="47" data-end="136"><strong>Wer Pferde liebt und sich eine berufliche Zukunft mit ihnen wünscht, sollte sich diesen Termin vormerken:</strong><br data-start="243" data-end="246" /><strong>Am 19. November 2025 lädt die Bundesvereinigung der Berufsreiter (BBR) von 19:00 bis 20:30 Uhr zu einer kostenlosen Online-Informationsveranstaltung via Zoom ein.</strong></p>
<p data-start="428" data-end="696">Die Veranstaltung richtet sich an alle, die sich für die <strong data-start="485" data-end="514">Ausbildung zum Pferdewirt</strong> interessieren – egal ob in der klassischen Reitausbildung, Haltung und Service, <strong>Westernreiten,</strong> Gangreiten, Rennreiten (Trab oder Galopp) oder in der Zucht.</p>
<p data-start="698" data-end="980"><strong>Wie auch an den Präsenz-Infotagen werden alle wichtigen Themen rund um den Beruf vorgestellt:</strong><br data-start="791" data-end="794" />Was erwartet dich in der Ausbildung? Welche persönlichen Voraussetzungen solltest du mitbringen? Wie sieht der Arbeitsalltag aus, und welche Berufsaussichten hast du nach der Ausbildung?</p>
<p data-start="982" data-end="1102">Vertreter der <strong data-start="996" data-end="1003">BBR</strong>, der <strong data-start="1009" data-end="1034">Landwirtschaftskammer</strong>, der <strong data-start="1040" data-end="1056">Berufsschule</strong> sowie erfahrene Ausbilder geben Einblicke in:</p>
<ul data-start="1103" data-end="1332">
<li data-start="1103" data-end="1158">
<p data-start="1105" data-end="1158">das Berufsbild und die verschiedenen Fachrichtungen</p>
</li>
<li data-start="1159" data-end="1213">
<p data-start="1161" data-end="1213">den Ausbildungsvertrag und die schulischen Inhalte</p>
</li>
<li data-start="1214" data-end="1276">
<p data-start="1216" data-end="1276">die realistischen Anforderungen und Verdienstmöglichkeiten</p>
</li>
<li data-start="1277" data-end="1332">
<p data-start="1279" data-end="1332">nützliche Versicherungsaspekte in der Pferdebranche</p>
</li>
</ul>
<p data-start="1334" data-end="1493"><strong data-start="1334" data-end="1363">Dozentin und Moderatorin:</strong><br data-start="1363" data-end="1366" />Carolin Lux, Pferdewirtschaftsmeisterin und Geschäftsführerin der BBR, führt gemeinsam mit weiteren Experten durch den Abend.</p>
<p data-start="1495" data-end="1702">Die Teilnahme ist <strong data-start="1513" data-end="1527">kostenfrei</strong>, eine <strong data-start="1534" data-end="1573">Anmeldung bis zum 17. November 2025</strong> ist jedoch erforderlich.<br data-start="1598" data-end="1601" />Nach der Anmeldung erhältst du eine Bestätigung mit dem Zoom-Link und dem detaillierten Ablaufplan.</p>
<p data-start="1704" data-end="1810"><strong data-start="1704" data-end="1718">Anmeldung:</strong><br data-start="1718" data-end="1721" />Bitte bis zum <span class="s1"><b>17.11.2025</b></span> über die Homepage <a href="https://www.berufsreiter.com/termin-detail/?vid=2039"><strong><span class="s2">www.berufsreiter.com</span></strong></a> !<br />
<a class="decorated-link cursor-pointer" rel="noopener" data-start="1769" data-end="1808">geschaeftsstelle@berufsreiterverband.de</a></p>
<p data-start="1812" data-end="2239"><strong data-start="1812" data-end="1840">Ablaufplan im Überblick:</strong><br data-start="1840" data-end="1843" />19:00 Uhr – Begrüßung und Ablauf (Carolin Lux)<br data-start="1889" data-end="1892" />19:10 Uhr – Anforderungen an Azubis (Carola Mohr mit Azubi)<br data-start="1951" data-end="1954" />19:25 Uhr – Ausbildungsvertrag (Jana Leve, LWK NRW)<br data-start="2005" data-end="2008" />19:40 Uhr – Berufsschule und Unterrichtsfächer (Dr. Cornelia Wagner)<br data-start="2076" data-end="2079" />19:55 Uhr – Berufsaussichten &amp; Verdienst (Carolin Lux)<br data-start="2133" data-end="2136" />20:10 Uhr – Versicherungen in der Pferdebranche (Jens Schütz)<br data-start="2197" data-end="2200" />Anschließend: Zeit für Fragen im Chat</p>
<p data-start="2241" data-end="2472">Diese Veranstaltung bietet eine ideale Möglichkeit, sich umfassend und praxisnah über den Beruf Pferdewirt zu informieren – bequem von zu Hause aus.<br data-start="2389" data-end="2392" /><strong data-start="2392" data-end="2427">Eltern sind herzlich eingeladen</strong>, gemeinsam mit ihren Kindern teilzunehmen.</p>
<p data-start="2474" data-end="2577"><strong data-start="2477" data-end="2575">Jetzt anmelden und den Traum vom Beruf mit Pferden Schritt für Schritt Realität werden lassen!</strong></p>
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		<title>Richterjahreshauptversammlung und Pflichtfortbildung 2025</title>
		<link>https://ewu-bund.com/richterjahreshauptversammlung-und-pflichtfortbildung-2025/</link>
		
		<dc:creator><![CDATA[Redaktion]]></dc:creator>
		<pubDate>Tue, 28 Oct 2025 10:43:56 +0000</pubDate>
				<category><![CDATA[Allgemein]]></category>
		<category><![CDATA[Ausbildung]]></category>
		<category><![CDATA[Landesverbände]]></category>
		<category><![CDATA[Sport]]></category>
		<category><![CDATA[Turnier]]></category>
		<guid isPermaLink="false">https://ewu-bund.com/?p=40494</guid>

					<description><![CDATA[&#160; Richterjahreshauptversammlung und Pflichtfortbildung der EWU Deutschland 2025 Die EWU Deutschland e. V. steht für ein faires, nachvollziehbares und professionelles Richtsystem. Um diesen Anspruch kontinuierlich aufrechtzuerhalten, treffen sich die EWU-Richterinnen und -Richter regelmäßig zu Fortbildungen und fachlichem Austausch. Am vergangenen Wochenende fand in Frankfurt die diesjährige Richterjahreshauptversammlung mit anschließender Pflichtfortbildung statt. Ein  Punkt der Tagesordnung der Richterjahreshauptversammlung war die Wahl des dritten Vorsitzenden der Richterkommission. Nicolas Bitsch wurde dabei in seinem Amt bestätigt. Wir gratulieren Nicolas zur Wahl. Für 20 Jahre Richtertätigkeit wurde Andrea Scheper geehrt – ein herzliches Dankeschön für ihr langjähriges Engagement und ihren Einsatz für den Westernreitsport. &#8230; <a href="https://ewu-bund.com/richterjahreshauptversammlung-und-pflichtfortbildung-2025/">Continued</a>]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p data-start="0" data-end="83"><strong data-start="0" data-end="81">Richterjahreshauptversammlung und Pflichtfortbildung der EWU Deutschland 2025</strong></p>
<p data-start="85" data-end="491">Die <strong data-start="89" data-end="114">EWU Deutschland e. V.</strong> steht für ein faires, nachvollziehbares und professionelles Richtsystem. Um diesen Anspruch kontinuierlich aufrechtzuerhalten, treffen sich die EWU-Richterinnen und -Richter regelmäßig zu Fortbildungen und fachlichem Austausch. Am vergangenen Wochenende fand in <strong data-start="377" data-end="390">Frankfurt</strong> die diesjährige <strong data-start="407" data-end="440">Richterjahreshauptversammlung</strong> mit anschließender <strong data-start="460" data-end="482">Pflichtfortbildung</strong> statt.</p>
<p>Ein  Punkt der Tagesordnung der Richterjahreshauptversammlung war die Wahl des <strong data-start="1193" data-end="1239">dritten Vorsitzenden der Richterkommission</strong>. <strong data-start="1241" data-end="1259">Nicolas Bitsch </strong>wurde dabei in seinem Amt bestätigt. Wir gratulieren Nicolas zur Wahl.<br />
Für <strong data-start="1301" data-end="1330">20 Jahre Richtertätigkeit</strong> wurde <strong data-start="1337" data-end="1355">Andrea Scheper</strong> geehrt – ein herzliches Dankeschön für ihr langjähriges Engagement und ihren Einsatz für den Westernreitsport.<br />
Im Rahmen der Hauptversammlung wurden zudem <strong data-start="982" data-end="1013">Regelbuchanträge diskutiert</strong>, <strong data-start="1015" data-end="1036">Pattern überprüft</strong> und <strong data-start="1041" data-end="1078">Verbesserungsvorschläge gesammelt</strong>, um die Arbeit im Richterwesen stetig weiterzuentwickeln.</p>
<p data-start="493" data-end="936">Der thematische Schwerpunkt der Pflichtfortbildung lag in diesem Jahr auf der Disziplin <strong data-start="558" data-end="567">Trail</strong>. Unter der fachkundigen Leitung von <strong data-start="604" data-end="667">Hugo Sieberhagen, Sonja Merkle, Tina Ullbrich, Angi Stiefel</strong> und <strong data-start="672" data-end="688">Anja Breunig</strong> vertieften die Teilnehmenden ihr Wissen und gingen tief in den Austausch rund um Bewertung der Mannöver  und Pflichthindernisse dieser Disziplin. Die praxisnahen Einheiten sorgten für lebendige Diskussionen und gaben wertvolle Impulse für die Arbeit der Richter. Die Erkenntnisse und Anregungen dieser Fortbildung fließen im nächsten Jahr in das Symposium Trail ein.</p>
<p data-start="160" data-end="185"><strong data-start="160" data-end="183">Termine Richter:</strong></p>
<p data-start="188" data-end="248"><strong data-start="188" data-end="229">Richterjahreshauptversammlung (RJHV):</strong> 23. Oktober 2026<br />
<strong data-start="251" data-end="274">Pflichtfortbildung:</strong> 24.–25. Oktober 2026 in Frankfurt<br />
Thema: <strong data-start="322" data-end="338">Ranch Riding</strong></p>
<p data-start="340" data-end="363"><strong data-start="340" data-end="361">Vorausschau 2027:</strong></p>
<p data-start="366" data-end="394"><strong data-start="366" data-end="375">RJHV:</strong> 15. Oktober 2027<br />
<strong data-start="397" data-end="420">Pflichtfortbildung:</strong> 16.–17. Oktober 2027</p>
<p data-start="505" data-end="536"><strong data-start="505" data-end="534">Geplante Online-Meetings Richter:</strong></p>
<p style="font-weight: 400;">18.11.2025<br />
10.12.2025<br />
21.01.2026<br />
19.02.2026<br />
17.03.2026<br />
09.04.2026</p>
<p><strong>EWU Symposion</strong><br />
<strong>Thema:</strong> Trail<br />
<strong>Termin: </strong>in Abstimmung</p>
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