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		<title>NLP auf Mallorca</title>
		<link>https://ausbildungnlp.de/nlp-auf-mallorca-beitrag/</link>
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		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Tue, 14 Jun 2016 10:58:50 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=774</guid>

					<description><![CDATA[<p>NLP auf Mallorca Im November 2016 bietet NLP professional auf Mallorca zwei Seminare an: Den NLP Basiskurs (Einstieg ins NLP) und Professional Woman Beide Seminare finden an drei Tagen statt (7.-9.11.2016) in einem Hotel direkt am Strand. Genießen Sie die tolle Umgebung Mallorcas (im November ist es tagsüber oft noch richtig sommerlich) und verbinden das...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-auf-mallorca-beitrag/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-auf-mallorca-beitrag/">NLP auf Mallorca</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="http://www.nlp-auf-mallorca.com" target="_blank" rel="noopener"><img fetchpriority="high" decoding="async" class="alignnone size-full wp-image-775" src="https://ausbildungnlp.de/wp-content/uploads/2016/06/NLP-auf-Mallorca-Screenshot.jpg" alt="NLP auf Mallorca" width="600" height="284" srcset="https://ausbildungnlp.de/wp-content/uploads/2016/06/NLP-auf-Mallorca-Screenshot.jpg 600w, https://ausbildungnlp.de/wp-content/uploads/2016/06/NLP-auf-Mallorca-Screenshot-300x142.jpg 300w" sizes="(max-width: 600px) 100vw, 600px" /></a></p>
<h2>NLP auf Mallorca</h2>
<p>Im November 2016 bietet NLP professional auf Mallorca zwei Seminare an:</p>
<p>Den NLP Basiskurs (Einstieg ins NLP)</p>
<p>und</p>
<p>Professional Woman</p>
<p>Beide Seminare finden an drei Tagen statt (7.-9.11.2016) in einem Hotel direkt am Strand.</p>
<p>Genießen Sie die tolle Umgebung Mallorcas (im November ist es tagsüber oft noch richtig sommerlich) und verbinden das mit der Erfahrung außergewöhnlicher Seminare. Der Strand in unmittelbarer Nähe des Seminarhotels läd zum Üben ein oder zu abendlichen Spaziergängen. <strong>NLP auf Mallorca</strong> von NLP professional findet in modernen Seminarräumen statt. Das Hotel ist gut und günstig vom Flughafen mit dem Taxi zu erreichen, so dass Sie <em>NLP auf Mallorca</em> direkt von Beginn an genießen können.</p>
<p>Auch für unsere Teilnehmer der NLP Practitioner und NLP Masterausbildung sind das tolle Gelegenheiten, zum Beispiel den NLP Basiskurs auf Mallorca zu begleiten.</p>
<p>Finden Sie <a href="http://nlp-auf-mallorca.com/lohnt-sich-nlp.htm" target="_blank" rel="noopener">hier</a> heraus, was Menschen über diese Seminare denken.</p>
<p>Für <a href="http://www.nlp-auf-mallorca.com" target="_blank" rel="noopener">NLP auf Mallorca</a> haben wir eine eigene Internetseite kreiert, auf der Sie sich umfassend informieren können.</p>
<p>Diese finden Sie hier: <a href="http://www.nlp-auf-mallorca.com" target="_blank" rel="noopener">http://www.nlp-auf-mallorca.com</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-auf-mallorca-beitrag/">NLP auf Mallorca</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<title>NLP Infoabend 5.7.16 -kostenlos-</title>
		<link>https://ausbildungnlp.de/nlp-infoabend/</link>
					<comments>https://ausbildungnlp.de/nlp-infoabend/#comments</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Wed, 20 Apr 2016 12:09:52 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=750</guid>

					<description><![CDATA[<p>NLP professional veranstaltet einen kostenlosen, unverbindlichen NLP Infoabend. Sonntag, 05.07.2016, Münster Stadthotel, 19:00 &#8211; 20:30 Uhr Lernen Sie alle 3 Haupttrainer persönlich kennen: Martina Schmidt-Tanger Dr. Jens Tomas Holger Backwinkel Wir alle werden an dem Abend anwesend sein. Sie interessieren sich für NLP als umfassendes, werteorientiertes Kommunikationskonzept oder für die systemisch-integrative Coachingausbildung? LERNEN SIE UNS...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-infoabend/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-infoabend/">NLP Infoabend 5.7.16 -kostenlos-</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1><a href="https://ausbildungnlp.de/wp-content/uploads/2016/04/Holger-Backwinkel_Martina-Schmidt-Tanger_Jens-Tomas_600px_web.jpg"><img decoding="async" class="alignnone size-full wp-image-760" src="https://ausbildungnlp.de/wp-content/uploads/2016/04/Holger-Backwinkel_Martina-Schmidt-Tanger_Jens-Tomas_600px_web.jpg" alt="Holger Backwinkel, Martina Schmidt-Tanger, Jens Tomas" width="600" height="334" srcset="https://ausbildungnlp.de/wp-content/uploads/2016/04/Holger-Backwinkel_Martina-Schmidt-Tanger_Jens-Tomas_600px_web.jpg 600w, https://ausbildungnlp.de/wp-content/uploads/2016/04/Holger-Backwinkel_Martina-Schmidt-Tanger_Jens-Tomas_600px_web-300x167.jpg 300w" sizes="(max-width: 600px) 100vw, 600px" /></a></h1>
<h1>NLP professional veranstaltet einen kostenlosen, unverbindlichen NLP Infoabend.</h1>
<p>Sonntag, 05.07.2016, Münster Stadthotel, 19:00 &#8211; 20:30 Uhr</p>
<p><strong>Lernen Sie alle 3 Haupttrainer persönlich kennen:</strong></p>
<ul>
<li>Martina Schmidt-Tanger</li>
<li>Dr. Jens Tomas</li>
<li>Holger Backwinkel</li>
</ul>
<p>Wir alle werden an dem Abend anwesend sein.</p>
<p>Sie interessieren sich für NLP als umfassendes, werteorientiertes Kommunikationskonzept oder für die systemisch-integrative Coachingausbildung?</p>
<p>LERNEN SIE UNS KENNEN<br />
Treffen Sie unsere Haupttrainer und erfahren alles über unser Institut, das flexible Modulsystem, die verschiedenen Anwendungsgebiete und die Expertise unsere Trainer.</p>
<p>SIE KENNEN UNS SCHON?<br />
Begleiten Sie jemanden, der an dem Abend gerne mit Ihnen kommen möchte. Dann freuen wir uns über Ihre/Deine Empfehlung und auf ein Wiedersehen!</p>
<p><strong>Zur besseren Raumplanung bitten wir um eine kurze Anmeldemail, wenn Sie planen zu kommen:</strong></p>
<p><strong><span style="color: #ff6600;">nlp@nlp-professional.de</span></strong></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-infoabend/">NLP Infoabend 5.7.16 -kostenlos-</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<title>Lohnt sich NLP?</title>
		<link>https://ausbildungnlp.de/lohnt-sich-nlp/</link>
					<comments>https://ausbildungnlp.de/lohnt-sich-nlp/#respond</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Sat, 13 Feb 2016 12:30:50 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=733</guid>

					<description><![CDATA[<p>Lohnt sich NLP? Wenn ja, für wen? Was habe ich davon? Wozu ist NLP nützlich? Worauf sollte ich achten, wenn ich mir eine NLP Ausbildung aussuche? All diese Fragen beantworte ich jetzt in einem kostenlosen NLP Webinar.</p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/lohnt-sich-nlp/">Lohnt sich NLP?</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>Lohnt sich NLP?</h1>
<p>Wenn ja, für wen? Was habe ich davon? Wozu ist NLP nützlich?</p>
<p>Worauf sollte ich achten, wenn ich mir eine NLP Ausbildung aussuche?</p>
<p>All diese Fragen beantworte ich jetzt in einem kostenlosen NLP Webinar.</p>
<p><a href="http://app.webinarjam.net/register/1092/e749cebe33" target="_blank" rel="noopener"><img decoding="async" class="aligncenter wp-image-728 size-full" src="https://ausbildungnlp.de/wp-content/uploads/2016/02/Jetzt-Termine-ansehen-Button.jpg" alt="Jetzt-Termine-ansehen-Button" width="506" height="93" srcset="https://ausbildungnlp.de/wp-content/uploads/2016/02/Jetzt-Termine-ansehen-Button.jpg 506w, https://ausbildungnlp.de/wp-content/uploads/2016/02/Jetzt-Termine-ansehen-Button-300x55.jpg 300w" sizes="(max-width: 506px) 100vw, 506px" /></a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/lohnt-sich-nlp/">Lohnt sich NLP?</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<title>NLP Videokurs als kostenlosen Einstieg nutzen</title>
		<link>https://ausbildungnlp.de/nlp-videokurs-als-kostenlosen-einstieg-nutzen/</link>
					<comments>https://ausbildungnlp.de/nlp-videokurs-als-kostenlosen-einstieg-nutzen/#respond</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Tue, 04 Aug 2015 13:57:57 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=674</guid>

					<description><![CDATA[<p>NLP Videokurs lohnt sich Wenn Sie neugierig auf NLP sind, einige Bücher gelesen haben oder bereits Ausbildungen absolviert haben sollten Sie sich umschauen, welche Möglichkeiten Ihnen das NLP noch bietet. NLP Practitioner, NLP Master, Trainer und Coach sind natürlich lohnenswerte Ziele. Achten Sie dabei unbedingt auf perfekte Qualität Ihrer Ausbildung! Neben einem NLP Basiskurs bieten...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-videokurs-als-kostenlosen-einstieg-nutzen/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-videokurs-als-kostenlosen-einstieg-nutzen/">NLP Videokurs als kostenlosen Einstieg nutzen</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2>NLP Videokurs lohnt sich</h2>
<p>Wenn Sie neugierig auf NLP sind, einige Bücher gelesen haben oder bereits Ausbildungen absolviert haben sollten Sie sich umschauen, welche Möglichkeiten Ihnen das NLP noch bietet. NLP Practitioner, NLP Master, Trainer und Coach sind natürlich lohnenswerte Ziele.</p>
<p>Achten Sie dabei unbedingt auf perfekte Qualität Ihrer Ausbildung! Neben einem NLP Basiskurs bieten wir auch einen kostenlosen NLP Videokurs, der ein paar NLP Grundlagen vermittelt.</p>
<p>Vor allem bekommen Sie aber auch ein Gefühl dafür, wie Holger Backwinkel NLP vermittelt. Der Unterschied zum Seminar ist natürlich, dass Holger Backwinkel im Seminar nicht nur erklärt, sondern direkt die Dinge vor der Gruppe vorführt und erlebbar macht.</p>
<p>Anschließend wird in kleinen Gruppen alles direkt geübt und ausprobiert. Hier in dem NLP Videokurs erscheint das möglicherweise etwas theoretisch, im Seminar bekommt es die nötige Praxis und auch den Spaß, der dabei ´rüberkommt.</p>
<p>Trotzdem ist der NLP Videokurs eine gute Möglichkeit, etwas ins NLP hineinzuschnuppern und eine Idee zu bekommen, worum es bei dem Ganzen geht.</p>
<p>Im Videokurs erfahren Sie etwas über Wahrnehmung, die Repräsentationssystem, innere Landkarten und deren Einfluss auf den Zustand. Und Sie erfahren natürlich auch, warum es sich lohnt, mit NLP zu beginnen.</p>
<p>Melden Sie sich einfach zum NLP Videokurs an und machen Sie sich selbst ein Bild:</p>
<p>Zum <a title="NLP Videokurs" href="http://www.nlp-videokurs.de" target="_blank" rel="noopener">NLP Videokurs</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-videokurs-als-kostenlosen-einstieg-nutzen/">NLP Videokurs als kostenlosen Einstieg nutzen</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<title>NLP Sommerakademie 2015</title>
		<link>https://ausbildungnlp.de/nlp-sommerakademie-2015/</link>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Tue, 23 Jun 2015 20:16:44 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=669</guid>

					<description><![CDATA[<p>Die NLP Sommerakademie startet am 26.06.2015 Das Landhaus Eggert bietet auch in diesem Jahr wieder die wunderschöne Kulisse für die NLP professional Sommerakademie in Münster. Hochkarätige Trainer und erstklassige NLP Seminare verbunden mit dem Erlebnischarakter einer Sommerakademie: 50 oder mehr NLP Interessierte sind gleichzeitig vor Ort und lernen in verschiedenen NLP Seminaren NLP Practitioner-Inhalte, NLP...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-sommerakademie-2015/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-sommerakademie-2015/">NLP Sommerakademie 2015</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2>Die NLP Sommerakademie startet am 26.06.2015</h2>
<p>Das Landhaus Eggert bietet auch in diesem Jahr wieder die wunderschöne Kulisse für die NLP professional Sommerakademie in Münster.</p>
<p>Hochkarätige Trainer und erstklassige NLP Seminare verbunden mit dem Erlebnischarakter einer Sommerakademie: 50 oder mehr NLP Interessierte sind gleichzeitig vor Ort und lernen in verschiedenen NLP Seminaren NLP Practitioner-Inhalte, NLP Masterinhalte oder Team und Konfliktcoaching mit NLP.</p>
<p>Auch in diesem Jahr wieder dabei: Der Shaolin Shi Xing Mi mit dem Seminar &#8222;Kraft und Haltung&#8220;. Neben der reinen NLP Ausbildung bietet die NLP Sommerakademie auch die Möglichkeit, interessante Seminare bei hochkarätigen Trainern zu besuchen und viel dabei zu lernen und zu erfahren.</p>
<p>Das Landhaus Eggert bietet dazu die perfekte Atmosphäre: Gemütliche Seminarräume, perfektes Essen, Ruhe und tolle Möglichkeiten, sich zurückzuziehen zum lernen, erfahren, ausprobieren, abschalten, entscheiden, entwickeln usw.</p>
<p>Wir freuen uns auf alle Teilnehmer und auf die schöne Zeit in der NLP Sommerakademie 2015 in Münster.</p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-sommerakademie-2015/">NLP Sommerakademie 2015</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<title>Warum der Einstieg ins NLP so wichtig ist</title>
		<link>https://ausbildungnlp.de/warum-der-einstieg-ins-nlp-so-wichtig-ist/</link>
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		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Fri, 08 May 2015 21:22:45 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=662</guid>

					<description><![CDATA[<p>Suchen Sie sich Ihren Einstieg ins NLP mit großer Sorgfalt aus Der Einstieg ist das Wichtigste. Leider passiert es zu häufig, dass man beim Einstieg an eine NLP Ausbildung gerät, die wenig sinnvolle Eindrücke vermitteln. Manchmal kommt es vor, dass Leute nach einem NLP Basiskurs sagen &#8222;Ach ja, NLP, das ist doch diese Methode, um...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/warum-der-einstieg-ins-nlp-so-wichtig-ist/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/warum-der-einstieg-ins-nlp-so-wichtig-ist/">Warum der Einstieg ins NLP so wichtig ist</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2>Suchen Sie sich Ihren Einstieg ins NLP mit großer Sorgfalt aus</h2>
<p><img decoding="async" class="aligncenter" alt="" 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" /></p>
<h4>Der Einstieg ist das Wichtigste.</h4>
<p>Leider passiert es zu häufig, dass man beim Einstieg an eine NLP Ausbildung gerät, die wenig sinnvolle Eindrücke vermitteln. Manchmal kommt es vor, dass Leute nach einem NLP Basiskurs sagen &#8222;Ach ja, NLP, das ist doch diese Methode, um andere zu manipulieren. Klappt bei mir nicht.&#8220;, oder &#8222;NLP habe ich auch gemacht, das ist mir zu esoterisch.&#8220;, oder &#8222;da liefen viele Möchtegern-Erfolgreiche rum und einige aus der Pick-up Szene, das ist nichts für mich.&#8220;</p>
<p>Der Einstieg in eine NLP Ausbildung &#8211; der <a title="NLP Basiskurs" href="https://ausbildungnlp.de/nlp-basiskurs/">NLP Basiskurs</a> &#8211; ist DIE Chance, das die Menschen erkennen, wie viel Gutes das NLP ins Leben bringen kann. Mich spornt das als NLP Trainer immer unglaublich an. Ich möchte, dass die Teilnehmer in den 3 Tagen (so lange dauert ein NLP Basiskurs bei uns) erkennen, wie stark sie vom NLP profitieren können. Und ich ärgere mich darüber, wenn jemand bei einem anderen NLP Kurs war und das dort offensichtlich nicht gelungen ist.</p>
<h4>Eine Chance vertan.</h4>
<p>Und hier geht es nicht um bekehren oder so etwas. Ich lade die Teilnehmer meiner NLP Ausbildung gerade am Anfang immer ein, skeptisch zu sein. Ich kündige an, dass ich im NLP Basiskurs einige Behauptungen in den Raum stellen werde, die das NLP bzw. deren Gründer Richard Bandler und John Grinder aufgestellt haben. Und ich fordere explizit dazu auf, mir nicht alles zu glauben, sondern mit dem Material zu arbeiten und sich selbst zu überzeugen, ob an diesen Behauptungen etwas dran ist. Ein Beispiel dafür sind die Augenzugangshinweise des NLP. Und dann, nach dem NLP Basiskurs, kann jeder für sich entscheiden, ob es gut und sinnvoll ist, sich weiter mit dem NLP zu beschäftigen.</p>
<p>Ich habe auch immer Mal überlegt einen &#8222;NLP Basiskurs für NLP Kritiker&#8220; zu machen. Ist aber bisher nicht dazu gekommen. Kritisch sein finde ich total ok, wenn man bereit ist, sich auf das Ausprobieren einiger NLP Techniken einzulassen.</p>
<h4>NLP muss praxisnah und einfach vermittelt werden.</h4>
<p>Jeder kann sofort den positiven Nutzen auf das eigene Leben, den Job, die Familie, sich selbst erleben. Dann macht es Spaß und bringt Erfolg.</p>
<p><a title="NLP Basiskurs" href="https://ausbildungnlp.de/nlp-basiskurs/">Zum NLP Basiskurs</a></p>
<p>&nbsp;</p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/warum-der-einstieg-ins-nlp-so-wichtig-ist/">Warum der Einstieg ins NLP so wichtig ist</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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			</item>
		<item>
		<title>Vorteile des NLP</title>
		<link>https://ausbildungnlp.de/vorteile-des-nlp/</link>
					<comments>https://ausbildungnlp.de/vorteile-des-nlp/#respond</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Mon, 12 Jan 2015 13:41:02 +0000</pubDate>
				<category><![CDATA[NLP Ausbildung]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=644</guid>

					<description><![CDATA[<p>Vorteile des NLP: Es gibt noch viel mehr&#8230; Hier schon Mal einige: Einstellung des NLP: Sie haben alle Fähigkeiten die Sie für die angestrebten Veränderungen brauchen, sie setzen sie nur nicht immer ein. NLP hilft, das angestrebte Ziel mit den richtigen inneren Ressourcen zusammenzubringen. Der Fokus liegt auf der Lösung. Es wird wenig Zeit damit...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/vorteile-des-nlp/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/vorteile-des-nlp/">Vorteile des NLP</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2>Vorteile des NLP: Es gibt noch viel mehr&#8230;</h2>
<p>Hier schon Mal einige:</p>
<ul>
<li>Einstellung des NLP: Sie haben alle Fähigkeiten die Sie für die angestrebten Veränderungen brauchen, sie setzen sie nur nicht immer ein.</li>
<li>NLP hilft, das angestrebte Ziel mit den richtigen inneren Ressourcen zusammenzubringen.</li>
<li>Der Fokus liegt auf der Lösung. Es wird wenig Zeit damit verbracht nach Schuld und der Frage, &#8222;warum gibt es dieses Problem und wo kommt es her?&#8220;, zu forschen, viel mehr ist es wichtig zu wissen, wo wir eigentlich hin wollen, welchen Weg wir am besten gehen und was dabei helfen kann.</li>
<li>Es geht darum die Wahrnehmung und das zur Verfügung stehende Verhalten zu erweitern, um mehr Wahl- und Entscheidungsmöglichkeiten zu gewinnen.</li>
<li>NLP arbeitet mit Sprache. Das bedeutet, überall, wo gesprochen wird, ist NLP anwendbar. Sogar, wenn Sie nur &#8222;Selbstgespräche&#8220; führen (einige nennen das &#8222;Denken&#8220;). Das bedeutet, es muss sich niemand auf die Couch legen, niemand muss angefasst werden usw. Dadurch ist NLP in allen Kontexten anwendbar, auch in allen Business-Kontexten.</li>
<li>NLP ist super geeignet für Führung mit NLP, Verkaufen mit NLP, Mitarbeitergespräche verbessern mit NLP, Erziehung verbessern mit NLP usw., usw.</li>
</ul>
<p>Infos gibt es hier: <a title="NLP Basiskurs" href="https://ausbildungnlp.de/nlp-basiskurs/">NLP Basiskurs</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/vorteile-des-nlp/">Vorteile des NLP</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<item>
		<title>NLP Kongress vom 01. – 02.11.2014 in Bochum im Zeichen der Potenzialentfaltung</title>
		<link>https://ausbildungnlp.de/nlp-kongress-2014-in-bochum-im-zeichen-der-potenzialentfaltung/</link>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Wed, 31 Dec 2014 17:03:28 +0000</pubDate>
				<category><![CDATA[Coachingausbildung]]></category>
		<category><![CDATA[NLP Ausbildung]]></category>
		<category><![CDATA[NLP Master]]></category>
		<category><![CDATA[NLP Practitioner]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=622</guid>

					<description><![CDATA[<p>Der NLP Kongress 2014 war hochinteressant und ein voller Erfolg Es waren sehr viele NLP Interessierte sowie NLP Lernende in Bochum vor Ort, um sich über das Thema NLP beim NLP Kongress auszutauschen. Viele Besucher konnten auf spannende Weise NLP lernen und sich mit dem Oberbegriff &#8222;Potenziale&#8220; vertraut machen: Wie kann man eigentlich Potenziale erkennen,...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-kongress-2014-in-bochum-im-zeichen-der-potenzialentfaltung/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-kongress-2014-in-bochum-im-zeichen-der-potenzialentfaltung/">NLP Kongress vom 01. – 02.11.2014 in Bochum im Zeichen der Potenzialentfaltung</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img loading="lazy" decoding="async" title="NLP Kongress 2014 NLP Ausbildung" alt="Fotos von Vorträgen auf dem NLP Kongress" 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" 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<h2>Der NLP Kongress 2014 war hochinteressant und ein voller Erfolg</h2>
<p>Es waren sehr viele NLP Interessierte sowie NLP Lernende in Bochum vor Ort, um sich über das Thema NLP beim NLP Kongress auszutauschen. Viele Besucher konnten auf spannende Weise NLP lernen und sich mit dem Oberbegriff &#8222;Potenziale&#8220; vertraut machen:</p>
<p style="text-align: center;">Wie kann man eigentlich <i>Potenziale erkennen, entfalten und entwickeln</i>?</p>
<p>Emotionales Wohlbefinden hängt größtenteils von unserem Gehirn ab und davon, wie es Erfahrungen abgespeichert hat. Dort setzt die Entfaltung und in letzter Konsequenz auch die Entwicklung von Potenzialen an</p>
<p>NLP lernen kann dabei helfen, Potenziale zu erkennen, zu entfalten und zu entwickeln.</p>
<p>Ferner ging es um die Wurzeln des NLP, die begnadeten Therapeuten und Kommunikatoren Virginia Satir, Fritz Perl sowie Milton Erickson. Deren Arbeit befasste sich u.a. mit der Entfaltung und Entwicklung der menschlichen Potenziale.</p>
<p>Im NLP geht es um die „Fähigkeit zu Lernen“ und vor allem, die „Fähigkeit, Dinge neu zu lernen“. Diese Fähigkeit spielt auch eine wichtige Rolle bei einer umfassenden NLP Ausbildung, die gewiss auch zahlreiche Teilnehmer des Kongresses wahrgenommen haben oder noch wahrnehmen werden</p>
<p>Als erste Keynote beim NLP Kongress gab es einen aufschlussreichen Vortrag von Prof. Dr. med. Christian E. Elger, der aus neurowissenschaftlicher Sicht viele Zusammenhänge anschaulich und praxisnah darstellte. Viele seiner tiefgehenden Erkenntnisse standen jedoch viel zu kurz auf der Powerpoint Präsentation, so dass viele Teilnehmer froh waren, diesen und auch alle anderen tollen NLP Vorträge im Anschluss als DVD-Mitschnitt erwerben zu können.</p>
<p>Eine weitere Keynote beim NLP Kongress 2014  hielt Robby Clemens, der als Worldrunner deutlich machte, welche zuvor für unmöglich gehaltene Potenziale in Menschen stecken.</p>
<p>Der NLP Kongress selbst war geprägt von anregenden Vorträgen unterschiedlicher Referenten, die alle dafür gesorgt haben, dass es eine hohe Informationsdichte und einen großen Austausch an Wissen gab.</p>
<p>Bei der Abendveranstaltung gab es stilvolle Unterhaltung und ein luxuriöses Buffet. In guter Stimmung wurden Netzwerke gepflegt und neue Kontakte geknüpft. Bei der Podiumsdiskussion am Sonntagmorgen ging es um das Thema Potenzialentfaltung. Hier diskutierten ausführlich und teilweise kontrovers die Teilnehmer Prof. Dr. med. Christian Elger, Dr. Frithjof Schmidt MdB, Greta Andreas und Dr. Jens Tomas unter der Leitung von Dr. Frank Görmar. Dies führte unter anderem zu interessanten Ansätzen für jeden, der sichmit dem Thema „NLP lernen“ näher befassen möchte.</p>
<p>Die abschließende Integral Roadshow erklärte auf spannende Weise das kultur-soziologische Modell des Spiral Dynamics, das sich mit der Entwicklung von menschlichen Problemlösungskonzepten auseinandersetzt.</p>
<p>Der NLP Kongress 2014 war also gut investierte Zeit einerseits für jeden, der sich für NLP oder eine NLP Ausbildung interessiert oder bereits in einer NLP Ausbildung befindet und andererseits auch für jeden, der sich mit Personalentwicklung und dem Lernen von Menschen und Organisationen beschäftigt.</p>
<p><a title="NLP Ausbildung" href="https://ausbildungnlp.de/nlp-ausbildung/">Zur NLP Ausbildung</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-kongress-2014-in-bochum-im-zeichen-der-potenzialentfaltung/">NLP Kongress vom 01. – 02.11.2014 in Bochum im Zeichen der Potenzialentfaltung</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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		<item>
		<title>NLP Teamcoaching Seminar 14.-16.11.2014 in Münster</title>
		<link>https://ausbildungnlp.de/nlp-teamcoaching-seminar-2014-in-muenster/</link>
					<comments>https://ausbildungnlp.de/nlp-teamcoaching-seminar-2014-in-muenster/#respond</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Tue, 18 Nov 2014 12:38:18 +0000</pubDate>
				<category><![CDATA[Coachingausbildung]]></category>
		<category><![CDATA[NLP Ausbildung]]></category>
		<category><![CDATA[NLP Master]]></category>
		<category><![CDATA[NLP Practitioner]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=569</guid>

					<description><![CDATA[<p>&#160; Das Teamcoaching Seminar am Wochenende war ein voller Erfolg. Wir haben intensiv gearbeitet, viele Beispiele besprochen und mit echten und vorgestellten Situationen den Da-Vinci Prozess und den Team-Identitäts-Prozess durchlaufen. Hier einige Eindrücke aus dem Fotoprotokoll: &#160; Hier eine Darstellung der Teamcoaching Delfin-Technik. Ein sehr nützliches Werkzeug, um Teams zu helfen über wirklich relevante und veränderungswirksame...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/nlp-teamcoaching-seminar-2014-in-muenster/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-teamcoaching-seminar-2014-in-muenster/">NLP Teamcoaching Seminar 14.-16.11.2014 in Münster</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
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width="600" height="250" /></p>
<p>&nbsp;</p>
<p>Das Teamcoaching Seminar am Wochenende war ein voller Erfolg. Wir haben intensiv gearbeitet, viele Beispiele besprochen und mit echten und vorgestellten Situationen den Da-Vinci Prozess und den Team-Identitäts-Prozess durchlaufen.</p>
<p>Hier einige Eindrücke aus dem Fotoprotokoll:</p>
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/></p>
<p>&nbsp;</p>
<p>Hier eine Darstellung der Teamcoaching <strong><span style="color: #ff9900;">Delfin-Technik</span></strong>. Ein sehr nützliches Werkzeug, um Teams zu helfen über wirklich relevante und veränderungswirksame Themen zu reden und daran zu arbeiten:</p>
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SRY2ovPtSW0P2rGDIV+Yj61FdaHpl9cpc3en2lxPHwss8IcgfU15+de+K9wQYfDWmwLj7xuB/U0wy/F6biOHS7ZT6MjYp3HzrsepwqEj2qMAcAYxinEZ47V5ath8Xpv+Y1psI9fIQ/0p58P/ABSmTbN4sskJ7pBt/kKLi5/Jnpyrt4HSnV5SPB/xJZv3njRBj+7u/wAKVPCvxMhJKeMoW5z+8Qn9CKdw532PVaK82h0f4pIylvFelzJ/dazx+oWqXjLxx4i+H3h1rvXrnT7q5uSUs47dXDM/HYjoP6igtM63xl460bwXa+bq04Mrj91bRnMkp9hXzL8aPEWueI9T0u71rSf7KgeB2s4Wz5jJu6t717P8PPh7NdvF4w8ayf2jrl6onjE53LbKR8oAPQ4x9K4Xx5o9x8Rf2gYtHsh5ttp6oJpGB2oAAzg46ZII/GgZ7L8KtF/sH4caTZlCknkCSUH++etdjXmjaR8TvMxaeI9Jt0Awsf2XdgDpztoTTfivAxZtf0qcf3TbYz+lIjm8j0uiuI0vUvHsN1FDrOk2FxCThprW4Ab8mNdvTLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApNgFLRQBG8EcgxIgYehGazbrwvot6xNzptvIT1yla1FBLjGW6OTn+G3hyViUtXhB7RPtFUpfhP4fc533q+wn4/LFdwRmjHFFkYvC0G7uCPO5Pg/o5YmK8vE+r5qu/wAG9OZMDUpwfdM/1r0zbSbKnlixfVaP8p5gfgzblMDWZl/7Y/8A2VNHwYiyN+tzEd8RY/8AZq9R2UbKOWI/qtH+U8yPwasj11e4x/uf/ZUf8KU0hsebqF2/PZiv9a9M2UoSjkiNYektkeeR/BbwyuNz3rHvicirkXwh8KJnfbzy/wDXSXP9K7jFLRyrsV7Gn2OStvhf4StjxpMUn/XQZq/b+BvDFq26DRLNG9REK3qKdkUoRWyKaaTp8a4SzgA/65ipVsrZfu28Y+iCp6KZVkNEagYUAD0FLtFLRQMTaKNopaKAE2DOcc0bRS0UAJtFBQHrS0UANCAV8yftDXN4vxE00yxM1nawpLF/dZt+W/RVr6drC17wfpPiMJ/atusxjyFJHIB60DTSep4pL8d9f8Soml+C/DhS9l+QSs24Rj1wK9R+G3gRPCejPLfS/atXvW828uSclm9M+gra0PwbonhxSNIsYoGPV9vzH8a3FXb0oB26DREq9PypSgNOooEN2KRg806iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKMg9DSbl9R1x1oAWiiigAoozjrSbh60ALRSbh6iloAKKKTcBnJHHWgBaKTcMZzxQCD0OaAFoooyKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooJAGScUAFFJuHqKAwPQg/SgBaKKKACiijPOO9ABRRkZx3ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimyuI4yzHAHJJ7VyMvxJ0GLVDZNM/Bw0235AfzrOdSEPidjooYWtiL+yi3bsdhRXPWnjTQb658i21CNn7c4zW6G3AEcg9MHrVRnGWsXcirRq0XapFr1ViSisy81fT9PkIvb+3gbsssoX+tSW+pWd1AZ7W7hlhXq8cgYCqMi/SHpWRYeIdM1HVZtPs72Ge6hTfLHE27aMgdenetdjhSfagCtd3MVnaS3M7bY4lLHHtXnnw5+KS/EDxFqsNpZeRY2aBo5XPzyDOMkdq6fx1OLbwDrVwTjy7R2H5V5B+zHZAafrWoOwUCRYBn/dBoGfQi8KMUtQK4KA84JwCO9Kz4znPvgigQ9+2Kz7rV9PsLqC3u7qGGe4OI42b5m+gqxdXMVtF5k8qxRrglnOBj61zF94Qj1P4h6T4m3g/Y4XjkjZtysGU7SvuCaAOu71JUZ6HjBxUZbPIOMcZNAFioZDiTtnt7U0SK+4Bj8p2nHr1/rWD461k+H/AAHq2qIQk0Nq7R5/vEfL+uKAMbSfidYeIPHsvhzRIJLkWyM9xdHhFwQOPzruo2zIQO3618r/AAF8R6fo3i+5XUftD3OpoIIvLXcASwYlv++a+poQN5I59DSG1YmPQ4qFJklz5MivtPzYPSi+fy9PuHzt2xMc+nFeFfs2azeX1rrEGoTyTHzFlDOxbBPbmmB75RRRmgQUUUUAFFFFABRRSHpQAtFIvSloAKKKQnCnFAC0V4b8a/GGq6d4p8O+H9Fv5rYXcq/afLIy4LqAP1Ne3WyGO1iRiSVQAk9elAElRycMMDrxk1JUUzBcFiAO+TigDhPiD8UtM8Ay20F5bXN1c3QLRJEowcEDufeuz066F7Y29yqOgmjV9rdVyM4P51j+IPBuj+KbmwuNVh8x7GbzYWHXoflPt3/CugRVQKqKAB0A7CgCWiiigAqvd3MNtG0lxLHFGo+ZpDgD8aex+YgdeTXz1+0B42afXNP8J2FwYlhdZrxw2ASThVOPQZP40AfQtvIksavE6ujLlWQ5BH1qWuD0Dx54aP8AZ+g6bqUdzdrGsTJAhcKQACSe3Nduhy45zQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXOBx1p1NfqKAOE+I+vz2ttBo9g5F1ekA46hc4/X+leK6n4ksND8Qal4b1bT1t5IJVWK93HdtyMsQTjke1dn471LUbXx9NdWVst1dWsiC3ic4DcZA/MmvCPHGq65r3i66uPEkarqCHZMiIBsxwBx7V51OMa85ufR2Ppq1Wrl9GhCg7cy5n5t7fce4eG/DUvjHSbrX9OhOn2m7bYw85cKDlyTzzXS2fxH/sb4e6pe6oQbrTPkA7uTwv8AI/lUHgPxpYaX8ItGmuWCXSW3kLEPvMV4z+deSeP01G+8M3l5AG+zfa0a5CjoSGxn9aXuUsRGNLruVfEYvLak8VtGzi3v5rzKfifRr7VfDI8XeK76V9W1ifGnWI/uZxkjt2xXT+K/Dmu/Dr4J2ENncywve3Hmai0J2lARwmeoA6VxfgTxRpNp4qt9W8ctdXq2Mai0jA3qpH3QR7f1r2Hx38XdH/4Qkx3uiTudTib7PbXKYV06CRvTn8a9I+Zd0Z/7Pvibw7FEdFhgNvrlyCzzMS32nAz1PTgE4Fe8hmcHJ+U9MfrXzv8As4+Dhd6jc+Jr6MgWw2WmVwCzAgsPwyPxr6L8sKvy9ugoCVrnE/Fy4Fr8KNfLNt32piX8RXynZXnimy8Fs2nteWui+f5jzQZQM/Tlh+VfSvx9klPwruYoFZmkmjUqoycZOa+fh421W6+H9v4BsbGPY8m1mx+8Zy+4cfU0gVzr9E+MmteHfhWsHmNc6lLO0VtcTncVQA5bnqQcfnXMnWvFniTVY47XxVe3sjwm4uzA5jSFV5IwvFS/EHw+3g7xLodjfWZl0+1tYSynO2VjzIAfU4r3HwX4e8MQeALu/wBJ0o6PHqNs4ke7PzgYxnJ6Lk0+odLnnfw31u7+JXiqHSdfv5n0nTYPNjtjKw88g8s5zk9OnStaw+KGrXPxG8RSNMi6H4fguHS1jUBJPLDKpyOeSPXvXl/gO/n8H/E6KJc8yPauAPvo3Q++Rg/jVzT9E1Ww+HHizWZ7eVTcSrZYKncT5vz8e3NIHodbB8c/FuseGr6LStPaXUVLzSXMaZW2gHt7epql8KPH2txT+JLnUtUubtItNkuF859wWTIAIB6fer0PwH4APhT4OauLhc6jqOnyvMAORmM7Vrgfhx8PdYm+G3iq6Fi4uL63WC0jYYL4bLHn6CgNCp4L+N1z4b8LamdTkm1LWLq7MsIlOUUFVGT+IPFO8X+LfGHif4OWt/qVzF9huLxo59iAFgr4UfTIHSltPgHrU/hWwuTti1K4uMXEUhwLeLgDI/An8RXofjL4Z3J+H2h+C/DiF4hcjzrh/wCAA7i3tk0ahojO/Z88EafF4eTxPcp5l5LI8cZfkIo9B/WvcchQSOPSsXwtoFt4W8M2mk2P+qt4wMnqx7mqV54206DxfbeGY2a51OYF2jjGfKT1NMTd2W/G9/8A2d4H1i6ZyohtXbcPpXy38O/ib/wr7w/fCwskutSu5FIabPlooGMHGCefevafj7rY0z4Zz2oZvNvnEQGMgqeua8XtvEPg+L4YzaHp+jzTeILhVQ3csYYs5PRW7UMaPU9D/aDj/wCEPm1HxFbRi9jnWGKC14E2QT3zjGKqab+0Dqd/d3F/Po0NroVrgTSEkybiDhQc4ycenavJ/G/hK78I3mlafLuWT7IJWZWA3OcbsY644r0LxvpcFj+z1p/2HS5dMRtQikdZseZJlHy7d+tIbS6Hq7fEvSoPBVl4kvLtYLe8UmOHgyMQSNqjuciuTv8A4/RWNvLEmjXU+pwoXnt1+7bjtuPqB19688+E3hbU/F+pWd1qe6XRNAVxbK/3TISX2jPXlsn61z3hnVPEVt4k1yz06xa+v9ZWW1uIXQsw3kgsfTBOc07i5dbHo+l/tJXYg1B9a0mMMqf6ItuDy+ejEk8Yyfwrqfhf8V9S8dXiWb6ccQxs93dDhQS3yqo+mfyry34heC7fwH8MdM00nz9Y1K+WS4Kc9Ef5R9CRXsHwY8IHwt4EtzeW+y9vZPOlOPmUEDAPp0/WlqD5eh6YTiue8YeLbPwb4fudX1Nv3UI+RB1kY9FH48V0DnHWvnb9pe/ujqGi6chItWRpyv8AefJH8qYkruxTvPjn451DWLe10zT7ew84B4o5IiWdD/EST0xXoFh8YJNY1630Hw/p76reqqi7uYjiGI/xEeoHrmvLPCF74cvPB+qR32pXNx4u1KE20KpGzui8YRMDgHv7Vz/w0fXdF+I1tbaLC/2sP5NzBt48vPzBqB2ufYcTyFlEh5I5HbPtUzHCn6VBGBGxxhc9vSue+IXiQ+GPAGraqpKPFAVicHlXb5VP5kUEnzX8U/FbyfGyXUbKOK5/sp0SONgSjFO/FeqeAPj3D4immtfEUUGnSxRNMJVJEbKMcDJ681wnwqvfCHhnSL/WPG13bvf3wytvMnmusZzk7eTluK88uPD93qGmar4h0u3dNHjuzGH24wGJIGPTGPzFBSs0ez69+0jMJpU8K6P9oigyz3FySVYD2XGKteBNT8Q/GC6m1TXtSFrpFhNj+zrLMfmtjI+YHd+tcZZeGr23/Z+1a5Tw+bOc7XN2V/eTRBiWPqFA4/Ctr9mzxDDDeah4flfDzn7RACeX2jkD8OaBWPQdN+I7y/FTUPCOyCKz0+2LiVmJdmUjIJJx0JP4VkXP7Qei21nqc4t2k+yT+TbRq2GnPOW9gOK8tmivZfjR4o+xqz33+kLHCn8ZK4I/Ik0+H4RX2m/DHUfEmr27S6jLGBb2hXLRLuwXYevp9aAO48D/ABs1XXdW1nV/EMkNlounW4Y28ScbiSByckk49aS8/aTQaXPPpmltJdeYRDFJyFQfxtjH5V5bJ4P8W6Z4dttKOkzIutzh449p3kLjAPoM8/jXokfwTv8ARPhTqccMYuPEd/5Y/dn7kYkXKA+hFAGx8JfiV4l8Za/rF/rssY0yztC/kQxgKj5BHPXoD1NeQaXpz/E34zTRXkshjvLp2kdOojBwP0xXt3w88Bal4D+G3iNdUaP7Re2zvsi5ZMRtgH35rmvgF8Pda07X28Satam3tmt2SEScMxYg5x+FAeh7D4P8BeHvBluYdD0+OGRlG+ZstI/HUsefwrplRV6CmxLjJJyT+lSUCCiiigAooooAKKKCcUAFFN3GjcaAHZopnNOHSgBaKKKACkYZFLRQBxfjHwP/AG6Bd2TrFeKMZ/vCvKJfhZrMbajD/Zkkh1Bsyyb1POexJr6KYZFNK5Fcs8NGUuZNp+R6+HzWrSpqnOKmltdbeh4t4d+EmpC0ht72RbS2hUKoY7nP4Dj9a9NtvB+mW+hPpP2aOS1mXE4cf633NbgT15NPqqWHhTfMt+5ji8yxGKioTdorZLRHmWnfAbwfp2q/bhbSXBVtyRTOSi8+ldteeGdL1GOGO/soLhIOIw6ZCj6Vr0V0HnNtlaysobCBYbZEjjUYCouAPwqwRkYpaKAK89qtygSZEdc52suRmsi38GaJa6sdTt9MtYr0sWMyxjcSa36KAMy/0HT9USNdQtIbhYm3xiRM7W9RXE/Ge21Bfhbd22ixuW3IJEhHPl88fTgV6TUUse/goGDDkN0oA+YPgp4QvPE/jga7rCyeRpm3aZUI8xwMKPwAH6V9LDTYvIeBoojHIxLrt4bPJJHrU1taw2qssEKRBjuIRQBmpwKBt3IvI3IUcKVK4I9aaLbaqhFRQOAB/D9KsUUCITBuYE44o8luxHTn3qaigCsYdiDjO0ZA9a8v8AeF724+KHinxTqy7JTKLW2Uj+HAJP8AKvV2GcUyKPYxIXG45bjqfWgCnf6JZapbiDULaK5iByI5VyFNcba/BfwtZeLk162tfLdGDrbg/uww74r0OigDE1TwnpOtTW8uq2MF1JbNviZ1+4fUVJrfhvT/ABDo0mmapAsttJjKdOnSteigDK0jQLPQdJg07S4hDbQLtRQenOSfrUsOjWcF5LdRW8Uc8xzJKgwzVoUUAc1rXgfS/EOtaXqeqx+bLphZoUz8uSO471viDAGMAAYwO4qaigBrLurlfGXw90jxxZR2+sK37l90ckbYZfxrrKKAOJ0L4W6F4Z065g0ONre4uIjE14x3SAHuDU/gz4b6N4JE8mnK8t3cHM1zM2XeuvooHcjEZHcHjAzWbrnh2w8R6TLpmrQrPazbTIpPUqQR+oFa1FAjybxN8AdD8Q61/aMN1LYF8eZHEMqccceld1ovhDTdA0GLSNPgQWkY4Rxnc3dj71v0UDuzwL40eLTYeKLHQbyGV9ChQPfJB8pnJ/gz06Y4Jrz/AOEujXWufE6wm0VZoLWwl3vNIMEIP4TjPJHFfTviPwfpHii0mtdWsxLHMQzMvDZAwCD+FR+D/BWk+C9Naz0W3aNWbc8sh3O59zQF0kVtK8A6XpvjbUfE0KZu75VByPuH+Ij68flXTvBvTawUg9jUgHPtTqBEH2YEqW2llJwSOlP8r5s8en4VJRQBC0G7OcEds05IQi4HTsKkooARVwTS0UUAFFFFABRRRQAUUUUAFFFFACY5paKKACiiigAooooAKKDTGYKuWOB6k0DsPopgOe+afQIKKKKACjNMl+52/GuAsPipod38Rn8JRLMbtHMYn6xswGcD04/lQB6FRR1FFABRUTMN+M5J7bsU9MYOOxoAdRmopzhex4JwTjNYtt4o0W7ttSurS/imh01mF3IpyI9oyfyoA380Vyvg3xnp/ja2vLnSlY29tL5Ilcf6z1/lW3dX9rYhXu7iOFZCEQyNjJ9BQBfopFOVBHIIpaACiiigAopG+6e9RSOqKWZgFHVi2AKAJqKqwyxz5Mcqtj74VgcflVlfuigBaKKZKcL6DvzigB9Ga8s8XfHHw14buHs7ZpNSu4zteO25APoTXeaJqI1jRrPUDE8P2qMSiJ+qZ7UBqa9FNyB1PWnDpQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVXupYoI2lnkSNIxlncgBB65oAsUVXsrmC7t0mtZkmjZeHQ5B/GpZTiM5GR35xj3oAfRUKkEBlIIPRs53VNQAUUUUAFFFFABRRRQAUUUUAFFFFABRmimscdKAIb+6isrKS4ncRxxjczHsK8tuX8S+PmeawlFjpwYrEjScygHGcfhW58R72W4On6BbNiS/lAcj+7/AJzXkXxc1bUPh98QtMuvDt+VWOzVfI3ZUEDbyvv1rkmvbzcOi/M9qjL6hQhXSTnLa6vZLr6t/kdnp3ibWvBupmz1W5W8t42VJlV95iz05r1kana/2et69zHHbMoYSu4A/OvB/C8dvN8Df7SklM97e3m64lkPzMwbp+GayrObVfiRrlj4KhuJINJ01TJeTRnlh2Gaii3Tquje6tc2xyjisJHG8qjK7Tts+t7H0DY+KtE1K7FtY6xZXM5ziOGcFj+FaqSFxkZBI7jpXyf4OsYdG/aCe10ZfJtbGVhtZskoqjOT6k11fhz4365rPifU7u5S3i0ixtZ5liC8/KDsyc8nIAruPAPoG5uFt7WSaU5WNC7Hp0Ga8F/Z1VdR8UeKtQuNssnnoyMwyRkyVzWlfEbxhrnhnxJqkWL+7kj8loUOEt4Dy0gXv0x171sfsx2l42tazdgn7KI0WQ56uSxHH4GgLH0j0Fch8QvGkfgfwjc6u4MrrhYIwfvu3T8Oa689K4n4l+DP+E38G3GlxOI7kESQE9Ny8gew4oEcJ4f8F+MPG+mx+IfEXiy7sZrseba21r9yJTyCecV6/p4ktdNhhnufPeJArTP8vmH1r5d8LfEnxR8MNWfQ9dt2urWFwjwSkgxgHGUb0xWprXjy3+Iviy6TVdbl0Xw3ZRb0SFiJZm9sd/8AClcppnuHxE8VWvhrwRf3k9zEkpgZYEJyXfHQetfKuk/EC50n4c6r4bt4JPP1SbzZrsP/AAnhgR7irOreFbtPBtx4g1W+uFtjcbNMtbiUtJKhJ+cg9BgCqmp2dhD8NdBnggQXlxdTmaUZ3OFZgB9OKASPcP2cL+SbwTc2jWhijtrkstw3CyF+v+H411/jzwS3ivVNBvLeYI+nXXmtG54kTvx7ED868a1PU7rRdO+GOmaVcSW8VysE90kfAkYyIOfXrV7UfipqHhv4x+IHuVlu7dUNraW6twknBXj65oDdn0VLdwwBBLOke44AZgM/nTJ9Qt7Taby5hg3dPMmC5+ma+RBqvijxD8ULGLX7qd7x7pD9mDbVTOGC4HoCK35I7j4sfEHxLBdajNDdW6SDSbUPsUshIAP4DJouKx9Swv5ik5z9Ke3SsTwnYXmk+FbCy1GbzrqGFVkkPc+ta6yb8c/jjGaYjO8Ra7b+G/D95q1++Le1iLkL1bHavmfxb4u8W+M7GS91DUotE06SJ5rTTWdle4RQTngdwOrYr6a8QaDY+ItDudK1NWa2uEKvsbBAPoa+RfiaQfiBfWVhvNnpMcdlHuOdiooQ5+pHNJuyKirux65+zdaXCaBq19MWME0yJEWOemd364r20M3YYxx1rwf4UfELSfDHwfu5NQG1tMmwYl+9Kz/dA/LrXJ6n8a/HXiJrqXR1isLK2BkPlRFmRcgfM5OM8+lF1Ybi7n1EXfdxkjuAP8aeRubnBxXz78OPE9/N4X17x34j1S41W70tWjjtC/lrtVQ3b13eldh4O+MkPiaMkaayJbWb3d/OJPktgFzt6fMe3amTY39S+FHhDULuW8m0WH7TI4kaRRgswOf1xj8aTx74wtfAPhdbhIC9zKRDZ2q/xuBwPoKydQ+NWjaZ4QsdXvbWUT6kjNaWanLSAcA57DJFUfEVsde8W+CdR1M29u6eZIdNkl3MWZQVI456d8UAebp4r+I2qfErStK1HV57Ka8eN3s7Z8LBGx43Ae2D+NfUaHKA+3pXyV4e8Zp4c+NWp694jt5JSZ54nA+9CM7V+uABXvun/E3TdV8V6foekq92Ly0+1faAMCNduRkfSgGjuaK85034xaPrOsavY6ckrppNpJdS3BXCOEIBUc8HJrD1r9obRrHw3a3mm2rXl/dKWFqHwIRnGXbFAj2KivIbT44LH8N7XXNSslOp3krw29nE/wDrWDEA5xwK9F8PXGrvo9ufEJgF+yhplhQqqE87Ryc49aANmoyT67frzVe6vlsLKW6vHWOGFC8jHsAM14F4i+Onie+jvLrwjp9ta6VA/lrdXILvM3+yMj+tAHsnjbxXF4N8LXWtXKtKkAG2MHBdzwF9smuS8H/GvRfEmn2S3s4tNWvJ2jSxjRpCo3YUkgY6c14d8R9d+IU3hmxtfGM0a2WpgTRwquH4PBI7VleBfD/iC48X22n+HLiGPUJYdzTjnyEZeT9cGgdj7ShZmYgnj371NWLoNvLpWh2lpc3RupYowsk79ZG7n861RIxHQE47etAiWofMII5zjgg8fr3rD8X+KovCXhe91i6XzFt4yyx9NzY4XPvXy74o8YeOb/RLXxPqGstawX05W2tbc7QoHJOPwoA+wQ2VBBzXl/7QOsHS/hhcRRSbZbyVIMdypyTz+Fclc/GbUPCXw38PQyCPUNe1C2Em+Y7VjQ8Bn9T+Vc98cvEd7qfhjwtZajNbT30qNc3H2Q/uyWwFAHJ9aAPXfgt5kfwj0cMGUlHOWGersQfeuK/aF8fXmjw2mhaLqElvNcZkuJIn/h6beOlea+HfFfjbXNc0bwtp+pHSlhC26LFHgKvdmBzzzzXGeIILmPxJqMd9fPqMlrK8bXP97BxuHtmkO2p9leC57RPAujyRXYlia2UrO5xuPqc4Oa3TfwrLHE9zGssoykbOAxHsM18k/DTwtqvxA1iKOfVZYNMsyPO/0gqxXsqLSxeIdTg+MJvtGtbnUTp9yYbez3t91RtGTz35oCx9emQqPnOM9ycAVKhLLk9e9fJVr4x8Y+LfitY6drd7LaFtQSCe0tzhY9rbSOvtX1pDnyhnk9zTC1h9FFFAgooooAKKKKACiiigAprU6kYZoA8v+IErad400jU3DeTCFJP0Y55/EVwHjzwjH8QPidcXJvrax02O0Qx3p5WRto4I+te+6xolrrVr5F9AsqA5XPVa4e8+Eis2bG/IHPEwziuCUa9KcpU1dM+gpVcDiqNOGIk4SgrXtdNXueVaMbnTfB9n4fm+Y2tzJI23ncWPGKpW1p8QPht4juToljvXVypDmLeGx057fer3PRPhpZ6bOs97K126MGVTwAR3x3rtPLYYAHA6Z7U8NSqKcqlXdk5li8NKlDDYZe7G+vds+UdY+FXj+x1GLWUikuLzUGLzNa8GIt1B/Crmgfs+eJ5dXjtdXZbPT5MGeaGXLMvXbj1r6hMbknOSPrilWHb/AAr9PSu6x4fM7WPGYvhjZ/DHwL4p1CG5kvbi4spIY3YbdkZ7Y6Htz7Un7M+nvb+ENQvnH/H5cgKT3CA8/wDj1ep+KfD0fijw5daPcu8cV0oVnQ4IAIP9KPC/h218LaBa6Tp8eyC3XaM9T70CNo9K4/x14xfwhowuYdMuNQnlJSOGEdT6k12FRBGzk9QepPWgR8zW/hjxv8T/AB3Y614k0oWVhbzKSGjCARhgdvqemOah8WfAfxBH4rk/sCJbvT7h96SdPJyeh+lfToif157EnOKcFYZ7mlYpSaPCtZ+BtwPhy8P2+bUddRkkWSV2YKo/5ZqpOAKra18C70+EdA0qwn3XKTF7mXB2x7hk4GegJr3/AMs8enXHvSCNh6+nWmK551efCKyurvwpL9rYJ4dVYwrDJmUYI+hDBT+FaF58JfD1745i8USxv9qU7niB+SRx0Yj1rtwmOgx7U+gR5jonwmtrH4j6n4r1CbzpprjzLSIcLH8oGT6nOa8f+Lfhq88C/EQa9o0kkMF+5nhkjONkh5ZfxOa+g9S8RGLx1p/h636yQtdSnHIAJAH4kGue+Nj6FJ8Ob6HW7iGCZUL2gYjf5o5UKOvUAUmtCk7MvfC/x5/wnHhgzyRhL+12xXKHgFiOCPwBrC+F2o654t8aa9rerXkhsbOQ2dlCoxGefmOPUYH51D+zz4en03wXcancqQ+pShgp4wqggH9a9P0PQ7Pw/Ymz06AQwmRpCM9WY5JoE7X0L8uRC23rtOK+Q5rzTtMv/G7eIUefVL6aW3gtQPmVy5IkJ9B6V9fOCUIHUiuOX4XeFV12XWG0mKW8lkMjGUlkDHuFPA/CmCPBNQ+Feuf8Kp02+sLOSe7luDcXUA4YLtIUY9smuk8Eapb+KPC2q+BofC/9jztZM0lwpPzsCODnnJI9a+gxER0ABxjIrjfG3xB0PwLCZ9SkaS5Y4WCMfO9A7tny1b6jqWi6PrGhOrr9oHlTRd1kXIr1PQfBN94e/Z+1q+Eb/wBo6rbb2jUYKxEdMfSqPgW2b4lfGCfxH/Zi2mnWzido1AKmRVAG49CTjJ+tfRwjLoUUYU9uCMfT3pJFSkfHeieH/E2ua14ajaxuGtoZUW2d0yoRWDN19lr0y81WFv2lDPezJDb6Lpn7yRgMDack+x+bHFe8pbiKNVjQRoo4RcALXjWkfDibVvi94uvdctS2l3cflKGyPNDbTwe2NlMlu5xN7Z/8Lk+JUc2g6N9i0tZNtxeqCDMgP3j2yfpU/i+DX/h58VZL7w3ZFoJraO2ssxlgF2BQn1HSvovS9FtNG0+Oy022jtoI0CqiKAOO596uPAHKlkVipyCwyR9KAufL3gbwZ4kh8M+NY2050urizCKHGGJMisQPwBqx/wAKo1TSPg9mGxaXXNVvYklUoMww4bj88Zr6Z8pivPfGfU1Q1rUYdE0e51C8fbFbIZWJPYdv1oFc+UPGNpN4X8aeHdHveRpUEOVUYUszl2/ViK+u1UswORxznHSvj3xrq914u8Q2Ovy3UMtzeymKGyjxvgRXO0MPcc/jX2HAxMaBgd20ZyPagGcl8U9N1HVfhnrFlpIZ7qSNQoXqQHBP6Aivl3wt4Z8Zajq9rFo1lcGaycmMSpujhPc4YEfpX2ptyc4welMETD069On8qATseAeIfgz4p8RaxoTa5rUmpqwIvpSqqIOScKFA4xgfXNcrq/ww8a+D/HE0vgyO6eGR91rdW46ITkK2cjj3r6q2EkZFIYm6oAOMYJOKATPII7T4qQf2Ho81+konk82+1AQrujUYPl4xjHFetxK4RNzF25yT17DtUoiKgAcDHIHegow6DgdgaBHHfFHwndeM/Al9pFkyrcM6SR9txU5xXz/bfAvxzqekD7RtjW2kxDaSyZHJ5Yegr6yKN/ssB0J600gnGR/Kgd7HhPiz4CXur6doh07UgbmztFtLgyqCCB0I/M1vaH8A9C0lrC7urm4vb6zUn982Yy3Ybf7oPQe5r1gKMAEDAp2zLcAY7+9Arnj/AIF+El5oXiDV/EuszrcatcSTG2VRhFDknP61k+EvgEI/DeqL4ml3ajqETRoUPEJzuBPryBXupjPJwOmAPakWIg5KjOe3egDyf4X/AAWXwZqMmqapefab1flgEYKKq+pGeTXpNr4c0ywvJrqxsbW3uJjmSWOIBnPua0ghzluT60+gDgdP+D/h3TvGcviZBNJfPOZxvf5VcnJOB713qrtXFLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcvrHhNNU1ttVimkgvPs32dXU42gMxB/NjXF6d8DNOfVPtvia7m1WRTlfOcsK9cooAgsrWGytUt7WIRQxgBVAwAKnoooAKKKKACqF9plrqCsl3bRzg/wyLkVfooAoWmn22n2wgs7dYox/AgAFXI/vHAxntT6KAEb7p4zTNvTg+3vUlFABRRRQAVleJNITXdCudNl+7cIVPp68/lWrRQB4D4B+DGpad8QJdY8RxRLbWshktlRt3mtuJXjsAMV7uoO4Z9fTvU9FA27hRRRQIKKKKACiiigApCKWigBu0Uq8DilooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJxQAj5xx61Wu72Cxt3mupVjjUZJY4pmq6jDpemzXdywEUS5Jry1NL1T4gzPqOo37WWm+YVt1JA3YOOBXPWquPuwV5M9LB4ONZOpWlywW7/ReZ3UHjzw/cSmNNRjU5wNx4roIZ0miDwuHQjgg5Brwbxd4e0zwvc2VhFqMt5qd9IFtrRIxlsnHOOgGc59q2PBniO+8Pa8ukaiWMLv5RjY/wCrbrmuWOJqwmo142v1R6lXLMJXoyqYGo5OOrT7Hs46UVwWufGHwd4dvXtNQ1lDKjbWSGNpCp64O0HHWum0TXrXxFo8Op6RM01pOCYpdmN3boenNekfMms3aszXdZttA0G61W9fbb2qb39T7fnVtpWZBggH25H0ryD4/eIrdvhe0VheQyNcXq20gRwflALMPwIWgD0DwR4qbxl4Zg1pbN7SKdnESs2dwDEZ/SuoryD4UeN9E074Tac2qXkWnx2oaEGeQAvhixKjv96u68OeONF8V+a2g6hHdrC219oxgnoOe9AHS0VTudQgsbQ3N7cRQRJ9+SRgFH41Pazpc26yxyLIjDKupyCPagBZc4GOua4b4gfEuy8CLaRy2k1/d3jfuLaF9rMOnXBru5OleHSzweIP2nmS5Kva6LZnZvHEbbMk/g3NAG7o3ximvvEVlpOreF9R0iS+kxA8rbg3GfQVU+MXxW1DwJPZWOi28b3FyrM0swJ2AEcAV6HBPo2uXiyW9xZ301nISCjhzESCPw61z+paF4P8da+0t61tqF1paGKSNXyIt397sPu0DOt0C9l1Lw5p97cjEtxaxyvj1ZQT/OtGspbyx0rRoT9phgsoY1RJGcBAo4A3Hr0qQ6vajT/t5u4VtCgcTlhsCkZDE9higRbuJBEN7kKoBLMTgKPWsrS/EOmaqbkaderci1YJI0ZyN3pn8a87+K/xD064+FepvoV39pE8qWYniGUyTk4PQ8KelYHw08L3Wq/Dvw+dJ1EW9ot/JPqiRNsZuBtBYc8Y6f7VAHvK8tjJO0gVLWTfavp+kRiXUr6C0RuVeeULu7Z5pll4n0rUreWXT9TtLmODPmyRTK6oB3Yg4FAGzUTnk4OD2qn/AGxZjTft5vIBabd32guBGB9ajj1S1ubGS+guI5oAm7zI2yoA70AeWeI/jJrFr44vNA8LaB/aS6eR9ocMxY8BjgZ7ZIr1Hw1q0uuaJbajNaSWjzxhmhl6ofTFeJfAZ11P4j+MNTf5y0nyN7GR/wCgFe06t4m0vRZoIdR1G2tZ52CRxyyAMzHoMfWgZt0V5x/wu7wi+s/2bBqDyzeb5W5YW8sHp97GMZrvFuy2CrKQwBX3/wDre/vQIt0VyN18SPD1t4mttA/tFJNRuJREIYxu2E+pHArUh8SaddajcWFvqNs93bIWmgWVS0eDjkdqANqiuUf4keEUu2gbxNpaumQy/ak4P510VpeRXkCT20yTQuu5ZEIKkexoAs0VVvL+CxtWuLqeOCIfxyMFH5msi08aaDqGorZWGuWFzcMSFiinV2OBngA+1AHQ1n6hqNrpVnJeajcLb28QLPIxwoq2HfJHoOa8Q/aU1v7L4U07SgQPttw8jnPO1Avb3LfpQB6/oGv6f4k0mPUNIm862lLbJMdcMQf1BrUWvKvgn4k0ifwPYaHptw0tzZR5nCxEBWZi23OMHrXpsUj7fmzwf7vJFAE0pwoIPfp61Vtr6C8kdIbhHeM4dEYNt+tQa39om0O9htsefJbyLHkHlipxiuO+EXhd/DHgmIXcTpqN3K81zuGGzkgD6YGfxoA9CZ1SNnY4CjJrjfAvxCsPHb6m2mRSCGxn8lZHODKPXHatDxlqk2leDtVvI/v29q8gPuB6V8rfD3xvqnh/Qb3QvDSM+savOkcDKMlARtJ+tAH2FFcrNI6RzBzGfmwwOPaua8W+PbHwtq2k6bNE9zc6pN5ccaNgoP7x/wA9q5nw5d+FvhfpQsfEOu241m4IlvXmlBkLEdfXrXmHjbxUmt/tBaPd2cu+3tTDHG4IIOSTkf8AfVAH1HG2SfUdfan1kWviDTrvVp9NtbyGa8hGZY42yV+vvWgZWVdznaAMtntj3oAnozUauTjkGn4oAWiiigAooooAKKKKACiiigAooooAKa3anUhoA83+LN7JHZWNghOydyzjPXGP8a4T46zfYPh94bSxvRbSxlX8pH2swKgZx9a9C+KWkTXdla30SlxbkhwOwPf9K8l8eW6eL/DemW5hA1GzYRi4LHHlemK81VY08TLn0ulY+neFqYrK6Sw6u03debMb4WeJ9U8RfGGxvNTtxqV40TRRNJJt8kBTuYevyg11XxHv86trN3pud6KMMnOW7kVheDdD/wCESvLi6tsS3jKY4JyCCingnHqRXrXgfwSJUfUNZg3eYCEhfvu6k/571FSosTOMKeqTuzfC4aWV0KlfEOzkrJddTwnwv4o8D6Z4Lu117QG1PXJyzGWUAq2Txz1GPpWjb+P9Uf4RavJDP9mne6itII4TtWGLavCivQfHPwt8G+H9B1VrOJl1S+gka0RnyFIwTgY6DNee/Cbwb/wnPhPxDpPneQ2+OWGUruVHGD04+leqfJuxe8ZfFBk+FXh/SPDWpSJcyQgXpBIcADBBPua5z4g+CbvQLLSbibUEuIL1AtpGCcjIBYkeuSK9N0v9mq3+xWj6nqjfbUlV7hY0zG6d1HOR9f0rtvFvwwbxN4l8NTtNGmlaOHL2+MMx+Xbz3+7QGieh86a99nvPFSaJJE7R21pDa2aPIESKRkDM7Z9GZjV3T/FNv4I+IFjFpl5JcaTpcqrcPCcid+kjj15zivZPGHwFtfEvjE6za6gLOG4Km6g8rduxxkHIxwBWkPgT4VTxFDqMcDeRFGqfYyfkyB96gLqx4P478VeKfG2vWcepxz2VjqEo+w2f3QyFgASO/WvrjRLUWWh2dsF2iGFEx9FFZt54M0a/1ix1O6sY2ubBNtueyenH4VvIpVcN1z2oENlzgYwMnvXyZJpF74r+NniXTbTV10ySa7uImmdtu5Q5BXP0GK+tJPu18x/Ej4TeJB8QLu+0O1lu7bUZjMJYW2mNmOWz6ck0mOO56n4S8P8Ah74UeHbtZtXgknYGSeaZwjOQM4AJ5/CvFPCusy2vg34h6pFIyPdtEsTqcElnf+ld/wCEf2fj58N9411KS+ZMFbMMSoPuxP8ASuyl+DejjwXqPh20ka3hvrn7QZQuWQ8YX3A5/OgTPmrVLzxRrnhfSH1C4lexeQ2llbDI80rg7gO/LYz6g13vxh07VNB8BeEdKuLvEUduIZ4w+CZAn/oPvXu1l4C0i0ttGja2jkOjIVtSV4UkDLY9SRn8a8y8d/CHxL42+Ixu729gXRcqseHO6JMcgLjGfxoHfU8t8SNqs3wf8NyOyW+mi6khEAXa0jAEiT3BAPNP8L3t7peseH9OtLqVrPyzqNzCnAL4cc+v3B+de3fEz4cXHiLwto2jaGkVtDaXKbgB9yMKQSPU810Gk/DHQNLuUuorTdcLYiyLMeCnOTjsTk0A3ofOGn2+u/F/xZcOY5ZJ55Q32hpSsdpEO2O/FWPH1v8A8IR4nHhWyLPo1osE08afKbz5FZi361754I+Fdl4E1S/vbK8klW44jjZcCJeuOvPXrxXD/tDeHYDYWviWEqsluwt7gAdVJwD+ZoHdXOc+OUV4bfRLvTZyPDc0ASCOBsIrYBGfyP5VLZ65rvjf4Q6lY2txFpg0YIXkGVS5jIb5c/3hjp71mv8ADbx74i8N6FCxWWxWHNtDI5XyP94Y54r0vxH4bi8C/s/alptuF88W485wM73LDLflxR1DS1jkP2ckfTdI8R6zMpS2VVTef7yru/8AZhXndxeX/ibSPEfjDVIpZnLRxW0rn5YmeQAgfRSRXtfwN8OrffCC6gudwh1SaT5hwduAmR/3zXTy/CnTD8NG8IW7+VEVBFxty3mA53Ed+aYup8yeL5NGHhbwtb6Ika3QtXkv2X75k46mt/xT4v1z/hLNNj0S7mDNpMVnFgEZDdTj14xn2r1bwr+z7pemRTSeIpF1K4LAxbBsVQDnHfrjFdS/wp0eTx1B4lIw8Nt5C2oHyAjo2fYEigb5U9D5Ha3v7LU7wW7yi4s3YTTIeVYHB5+oNbdhe3vh/wAE3d5bzyRXOtTfZSyn5mhU5cg+7Ar+NfR+qfBfRbrw3daTp7NafbbsXFxOfndhuJKg8cc1U8a/BWz1vwnp+maC8dlNpg/cFxkSZ6hj79c0D5kzzLwD8MbPxtcRa3eRQ6boVuoUQLKGknYd2P8ADn3r6S0+G3trCKCzAWCNBGig8ADp/wDrryjwj8AIdLdZ/EGrT3RyGNrbM0UWf9rk7h+Veuw2iWtssMCBURQqoD0A7UEPc+cfjL4ut9X+In/CP30twNK05AJYrY5aeXG4KPzAzXMvp198LdHstUdfs+vamP3anlrODuT/ALRHH412vxG+DGu6n4/n1PQBE9vflZC0jkeU4AB7e2a7aw+CGizaTYweJJrjUb6BxLJctKcuepTn+HNAzyLxt8aPEmuWsNnpsUulWNxGv7xlxJPjGTn0+lc18RG1+48Q6dZeIsIY7aMWyq2cxvjnPqTn8q+kNZ+EWm654v03Vr1gbLT4dkVgq7VyCCCT+HpVTxD8Jx4j+KFpr9+8X9m2tnHEtuDyXRmP5fN+lAro8O8QW9v8OfH2iR6U8irawwXNwGY/PIQGJI/GvVbr9oXw/wD2lNY2aXHkCFwl+VwhcKdvy9QCcdq6Lxd8GdL8X+L7TWry4aKKJFjntUXiYL0+bPHHHSucv/2bdJvNekuotTkttPd95so4uRznAfPA/Cgd11PJdM8ZeLYNK1fxI2r3gDYtreUsdpd2BwP+Aq1eiX3xT1LR/gdo97DOZtX1FngFw53GMq3zE++GWu+8U/CLS9a8D23hvTGNhBa3CTRsvOSMhifU7Sap+MPg1aa34DsNC0eVbSXTDutncZDE/f3fXA57UC0POdVsY9K+DuqeILrxE2t6jqkKwmUyAiENwY8ZzkeuK8p8Da6/hPxba635W77OjsqsPvZQgfzr3bT/ANm2A+HVt9T1iYXryq7+V/qkUHlQueT716JL8K/Cs01hJLpcbfYIPIiTOBtxjLepoDQ+cfhxo+l+O/HEt54u1SOI72nMMr7WnOeBk8Y/Gs3W72K3+M13dw+WsVveAIYyNoCoAMdu1ewwfs1afH4ha7m1iR9PEm9LRYtrYz93fu6fhWr/AMM8eG38TS6jPNM1mxBSxXgKcYOW6n9KQ9Dxr4dfEGTw74y1HU5bS5v7jUPMaO3hG4ySMxIB9uarePvHfjrUdaksNfnm05htIsYm2hQ3K5x1r6Y8NfC/w54UmebSbBROWJWaU72QHsPQCo9S+FPhvWPFzeIdVtnuboqi7Wf5PlGAcY6/jQK6udJo0bx6RYo7bmECZJ7nA/xrTqKOLYiqFCgDAUHpUtMQUUUUAFFFFABRRRQAUUUUAFFFFABSGlooAhnhWeIxyIro3VWGQa5PUPhto99KXiE9qSckRPx+ua7Kis504VPiVzpoYqvh3elJo5zSvBOj6UVaO282Uf8ALSVix/LpXQquFAA6U6inGEYK0VYirXq1pc1STb8z5y+MPi278OfGCGd7YXFtFppiWGQ/KRISCw9+MfhXZ/s/eGJNF+Hv2y6iaO41NzKVPZOi/mAD+NdX4r+H2geLNVgvdZtPNmgXarA4yM5wa6extorS0S3t41jjjUKqL0UDoKsy0sTL1JxinUUUCCiiigAooooAY+eMDNM2E8YwPbipqKAIwp6Y4FSUUUAFNbPJGadRQAzBU8ClAwenHrTqKAIL4SGwnEIzIUO0YzzXhHhv4NeJtR8Qpd+N9UuLiwjnE/2Z52ZZiDkAoTgfSvfqKB3IFi2KAoKgLjaOlZHinw5F4o0KfS7sukU+3cydcA5xW9RQIo6NpdtoukW+nWEKw29uu1EXt3/mc1eoooAKKKKACiiigApr5/h606igCNVIyACPfNKARwOvcmn0UAFGKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikPSo5J0ijLyOqqvVicClcaTexLRXH3fxI0G0vGt2uJHK8FkTIFbOleI9O1uPdpt2kpHVehFZxrU5u0XqdVTB4mlHnqQaXexr4oqjqGoW+mWUt5f3KwW8K75GbjAryDxL+0ho+m3Zg0Cyk1bb9+XzfKUfTg5rU5D2txkDGM1A88UW3zXCBjhdzAbj7CuW8A+Pbbx74fbUbSJ7eSIlZYnOdjenuK838ES+JfiJ8V5da1d5E0LSZHFvF91WflR9ehoA937gDoOafSbQBx6V4D8SfjFr2l/EEeG/D8sUVvFJGsszR5kJOCQOcd8UD3Pf6Kjt2ZrWJnOWKAkn6VJQIKKKKACiiigBM+tKDnpXmnxv8AFd/4V8BNcaRdta30s6RxumMgZ56+2K6b4ea2fEPgHStReRpZZIAssj9WccMfzBoA6Wiiq+oXP2PT57n/AJ4xs/5An+lAE78If8apXl9bWFu1zeXUUEC9ZZGCqPxryj4M+Ptd8c+IvEE2qXQe0iCfZrdVwsaktz+OKk8ffC/XPHfiqeSTWPs2jrbp9nhGfmfAzkfWgD1eG4iubdZ7eRZY2XfGyngj1qyv3R9KpaZpkGl6ZBZ26hY4YxGoHYVeAwKACiiigAooooAKKKKACiimSNtxzj+tAD6K5LVvH+j6N4mstCurl31C8kVEgjXlM92NdOCxxkkDv9c0ATUUVVubg21tLOx+WNSxz6AZoAe7ATEE5YDO3PapIwAML0HSvAvg/wCM9T8WfFTW5NTvJLiF1YW8ZPypGGbGPwxXqn/CQavD8Qk0Z9NxpLwb1vQf4sdKAOsqOeVIIHlldY0UZZnOAB7mgMxUDv7V5x8dNal0n4U3/lSFJLqRLYEdecnP6UAeg213b3kCT2kyTRPyjKcgirVcF8IZkuPhRorR5wImVsnuHYH8672gAophJySDwO1N3Hnk+tABcSCKMuzKqjklzgAd8mmW1xDcIj20iSRsMqyHIx7GvPPjrrE2k/Cq/eCYrJO6QfLwcMcHmrfwZkLfCzRSxYt5ABLHOaAPQKKhLsAOdpJ781HOZnt28iVY3KkKWXcAfXtQAk8qQxPJI4SJclnZtioB1JJo0vULPU7FbnTrmO6gYkCSNtykjrzXi/xA1zxZoPwz8Q2/iZ4JnuJvs9ncw8B4n46eozXV/BeSK1+E2jKHCh078fMaAPSKKriRsHJ+Ye+AaXc5I/XBxigCeio/Mz93nB57UFj0U9OuaAJKKKKACiiigAooooAgvLhLW0eaY4RBljXiHijxdqHiTUjBZtIlszbIYY+snavadXsodR0ua1us+TIuHwcHFeMaVdaVomr61rcVpLcWWkxF4YkBLnBxkfzzXm4yM6koU4uyZ9NklShh6dXEzjeUFp2X/BbOWuJ9H0jxRHoviDU/stw3EjomRGSON1WbK+vbG+fUdAeSTTIJPLW+GVWZ/QA9Rx1ryPxn4kfxf4uvdXa2Fv8AaWz5S+nvX0Z4dZdQ/Z3tprlo3MUA2bVACYcDH1pTwNKFNuG66mmHzzF18TGNXWMmk1bTU62wudM+Ingx7fVIi0bHy7qIMRtYfSvE/j+nhTTv7M03w9aWsN/Ax84Ww+6mMBTjqe/rWk2qz6V4Q1/7NqR055bdGSUHBLZOVGO59a8l8G+H7PxJ4kjh1rWINNt2IeWe4kClvXBPeurC1XVpKTPKzTCrCYudOO26+Z9F/D+68P8Aw1+FNpd6pfxYuj50sg6yOeQoHtXYaL4q0NPCFprp8nStLlVnXzSFGc8H+f514F8fNXstR1jRrLS7uC8tbO0YLJC4ZSTgdRVH4tzX8Fv4Y0weYum2+npJCrAqrOfvH6jA/Ouk8yzZ7fc/HvwTBceSt9LOd20GGEsD6c18/wBxKviH4+DBZo7rXFQbuoUy4/lXW/BvSrDxDr63mqaDdaldQ4DXJRFtoAOnH8R/OuetrG7g/aMZfs7GSPXzPsAwfL87dn6beaQWtofXKt5MaqPuqAPWkF0rMQjI2PQ14t8XpPiLqeqjSfDNlcw6WU3efbPtaVvQn+ldF8I/AN94V0SS916WWXU7zBdJJC3lgdB9eTTFbQ7j/hJdP/4SAaMLmNr4xmQwg5ZVHUn0qzJqcMdzHbvLGs8gLJET8zKBk8V8pweOLnwr8bNb1m6BlRppIJQRnC9B19K0vhD4ovvEfxUubvxHdPc3N3ZyiMseF4JwvpxSCztc+ibPxlo2oSXws9Qt5BYE/aTuwIh6k/hSWnjbQr7RZtVtdTt3sYHKSz7sKpFfFsNvqf8AZep3dtJJFp6zCO4KtgSMW4B9emfwrpXddE0jw3ousLImnXkv9pXsaD/WISFUED02t+dAWOs+O3xF0Hxhpdha6DPLO1rO/muY9qNwMYPevXPgbmP4Q6Qp5z5hz9XNeH/GLVvCeoRaTZ+BrWzWGKMzTyWkCqQDwA2BnPy559a9Y/Z51Zrz4dCxfJ+xzMoPqGYnj86Oo+h64pJ61yXxU1I6T8Mdaulba6wbVIPckD+prq1fIJryf9o2+8n4YrArEPPexqVHdcMf8KZJy3wDm0/wp4E1LxBrdylpbz3Hlq78bgoHT8Sa7y4+Nfg20t4JbnUtpm6Js+YDsWH8I968A8WzSxfDvwTpSEpam2muSRxuYzyDn/vmtXRvB1h8Q/EWm23heze0063to11ScrtBcAA7fUnHbvSKt1Pc/EnxQtNL1SDQ9DtxquvXXENpG2AOM5Y9hjJ/Crf/AAn0emalpOha6YW1zUAWMVspCRgAnJyTgcYr5i1pL/QPirdpo94ZtThvMW00L7mZjwB78EjmrnjrXtSt/ihq97eki6igW2PONmUBOPTkmmHL2PqK08caJqGp3On2N/DPc2sfmTLGdwjHPU/hXJWPx48M3Wj3+pTP9nitpTHDG7ZefjggV4Z8JtZOjprsTW0szX9gVWWMfc27iWY9cc1wg0u6TT7W7eMiO4JSDP8AFjjj8e9Acutj7F0v4raDe+EY/EN/Mum2sjsiLO3zNjuB+NXtL+I2g6totzq0F0Y7G1bElxMhRfwz1r54+J/h2fwnN4VWRBPYw2YRBIuUaTgnIPc/0ruLPX9I+Ivwb1PS7vyNLudNi3OqDakePuuB78igLaXNa5+OU+t+KbbRPh/p0Ool2/e3VyGCBe+0AjOPXNdjrHxS8L6Dqiadqeq28d2WCugbOz6180/DHX9c07xBDFoSGdY1dpokXPyY5Oe1ZFtquk3Ph3URq2m3F3r95P50F6GJIJ6g565NAcp9XT/E3Qf+ET1HXtNuo9Qg09A0iRNgnJAH061x+mfH3T9W02HyLDzNWuJykdjG+dkeB87t271w+n+Cb/wr8BvFGqapG0NzqUMPlwd0TzU6+5z09qraV4Av/DHwV1fXJ7cnUtShCRgKd8MJIP64oFoegap4+8Cz3beI76yS5u9KKwpdR55n6mNP72Mjk561jap+0BrNrq6WUPhJoZpAmyG4kO992NpAGOua8b1jQdc0bwxpbahYPa2M8zT27kffYgDp24Ar0H4f+Jba/vjex6Nda14rWHYLm4wYrdVXGcngYA+tA7W1PW9I+Mvh/UbTUrq4lW0t9N2LM7n7zMD8qj6iuG1j9onTrzTNYgtbBwCgjsyx5m3BgzH0A4rxCDw/f6jo2ra3L8lnZvl3PR5GfAUD8Sfwr0TQfDkdj+z3r+q6npsYuriTFrNNGC20bcbQee5oCySIPgRq8fhltf8AEF9CZLOztVDuOoOScD613uk/HWbUNPuriLSxLdXF0ttpVgrctx99z6DvjFcbo3hfWrX9nXVmjsZfP1G8SRV2/M0IAXp6cGvNdZ0bVvCOuiw1eOS0niQF40bHyMOQCPUGgLXZ6zc/tDeLrDUpUv8AQtMMVtL5U5i8zg4PG7djP4VznxN+MJ8feHbbSYdOMKwyrLLKG43c4H5GneNC83wf099J0E6Noq3iYNxgz3MhRvmz1I69as2nga6h+A6SDT3OqanqaGACPLugU4+g60CN/wCDXhbxfrWl6ffXmuXFp4fhdmgtYtoMhDHPOOm7Ne+6trMGi6Rd6lfuqW9rEZHJ4zgZx/SsH4a+Hrnwx8O9K0q92i4gVncem52fH/j1cX+0df3Nt8NVt4dwiurtI5SP7oOf5igRzOrfHjxPZyWmsTaNBaaJcs32XcrF7gD3zgflV7xH+0LPpZ0RodHj2X9oLycyOSQhd1Crjv8AJnnPWvLfHHjG28XeEPDun2dtNFd6XG0c8aKdozgBuOOapTeGde8QeIvDeh3GnmCdtPjjiJH3ofNkO8+nLEfgKB7HR/E/xP4h8WeFLLXdXb7Jpt9csllpqDgog++xPOSc1gL458a+Ho9Lt2vJ7G2trdHtbdVAV0ABBPHOa634/wBgNGuvC+jwjNtZaaijjCswJBOfU4qfw/aH40eNtHZ9NFjpGi2ixz4OQ4XBx9CRj6Uho6PxL8YNd1HWZNG8Lz2umpY2vn3l9cYJyAMqAeOpA/GquifGHxZonhhdf8Xxx3NlMzRWSLHse4cfxZHAUcdu9cD8Q/BWr6T8VJoIrGSdb24Elou3csq5GAe31rr/AI+peR+GvBtnewRwTrFLvggGFDYjG0D8KBWMr4y/ES68WeH9HtRpMtnA6rcNMzZSRioJVfoaTT5tQ8EfCWx8UNfyXF9dy+TpsLsfKtARktt6McZ65qx450jUdR+GfgLSrbTZ/t21/wDRdp3YPAP49a6/xl8MdU1P4H6LpVqrHUNJjSd7YfxvtwwHvyaA6HIeD/iR4/8A7cktdPvk8QW0cJnmFxCNifKSSWXB4x60mmftD+JILnUXvYIr2a4wtpCi7UhIz+JH41vfBTwr4s07RNaSayjtdOvrd0AnXbK0m0gAZ5A+bvTPh/8AAO+tb9tU8VlYniLG3tFYMWPOCxFAHJaX8UfHXiHx5p1ne6vJEHvUie3hjVQDuwR0zX1lCHEKCQ7nCgMT3r5f+H3w68Q2Xxgsp9V06dbeG6eczuhwcMSDX1JtPPPOaAdh4ooopiCiiigAooooAjuE8yBkOcMMHFeA+KNJ13w6+o6fYTJbfbwYFuZPu+UWzn64NfQLdKztW0az1izNvfw+anb1H0Nc1ek52lD4lsengMXGhzU6qvCej7+q9Dxq5+D3hXUvC+j2dpq1rA9o4e5n3gGdT94dc5rY8V6loul+FLbwz4adHgUgSBOwHv0OTWnefCWJpWbT9SeGM8hJIt+P1FS6V8KYIJRJqV4bgKchETaD+tctX61Uj7PlSv1uerhVlWGqLEe1crapW6nnp+El94/0xbmO/NgkbYUOuVkHrx75qCL9mHUfPTzddtxFu+YrGSwHsPWvoi1torS1SC3jCRoMKq9qnFdtCl7KmodjxcbinisRKttc820X4H+E9IksZjYm5uLUcyTNxI394iut1nwtpXiG3ig1jTILqKM5QSD7lbtFbHCULPSbbTrWO2sIY7eGMYWNFwBQdMtxeG6jto1nJGZdo3EdOv0q/RQBCEY/eFKUbPAPPOfSpaKAPNde+Cvh7XvFP9tTJLE0hzPCmNsp9+au+E/hVofhG71CfT7dmN4W27+sKH+BTXe0UDuzg4/hP4cj8Ow6L9kdrVLsXRG/7zg5+b1Hb8azPiF8HbPxs9pPbTfYLm1TygwTKtH6fhXp9GR60COF8MfCnw/4a0KbTks47r7UgW5kmG7zfXjsK6LQfDuneG9PFlo9klrb7y+yMY5JzWxRQBGoO3kYGOnpXK/EHwNB470SDT7hzEI7lJi49ACCP1rrqKAORv8A4e6DqukWGm3+mRy21ioWBW4K47H69avSeGIofDsukaLjSkeLy0ktxjyv9oe9dBRQB5b4M+CWmeEdeOrS3k2pXK5EbTIAEJ6seTk10178OPDep+I49cv9MjlvUGNx6H3I711lFA7nOaZ4J0TR2vm07ToYjqBJucD7/GMewrHuPhdoFxrek381pti0mARWtoB8gIOR+Vd3TJV3Jj+VAjzb4jX/AIQ1zwPrFlqGq2KvaoxUFx5iTLyML15PHHrXl/wp+Fj+LvB+p3epSy20F4VjtGU8nbklyO456V6RP8A/C13rE+o3sl9O88pleMygIfrxXounafbaXYQWVhCIbaFdqIvagd9Djfh78LLLwFb3ASU3t1dHElw6AYXHQc1etPhd4VstebV7fR4VujIZAf4VYnOQOxrs6KAuUrixS7t2t7uFJ4m4KuOCM9xUnkDyRD5Q2YxtIGAO3FWaKBGVqeg2Gt2RtdVsobmEkN5cgyMjv7Umm6BYaPaC20yyhtou6Rrgf/XrWooAxf8AhGdKFjJYLpsAtJG3tFsG1myDk/iAfwqxd6Ra3tj9kubWOWBcbYmHyjHoK0qKAKv2cpH5cUYwowgPQe2PSsfVvBWheILuG61rSba8mhP7t5V3Ec5610VFAGFrHhXS9esLey1KySW2t5RLFETgIyggYH41qJbhVRBGFRAAoAHy4qzRQAzaTnjrWN4l8M2PinQ59K1WDzraUcgHBBHIIrcooA5Dwx8NvD3hOxe20uwQiQhpHl+dmx061vHSrZr5LxrWI3SRmNZto3BfQe1aNFAGLq3hnStfjSPWdNhvI0H7tZlB2cYxUulaBp+iW4g0mxhtIx/DEgAPtWrRQBVe1V5FkaJWZPulgCR9Kp33h/T9Vnt5dSsIbh7Zi0TSDJQn0/IVrUUAVGtY3lSVoFMiD5WwMj6VIEduSu0N19RU9FAEIiIPHpjFAQjAA471NRQBGEO7J45qSiigAooooAKKKKACiiigAopDTGbAOcgDvQBJRWPceJdHtZTFPqtpHIP4WmUH+dX4LiO4hWW3lWVG6MhyPzqVJPZlypziryVizRUJdsEgdOueM1xfib4t+EvC05g1HVEkmA5ht/3jA++OlUQd1RXnHgP4vaf4/wBeudL0ywuofs8BmM0uACMgYx1zzXSeNPFVv4M8K3Os3iPLHCVUIp5Zj0FAHR0Vxvw58aP468LDVng+zt5rIYwew6V2VABRVeV/LLs77FA6k4Fcz488d6d4D0Vb/Uy7mU7IIUPMjYzQB11Fcp8OfE934w8Jx61e2y2wuHbykU5+QHAz75BrqJc+WcH/AOvQA5/uN9K8G8R/F3xp4M8STWeu6FaPZvMFt5lVwChPY5xmubk+Jfj3xx4/OleG7trSGOUiOOFRwobBZieoHeveZfDMOs6JZ2vihY9QmtnWUy7AAZB3FIZuaddfbdLtbraU8+FJNp7blBx+tWa8M+LPjfVvDPxV8OWNley22niBJpokchZMyOuGHcfLXtvIb72V6UwJqK5afxrZDxcvhqxD3Oo7d0qKPlhH+0fWujyx5ycD0oETUV5l8RfiXdeEfEWj6Jp8CTXWoDe7P/AhYgED8DXY+IfEmn+F9Fk1PW7n7PBCvzN6n2HegDcqtLKiyhWYZJ4BYA/gO9UtF1iPXNHt9Qsw4iuYvMjEi7W/KuE8U+DL/V/jF4d1jErafbxP9o+Y7VK428e+4/lQB6dH93rn6jFPrxC1+Leq6r8bv+EbsBHHpcMxhJK/M5AAJJ+ua9tQ8kcnHegB1FFFABRRRQAUUUUAFFNf7teY/FH4hXngzX/DsNrIFguroC5DLnMfQ0AeoUVBHJviRlPDAEZPrzXl3/Cfane/Hz/hFY5fL0+1t2ZkUctJweT6YNAHrFFcloXjSHxB4p1XR7KGUDTNqTTsMAueoH0rmtR8bXz/AB/0nwtb3PlWSW8j3EY/5aMYiw/KgD1Kg9KiBPHJBPQGquq6jDpWk3V/cuqRW8Zd2dsDgUAXSwBAJ606vGvhR4j8QfELX77xJqlzJDpdu5gtLRDtRs92HfAxz617LQAUUUUAFFFFABRRRQAUVw+qeMZ9O+LWmeGZGjSyvbFp9zfe372AAP4V26nI/GgBaKKhu5lt7WSaQ4WNSxPsKAJs0V4x8KPFus+N/iDr2o3OoyNpVu5itLZWwhAJAOOmcAGvZ6ACiiigAooooAKKKKAGyMFQs3QcmvFPGPirU/EOtSadpsrLaLJ5SJGcGRs47dRmvVfFl82m+Fb+6Tlo4iRXjPghYB4lt572REgtUaZ3dtoXAyCTXmY2cpSjRi7c259TkdGnTpVcbUV+Raev9WNbTvhneT+YmoK8cpTdHLkMo+vP8qy9F8TXPgnxm+k3Nz5qxj/SIEbeqL2b2+ledah8cfGkPiG8lttQh8li0ccKpmNB6rz1ru9H8P6ddfCWDxHZz/ab+WTzL6eQ5dmJwVPoBkfnSqYWNCHtKV7orDZtVxtdUMVZwnptt6Hp/wARNVNv8KdY1GzmP/HmZInBxnOMEfnXzHoGg6TP8LPEfiPWEknvoZhb2h8zq7gYJ9cE5r1rX9Tll/Z81iKWQnyHNupPocNj9a8Lkj1uLwHb7hs0W6vCyEfxSgYOfpivQpz9pBT7nz2JoOhXnSfR2Pev2dNEh0vwfc69M0avfTCJZHYDaqnGMn1OK0v2ibkj4WJtZiJdQjXpj+Fz0/CvDfEeu6pYeDfCun2txLbW32fz/LT5dz5GD+ddt8SI7uz+BWi/2vdzXOo6jepdSNM2cYRhtHoACPzrQ5up337P0sUHwwiWSREeS5k2KzAF+nSvV/OcZyRnbnpxXw0sXiLSZNJRpLm389RcWcaORuUuRkD6qa9R8dfEbxZ4h1WDwj4ZaUzxxpFeyWw+eSbADrnsA2Rn2oCx7b4t8PWfjK1gsJNRktZ4J1uFEEo3HB7gHpzXkP7TEvkQ+GrNCdqiYlvXaEA/nVLX/wC0fg14Vtjb3RuvEmsKUuLqVywhXqQn0IAzXPfFmbV77QPCL36yTxCyeQXbNnzHcjcMY4xtH50Atz3j4Walp9j8OtEsxe20cotTI8RkG5fmJJI7fjXUab4jsNZSSTTbuO4giYq0sf3cjrz0P4E182a34ffS/gDour6J5268kJ1CYEliNxULnsODW38J9Tbxj4EvfAX2x9Nu1UyW93CmTs6kdR7ii4W6nO/BmYJ8bgFOQ7TgAd+Cf6V9TXF7bWoJurmGMdf3sgX+Zr46+H10/hrxRq+qxuXl0q0maNzx85/dqT+LisDWte1bU7mG+v8AVJ7mefLOrOQF56ADtSDc9U/aMIf4jaJcIwYPpsYXacg/vpDnP0Ne6TeONDtfEdl4elvQ2oXi5WNPmC8Z5PavnL4pXJ8UW/g2+0cNM02lpahFBz5iEgioPhTp9/L8a7KHVjI89pLIZ2YklGRTwT25GKB9D6gZtH0vX/8AlhBqOpfeH8Uu1Tz9AO9M17xVo/hi0E+vX8Fon8MbNl2/3VHJ/KvCPhnqer+IvH+veKdR8+c2NlcPbsw/dq/ZR+GarfCLV7fxR8TrqTxegv7ueNmtWuDlY2U8qB9CPypiK/xM8U2uv/FTSdTty8NtDax7GmQocB2bOD9a6W0uD8XPHkutavNHb+EdGmxClw4RJ2HTPrnr+leefGiSXUvizq8FjEZI7RI0IiXhVEak9Og5rDudduk8G6VoaFltEeSdlQ48wlj1PfFLZj3SPsHTvFXh7UL1LHS9Vsbi5VCyRQyhsKPTFZvjzx/o/grSGk1K6H2uZGEFunLsQOuOw5rzv4RaT4W8O6G+sWuopf61JZNM8ca48lQMlf061wvw5lPjT4havd+IW+2Mun3MsS3HzbeRjA9qYrEXwJRtb+MzX8oJJWa4OezE5r62QYzzk5r5b/ZthceP76QQsUEDL5gHCnJ4r6ij557HmgB0jFYyRjI9a5zV/Hnh7QrkW+qavawTn/llu3MD6EDNP8fz6pbeANYm0Fd2oJbkwgDJ6jJHvjNfKXgnXNJtPFEM3i3TZNQdrlWe5kk+eM9CCpHIyfagEmz6o1/x7ofhrSY9R1a/jhhmjDxLg+ZID0wtM8I/EHRfGtrJNotwWaJtrwyLtcfhXiWmW1v47+PWoWPia0FxaeU/2SJ3IWNFUbCB7jB/GuV8O2OtaF4n8VweHZ2iTQ4LzzJgOqorAd+vHHpQCsfWs+oRW0fmTzRRRg7S7uAAT0GTxThdgDLyIox1PFfLHgnxHqet2t3rPiW+luNI8MWvnRWxPyzTkhU3+vJz+Fc14v8AEHiLUl0/VtT1ppP7S3SpbwyELbqDjGAaAsfZwlLqvIOeenUetfO/7STGTxP4diB5aFiP++/SqN78WtU1aTT/AA74f1S30izt7SKOa/mZt0rhBuwcHHOazvinD/bWqeH7Tw7eS65PbwNHJcpukxIXyBuwAKAS1Ppm1vII4LaGaaNZvKUhN4DcL6da+ffhbfjUPjl4i8QahOohgjl3zOcBfmCj9ErH+GE2t6p4t1nVtWuriZtL0ycu0hJUNtwF/n+VcTYX7r4S1SCHd9q1W8hwUJDbV3kj6HePyoCx9fWGt+HINGOt21za21leOXa4ciMSEHaevU5FfNPivxZeeG/jnd+JLSIytHKTCsowsiEbeD6YNXtS1XTD8Q9J0Pxg0kXh/SrCCJ4FyoEjRKxZh/vMc16r4wuvBOs/DbVNZjsobmCxtWhtbkx43OV2psPU84FAEfwk+LWpfEDXL+z1DToLZbeHzUeNy2DkDHT0P6VQ+O3iOe7+weB9GzLfam481EGSsRPB/Eg/98+9M+COjJ4L+GuoeJdXUwNcgylZBgrGv3fzJFVvhDpNz4u8X6p8Q9ZRj5khi09W5AUdT+HGPxoEegaJJ4d+HnhWDRptTtYf7Pt90480biTySR7nOBWf4H+MFr488WX+maXZOlpbQ+aly/VxuA6fjXgFxpzeLPib4ou9RklbTNPeeW5ZWIBWMkBfxxWf8P8AxJqXhXd/ZAWK81h1s1nYZ8tCwyyj1BoA+0TOexBPoOcVG19Gs/lNNGr7d5TcMgDufQV8c6brvjjSPFiG0vbyS+vH2QrKS3mAn723NXPHPiXxPp3jzxFDb3EyyyxRR3RTJ8tRGu7HpyTQM+p4PF2lXZ1AWl/FN/Z4/wBJaL5lj4z16GuDT496M/h/VdWWNjFayiG0iP8ArLlj0wPSuL+GFjPa/s++Lb6RJFkukmdXbq+IwM5+oNcH8IPBNx4v8Y2pnR/7JsXE874+UleQPqTgUAe6w/Gmw0bTrZPFjldTljM0ttZxGT7OhxgOccGt/wAKfFDRvGLzjSGkVISo8y4QxrIT2U9yPSvllfEeqxahrmmw2/m3Gq3Hlzt5e6TaCcKvpnima1pniXRdfsNDk8y2ndEktre2Y/Lv4B/3uOaQWPVfjNfS6b8bPDd5EQZI7RSN5wAfNavZ9O8baBfag+mWWr2011BGXlQPwijqd3Tivmv4nRrqXj/RtF1PURZNpulW9ve3UmW2NsDE+5+as7QtC1TSfhbrviwCRPtCLawMM5KtIodj7EZH40dQ0sfTsfxH8Mz6gtlbaxBNPnBWLL/mRwB71Q+IXiiK1+GWsX1neQSMICiPDIGAfOMZHtXzrqus+E7f4XQ2ekWv2bxIsyLLMmQ8i4bLbs/hitSCa1h/Zvkto7kvdXN6ZJ03BmUDA6ZyBTCx3X7M1qU0PUJ9uF8xUz6nGf617vXlX7PmntafDC3uHxm8nkkwB2DFR/KvVaSB7hRRRTEFFFFABRRRQBk+KLBtT8M31oi7nliIUeprwNfD1vqd0dJ8QNdWMMsbK8sR2MPlyByDnmvpFhlcfyrn/EPhOz15Ud98FzHzHPHwymuLEYdznGpHdHt5fmEKNGphqvwz6rpofLmmfBnVtb8E3XiDThM7LLi2tGX5pEB5PAFd3pGiXPhrwjB4Tgm+06jfzrPdIpysPHCfrk/SvQJvB3i9EW1s9fxarwhbKso+orb8LeCYNBBuLsi7vWbPnMMkZ9KKntaq5FGye7ZWHWFwb9vKopyXwpX37u9tjiPiT4UudP8Agm+l6dA89y0ySTbBkse/5cD8KseDvhBaSfDKx0XxRuuG80XbIGx5TMdxX9a9WK7+CpxjBBHBqSMcEkYLda64xUUkuh41SpKpNzk9WeZ+Ifg/Z65410XU3EUelabGUNio4bA+Xn0yBUHxl8F3GvaHY3GnWj3Y0xzIunxL/r84GOPTH869Vb2pjKSpxVGZ4T4E+Huv654hXxP45gFv9li8nTrJlwIVGdox7En65rhPDPhX4g6L8R7q10RZrK6mmZJr1oQyMhbJbJH48V9YbWwM9R0xS4J659qBnluv/BZPEw0X+1NXuJxZSM920mC1wW5OMcLzV3x/8MR4o0fRNL05ks7axmwwznEWMEfXpXpC8KM9aDQLY8c+J0V/4Z+HFn4T8K6NLdxyx+Q7rHvEa9S2PUk/hTvgf8OpPCeiPrOqwsNTuk2iNl5iQdAPc168wbvn2waCpP3h+IoHc+UfhX4W/wCEu1jxfpZOwXNm6CXGQreajDP4gV23hz9mq2W1L+KL95LjeMJakKoUduQetep+EPBOmeDbOWDSYGBnk3zyMPmc/WupoC5z1j4K0PT7axht9NgC6ec2p28xHAyfqcZpNJ8F6Ro2qX+oWNkqXWoytLcyk5LEnJ+nPpXRUUCOcXT9D8GeF5o1ghstMhjYygdxjuepJ6fjXyfewzeF/GNrrOmeZDbXM4udPY8M0bOQRj8Dx7ivpv4s6BqHiXwJd6dpjMHlA3KvVsMD9eory/wZ8OPFfijVtKl8cp5OmaGhW2iKBWY59Mc9KLFLTU9G8NfDnSLb+1NRuYjcXWujzJnk6orqDsHpjNYWtfs/aPf6DYafp91JaSWTHFwcMzoTkg/nXrUabdoUYCjAGO1S0C2OP8P/AA40Xw14fn0rS7by1uI2jmmJBkkDAg5b8azPA3wf0bwXNNdRNJdXsyvG00p6RseVwK9DooEc74Z8E6R4Sju10S28gXcxmfJyQSAMA+nFdABtP8qdSMOh549KAOe8a+LLTwj4XudUuonnEYG2JBy5yBj2r5p0HT5vih8WILyPSFsLB5Q9ysKnZgHOSfU8flX1fc2kN3CYbqGOeNv4JIwy/rUVnptnpsRjsLSG1RjllhjCg/lQNOx8x6hPrdz8e9fPhKNE1BYWghUnhUWJVOPyr1Lw38NLzw38LdbsHZbnW9WtJvPkY5JkdCApb0yetc14B0e9P7RfiS+8hkhtd+5mGM71GK95C4GBkgjGaAPH/Dvwce1+Deo6BMY49U1VQ80uchGUhlXPpkY/GuPj/Zq1iTTVmudUt1vlYAQgExhO/PrX0knC4Ofxp1AXaPAn/ZliGoweTrb/AGH5WnSSMGRj/EFYYAH1Br13w94P0rwxpsVjo1lHbQR/NgHczN6ljnJroKKAu2cR4c+Gtj4Z8O6rplnIzvqRkMtxJyxDAjB+mT+dZnhj4L6FoNlpvnxC6u7GeScSvjDlsAAj0AAx75r0qigR5f4q+CeleK/Gcev3M8kO7abqBCMTbQAByOOAAa7C+8J6ReaCmjXNlF/Z6PGy28a7VBVgw49MgVv5HrTJOSPTvQM8X+POp3K6FpnhLSF2XGsTrH5cfGI16jHpnb+VeleFPD8Ph3whY6NEpVLeAIcHHJ5P6k0/U/DOk6prlhq17arLe6cSbeTOMbhg1rx7R8in6jOTQI8h8cfDh9E+Gut2Pg22kuLvVLvzbhs5cozZZc+lYk/7Od/L4f0aG21iK2vrPcZWaMsuWOTtwR0r3zB7g5PpxUm4ZxkZHagDzTwD8HbPwfdDUr+8l1XVFXbHNM2ViB67QeldXceC9Duby8u59Kt5bi9i8qdyOZF9/f3roAQehpaAMmLw/YwaD/YsNrGun+V5PkjoUxg/iaj0Hwzp3hrTEsdFtEtIVAyqHJY+5PWtqigDl7TwB4esfEM2tW2kwJqEzbmnHPJ9AeBUc3w/0q48bDxTcRGXUEhWKLecrHgk5A9Tu/SusooA8q8TfArRvFPjN9evbq6j88qZrdHG1sKB1IJ5xXdSeFtMl8Pf2HJZxPp3liI25GAVGPTvx1rbooA8z1n4H+FNQ0CbTbGxGnl5FkE8TF3GPd89ielcj42+FVr4d8Etpvhexe4urlW86djl26Y9vXoK94br6imlSB0zjpQM5H4W6Ne+H/hzpOm6pGsd1Crb1U5xliR+hFdlUSghgcH5uT7VLQIKKKKACiiigAooooAKKKKADFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAjDPofakUY6AD2p1FABRRRQAUUUUAFFFFABQfumiigChFp9tFcS3McKRzzMDLIvV8DAz+Aq8OVHalwPSigAooooAKKKKACiiigCKRwhYnoFzXi/xg+JuvaB4osvDXhFEN5Oo3sV3MWY8KM/WvZ5R14yScYr5d+JGqQxftMWlxcTLHb2lxamSQHIULtLfyoA9m+HN/4i8QeBZX8UBra8ZnhQpHskQYxnnvzmsjwF8K9U8L/EK48QalrramkkDRKHZi/Jzk9uAK6XxR8QvD/hCO2/tGaR3ugXiitkDM64yWIJGBgV5ZafHLxFq/xGstN03To4NNuZlRYpYT5zLg89cCgZ9D14/+0Rq9zpXw7RbK4kgknulQtGSOBzjP4VzFx8b/ABBL4r1zQtPsUmuhctbWCgfLHtJUu3PtmuR+KPje88X+CbaOEibT9PuFgnvZPlkupth+cL0AxmgR9C/Cy7a9+FmgTuS0jWa7ixySa68dK+ck+Jc/gX4KeG7TSUWTVL+DEIdSVRR1JAOc8gCuYfxl4l8IWba/reoXFx4h1NCttayt8ttF/fZc8EngD2NAH1oTjr0pFZW+6c14j8L7nxDr+jXfj3xRqUkuy2eK0tkG2MIoIZ8Z5JIP414nYfFTxZpfhyfR7LUZo455SxuCSzjPVQTQB9uUVwfwl1i71z4a6Vd6i7S3DL5byE8tjvXeUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUxnIbA5oAfRXP+J/GWmeE7RJ9VlCGQ4jhHLuc9hW1BP5yI2MBlDe+CKAJqKKKACiiigAooooAKKKKACiuM8W/EGPwzqmn6bDZNe3l9IFVI2HyLuCkn866SLWLSW8aySeFrxE3vAsgLKPpQK6bsX6Kajbh2/A06gYUUUUAFFFJu9KAFoqN5Svp9K5+Dx54fuNXfTItTga6RtpXdxn0zQJtLc6SimI5Y8jj+tPoGFFFFAFHU1uZLKdbKQR3DIRCxHCtjgmvknw/4NvNe+O40XxReC5uI7l5byVeRJsBcr+O3H419fSABjnkHkivn74f6VPqH7SviTVYlP2exurlWcDg5LKB+tAGD8aZr/SPjFaXNvaedElokdvCyFkYEFWX8QcV6N8OfBV3deIZPG3iaxis7yaFYrKyjBxbxgYzzzn3r1CfSrK+uIbi6toZpoDmKSSMMyE9cZ6VaMQVS2enT2oGeD+GvhNqEmv+MNXvY2s7u5e4g09n4GHz8/615LrXwv8AF+heGZbrUrWWO1hnCGBWJLN03bfT3r6v8VeLbLwnpTXd2WldzthgU5aY+iitLTJbi90e3uNVs1tp3iEkkJH3Hx0/OgV1sfLFz8MPHOo6T4cu1s2YiJYYVTO63UHKlvSvVdR+CSap4HsrC7umn1prqOW91CU7nZcEFQT0Uf417EsC7AAWA9mpsiBCevzDnJoAyLPwxY6f4SXQLJfItlt/IUoOemM/nzXlfiD4Bxv4J0/SNCeM3kV2JZ7qQYZ1PB/IHpXtgORkHORwwrHg8TaXc+KpvDiXG7UIYhM8Sj7oPfNAB4U8PW3hXw5ZaRabmjtUChm6ue5rfpoTBzkn606gAoorA8X+KU8JaJJqU1ncXaRsqlIEJPJAz9BmgNjfornfDHjTTvFVu8lhvSSPHmQyoVdQehx6VFrXjW30fxVpWhfZpLi51IsR5f8AyzUdz/ntQSpJq6Z056VHuPXPXt6UByy84HOM1Wv7aW50+eGCQxSyIUDjqvuKCiyGJ7//AF6evK15xY3fijw5rnh7w2yHVYp1la71CQN+7A6AEcd+9ejrwooAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKQkH8Klpjnrn0oA8F+Ijf2l8WIrfZuKQwQhc5+YuxyPwIr3ISbDuc4C8E49q8Yht11n4+XixkMtvdq5PskUZx+bGuk+JUPirULqGz0KGZtKeEtcPAwDs2fu9fSoWjbOKEuT2lTfX8j0ZLmN+UYMD90qQc/lUnnLjPOPWvm6Fr/QZzPp95dWFxDzsZjzjswOeD7V7Ld63cr8N5dakRobn7G0jIOzEYH681SknoGGxkMQnZWa3udZ56k4HX60GZQcHrivm/TfFmv2/hZ7SzvJNm4TXd2fnkQuBxk9BxW3ofjq78NaFdRYe9vrm6C2azPkY2/MxPpnNTzoUMdTlK3k39x7qZgP4Wz9KQ3CbcgE/hXz/Je+IdZsr7U9e1i6i0yzTfMbc7VdicKie5JAzmtjStZ1S90e58U61fsmnaXHi30yFsFm4CmTuTzTUrmsMRCdrddj2j7QmSB1FR3Oo21nbtPdTJDCv3pHYBR+NfPepX+p3Wixa54k1Z5BdSlIbGGQrt57AYIx7mtqfwnqOofD221TU9UlhtbKCW4FqQW8xACy859Mdc0uYzjiueTUIva/qVdHv4/Enxji1C+5heaRbZChPyIjFemfr+Fei+EfB1t4Q+3XtzcpNd3k7SSXUhxsQ8hRnpXlWl31zoOl3uuWG0XUhSzs9y5CszBmI9wqkfjU2rXl9P8PreDUL+e4uL/VWZ5C2N0apyox2BYUovuYUMRGNNznu7y+R7z/adpDafaZbiFYD8xl3gIB6k9KH1iyS0W6aeNYGAKytIArZ6YJOOa+d9V1m41DS7SGV2OmWCrFbQAnbcS9fmPcDitTSvDmpavo2pa1qFzJPFBbyPAGJxNIoJUKg4VQRx1qrmqxilZQjds9vu/EWl2Dxpd3kMUkrBY42cbnPsOprQEoYZGSMZB9a8K+HCo/je3a7tjfyzxMDI5LeSeDu56dMfjXuYU7eR/wDWpp3N8PW9vDnSsQ3+pQaZYXF5dkpDbxmR29gK5bQviXo+t2NrPtmtpryZo4LZ03SkA43ELnAxzn0qn8Xb9rb4f3FtAwEl662/PXa3U15N9kfSoNMht3ZdRvoDO8qA5giccKPcqcfSi+pnXxHspeS1Z7j4s8S6dp/h7Us39ut0lrJsi81d4cqQvGc9TXl3gjwbF4g8BXZiZYNVFyWjuCfuthTyR9TWRJ4bu7fQpdaMPlWQlWJftTlpZiSBu6UwX2paR4f0tba9kt0ur64upljOPMCCIKD7dajm11OOWI9pP97G0Urn0FpivaadbQ3MnmSRxKjP13MFAJ+mRV3zhjJGK8Nh8UeMvFerS6Pp17DZvIRO0kQwYoyoIGTntz071P4L1nU7Lxdqtibya/t7FJTdSSyZGUB5HHqKrmO2OJjK3KnZntnmr34+vGaTz19DjvXhNh8Stfj8IQQJMLnVpjJLJc3C5WGLcAo478irknxS1n+zba2s7aN75U23N5Kp2bs9FGeTjFHMhvF0Y3vLY9mMqklgcY9T1qlZ6ZY6fcXU9naRwS3cm+dkXBdvU14drGueIvGF7HEssrr8kcVna5VZGwNzOe3OfwrT1SbUvAN5pWk6dqDCS4k+16hIzF/kVsbRnpRzdSY4ynNOS+FdT2wShTk8ZHSqWs67ZaLpU97fyeVFEhJJ7+1eUW/xI13XfF2n2+nRR2unTTlQpXLyIFJJJ7DjNN1m9n+J/wAQE0OxJXRNNOZ5UPErdz+GMD8aObTQ19vCUbw16F7wdZXnjjxK3i7XIytnG2LGBxkLt74+vP1zXqwkXnI4PUk9q861fxJd+HfiN4c8KaXBDFp00CtLkfMAWKj+VP8AiT4r1Lw/caMulsAs0++YFfvogJKe2cUKyQKUaUXKT9T0YTqAAQc/Sue8cTa2vhmd/CwB1A4EeR2J5xXnHiD4r6q2tS2/h1baO2tsK8s8ZdpH7gAEcVqW/wAS9Qt9V03TdRs4RN9jN5qEqkjyYyTgAepxn8RT5lewRr05NxT2PQ9Oe5h0i1TUiGukt189weCwHJHtmvK/hPfLrPxJ8R685JN0HEO7GfK8wbR+WKgT4keJdSgn1D7HBaaIySeWWBLbQO59fauXt7bUvC2l2xjM9jK0OEeMgM4Az/SolLqjkr4yMGnFXV9T6UE6nsenPtQblOcZP0FeF+I7/wAS6TY6FpQvp7eGa0eaeZG+eV+Mgkj0NX7yW/m0nw/4XsNSltk1NTLcXlxJmYrkjYAPxqubodSxEXJw6o9iW+t3kKJKjuBkqrgn8qiuUjuY5EkVXSRduGGQR6fSvAn8PXHhL4jRWOi3l1dTBopN7OWY5PIIz6Vrab4qMnxG1XXtWuZhZ2QnjtbdHxGQgI5Hq3b3NJS7k/WYptS01seq6P4b03QJr2awi8mS7bdIxPQDoB6DrXl3hm/PiT45XWqvloIUkihJPARNoz/30WqbT/iRrWrWOtXN5bQ2dpDZn7PCrEuXdgoJJ9M1xcbXGkaeYrSZori9CxtIn3kTq5HuS36VLktLbHNWxVOLgovT/I+jLXULS5Yi1njdkJVkjcNtPfOO9XPOVsEZx2x3r5/ktdR8LWUUllNJY3GoqUiUPlvL7u3oe4ruvBPjWym/s3w9Mb64vREEN3LGAjsqEn5s57elUp33NqOMhUfLJWfZnoxhJGeM4wBUqDaoHpSjoKKs7QooooAKKKKACiiigAooooAKKKKACiiigAooooAKq3862tpNcP8AdhjMhHrgZq1VS/hS5t5beYZjlQowzjgjB/nQB4DpOr3+l3V/q2lLCl1qMjuZpkLlFLEjbz6Y656Ut5deJtRRJJta1C4kkYRoAywxI3qxRR8o9+1ew6P4I0LRShtLTcUAVfNcvjHQjPSoPFvhi48USWVtJfGDTo3zdQLw0uOVGfTOKzUWeVDCV1dyqdb2X+Z5t4U8OXXjHW4Zru7lutI04CNruT7164I6H+6CK9N8dIlv8OtXjiUIiWhCgdgMVt2Fjb6baRWlpEkUMa4RFHSn31jb6lYTWl5EJYJ12SIe4qkrHfCkoxfd7ngun+Hr+y+DvmpbiS7128gESgEkRkBQPzBP41P4l8LT6Fr9usgaaBbZRDKFyGY8uPxbNe7WlpDZ2UNrbJsihQRovooGB+gqRo1dhkZ2mjlRhWwkasOW9jx288Ka9qvg69fVjHZwQR77LTrZSFYqQ2585JOFNc/4fsJtZjvtIjYkalah2XHRomBXHpncw/CvRfH3jifQ76HTLGCHz50YmW4OECggcep5pnwr8Pm0tZtWu4v9IuHZYnK/8s85/DkmpauznqU1PEQhF/CtfQ4288CawLWO6k015Sj7Ut1OSOmWPtXb33gvVLj4dP4eXVCLiXarysvCpnlB+HFegUVdkdOHwdOhflPOPEvgF7/QNI0fRQltDa3avM+PmCBWBb/e5qLxR8OW1GDRrPR3WC2sy8cxbqVbaSR/tfL+temUUWRvKjCSaaPOPFPgSKXw9p9roVom7T3JWHOBIDgFifXisG48H+LbOxghsJXle6BSQJJtS1Qjoo6E+5zXstFFkQ8PBzc+trHJeCPCq+F9Nig2q9w3E0uMlu/U89vp7V1p6UUUzaMVBcqOE8e+HbvxHfaHBEgezjui957RnHP86p+JPBF3P4p0/VNGSNUUwxTxk8JGjDIH/ARivR6KFoZzowqX5lv+h5v8W8xeFbCJOUa9RSo4z8rEfqBXK/8ACFahqniXw/plzDIljb2TSXEw6Pl8lfqePyr17XNFsdchig1GESpFKsyezKcj+VaMQAUADHHQdqTV9yZUIym5y9DxbWvBep6T4wurjREmSK+2CGSE/wCpARU2fhtz+NJo3hjUPDmm+LohbzH/AIl8kZlbkyuRnI/Cvbaa+fLbHXHFFkZrCRVRzTevToeCReENUk+HlrNZ2rPe6ldxmVQn+rhAO3Ppg4J+ldIvw7uV1ixsgoGl2lo8jyk/NNcvwc+wAGKuXvxf0ldXXT9Ls7q+PnrBLIilFiJYDPv17V6YvKj6d6lRiOFCjstbaHhPhOy8QaNqv9m6VHG15vMU/wBpUsqKCfn4wc4561t+NfBGq+IvHiNGWWzmhRHuhj92gxuA46nFeq+RCLhpRGvmN1bHJp7j5gcZIp8qtYmnhIxpum3dXueMeOdPtPBkm7R2DalqkMen2UCjPkqPvsPcjjPvXdeA/CkXhTw9FbbFNzJ888hHzM3pn/Pf1qG/8GSaj8SrDxFPOjQWFuyW8PQq5wCfyzTfGcHjF7yxPhC4WGDbJ9oBRDzxt6jPrRbW5vyqL5rHN/EbQ9Tn8c6fqmlRM0v2VYoZF7SB2b+TCuW0vTtW8Ua5p9he3M9y0Fy0ksk45ROQw/IkV7T4a/tRvDdm2vMTfmIGbKhcHPtWqlvHHI7xoqu3U460nG7OeeE5583M7PddDwDTNP1Dw3rN5Auk21/qKykQrOjEA87WGDzXSReBda1S+1691mJIbi7s1SF4wQMsBuGPbav5mvW/s8PnecY18wDG7HIFTr0pqI6WFVO6b0vdHh2i+GNX1nTYvD0u+HSoZVe7UjbyOSua7jxD4L/trxDpEwdU0+xXEkOM7gOV/DIAPtmu6pG6UcqLo4aNOHI3f1PLbnw1rfiXxkX1hUg0bT5itrGoxvQDrn34/CuTS4vtd+JN1qukW4eS1zbWi7MrEicZx/vFq9o8Szva+GdSmiDNItrIRt652muL+FGgXFhox1PUFCS6hGpSMDnaMnLe+WNS466GVajJzSg7X1b9DS8IeDG0me51bWJjd6rfcySuP9WP7qjtiuVX4b3l1q17Z7GhszK7iV1++GOQB717EvCjnPHWlp8iasaVMLTqxUZdDxSXwLrS6U7ragyLIiRW8bZLrnln9hwau6n8N9Qe606O2bO6Mi4uDj5DnPp+FevUUciM1l+HStY4nWPANprGp6fc3VzP5dpbi3MYI/eKB16VU8O+CJrDxFcajqGEjhuXazSJv4DkDd+Br0Ginyq9zolh6Up87jqA6UUUVRuFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSFQeopajkcowx3oAeFUDAHFG0elcvceOrCPxbB4et91xeyN+8CLxEMA88+hFb8l2tvF5lzJHGigFnY4HTmgV0yztGMYo2j0qhaaxZXzEWV5Bcf9cpAf61fyaBi4pCoPUVxPjL4l2HhOZbNYmvNRkGVtkONi9AWPbpWF4d+KmpX+sW1vqlhbpBdyCKM28hZkYnAzkCpcknYwnXpwkoSerPTp7O2ucfaII5MdNyg4qRY1QAIoUAYGBWB/wmmiAyo2qWweFsON3QdM0288caHY2KXkuowtDKP3Xl/MzkdeKd0a80Vrc6F22xsR2GeayrPxDpl/aXFzZ38U1vbMyyyI+dhXrk/hVCx8ZaZquiT6g7NbWkZKSm4Xbj34J61w+u3eiab8L9Qk8L27WsWszbVBGDJvbDMBnpgkihuyuS6kVHmvoa/gbxprHi/XLy4kjW20q3iAWPGXLMw25/AGtrS/E99qvjLVNMjspILLTNqyXEo/1rN/d9QMVw/w0j1G0iur+S4gsNGicmQumXmKKR1zgAZ966pviT4fi0eLVszLaXF39kiYRDM7ccgZ6e+aUXpqZ0JudJSl1O5Qkg5PQ4p1cLrvxKsdD1uHTVUTFfmvJgflt06/ixHaqEXxispJJZn025j0+BQ0lw4AOT91VXuSSB1FO6NfaQva56TQelc34Q8XR+LNOa7ht3tgJShil+8B2PHrXSHoaZUZKSuhm4+/saZvPJ3YHcntXmHh74h3Vx4t8QHV5Y4tNst4gCjBHlkhiTnnOOK562+JeqNrsutTwyTRXSstlpyvtVIh1kkPNK6MXiKaV2z3NFVlORnnknvTgAOgrifBvjLUNcs5brVre1s7fOIJFmz5mOvBA496o6t8YdIs4ZBpscl9cLKYUAXbG7AZOG9BxnjuKL6F+1hy899Dvr2YW9nJMTgIpbP4V5x8KvFOseK31S71a63xs4aCFQQI1Izj8qyvEXxOvZfCyaZd6dt1bUrZ5GSFyUt4SSFYtjnpWT4E1218FaZql3ePIxXy7e1tUH+tbbn/AOtUuWtjnliF7WMU/M9T1bwhpmqX1rcNGsJt7jznCLjzcdM/jg/hXTDoK8btfirrR15LfUNNgSJ5kiNtG5MkW49S3t6YrsvEXxL0PQFlj+0rd3sfAtYhliT0Geg/+vVXRpTq0pXlH5lH4reKL/QNFhtdFdl1LUJhDAydUHG4/rWreeILXwf4at38Qal500UKjeeZLhgMcL1JNeX+NvEJ1Dx7p97PA0L6bbwuYWbO2RhvI/JgPwqx4eFrqEN3468dXHmLBKywQNyisGwAq9zngCpvrYzWIUqsqcd0ezadcLf2MNz5TxiVNwSQfMAfWrfloeqivMNP+LLy3TyTaI9vpkKM01w82XjUD5SUAxycDr3rvbLXbW90iHU1mjjtZk3q8h28e+elVe50QqQmrxdzT2L6UYHpWXp/iLTtVmlj069huWhOJBGc7a1aZoJgelKBjpRRQAUUUUAIyKykMoIPUHvSLGigBVAA6ADpTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguGVAXfgKM/41PVDWIJrnS7qG14lkgdEPuRgUAeR+Bpbe78f654lv54bePznVJJDgNzsH6IKm8aynxT4igh0zXLW4stojFhHcbSZM/rWfYfDbWbmzit7zTYv3K4LSyKRuzycVeuNCPgPT7rXtaht5p7cKmnW8f3WlPCsQP8AarFJ2PHpyrVE6coNJ3uzD0OwuYPFVpa6VGbS+W5VZEi4wgPz7h9M17+oIRQTk9z61wvw68LT6VYvqms/vNW1FvPndusef4c/z+ldtcTeRbySf3ULflVwVkdeEw/sKbV73PGfC72ep/GbxTfakiSwjEcRmAKxKi4J546g1j6htkutf8SaRb+TYWrC308AYUyyDZ5gx7ndUvhLw9N4sutejt7prdpZizuAQGUzPlT9RivXf+EQsH8LHQxCBbeXsB9GH8X1zSV2RGMqqvba9vXZHiw0zSLO2sYNHkkv9UvX2TQygMVfaTxx0yKt6/4bbw1qdg9y0cjNaBREvVX3fN8vvuUfga9Q0DwHBo18b6URz3IyiORyiH09/f61Ws/h3u8TXGr61ci9d5d8Qb+BQBtX6Dnj3pqNjl+pSlTfMvelZPXZHFeK7XU5dN0XwzL8084M9xHGgQPk/IpA64HBrb+JNhZaVo2jokSqtu/2eIDPyqF6AdzXeS+HLS48SW2tyoxu7aNoo2LZG1uo/r+NGreHLTW57KTUIvMFjMJoVJ4DAd/Wm1c7pYa8JQb0at6HnOuWtzp3wfh094WWW+niV0XqNzqcfjjB+tUfiBo0egeEPDFow3LaytgY4LEZA/X9K9kmtVmADRowyDhlB5HQ/hVTU9DtNZVE1K2SdY3EiBuzDoaOUuWHTi4p9LHheo+Fb3SNG07Ur8N5upSyS3WRu8vAGwHPtz+Na/ia2sbXwNo1npVpcS3OpXEVxEWQnnh8t+HAHavZbmwjvLYwXUMcsRGCrDNOFooCgxp8v3TgfL9PSlyoyWDgpSa6qxieDfD0Wg6XGPm+0zKGnZj1Ppj8a6RjwaYqMHB9sHJp5Gas64QUIqMdkfNcWmXGqeILnRbUMJbzULlZz/di85iSfwNTahpj2/irU7R45WSKZbS2t4uGkjXCqucdwOtey6R4Hs9I8UajrcOWnvjwrciIY5x9Tk1qP4fsZNYXVGtUN4o2iRuTj/GoUTz3gW4tX3d3954f4n8P6tolnpVxflpLjUZBbRW0RKpasQSqKB7A1a8UaLYeHtJ0WzNwsmqW2+S4gUdRJjJPpygFe2Xel2969u11bpN9nkEsW8A7HwQG+oBP51jyeBdJl8ST63NbebdTIqMGOR8pJH8/0p8pdTBrlly7vTU5K90RLD4O6hc3ihrv7A7CSRQXhQ/MEBxnAz+tcbZPHZa9b313ZfaFg2zRwScZDDKke/Ne73umRajps1jexCa3mUq6HowPb+lVLnwvpl5cQS3NjEz24ARsenQfoKHFMnEYJz5XTlZxPIPAlpLdePb3VdSt1kZjJdTqx/1HHB6c/wCfSq3w28NzeJ/Elxq8sedNju5ZGkYAmV93yjkYwP8ACvcYtFtIJbiSC1hje5AWUqo+ZRkY/Iml03SLbR7FbPTbdIIFYsEj46nJo5TaGGSilN31ueE3XhvUtWvfFmvXscsUdnJIY0ZeZSowpHtgCqN5pt6dG0dm3DS7i6eZN/3SecEjtnqK+jJbbzY2V41cOpDKwGD9fWql1oVld6cLGa0he2UALEVG1cdMCjlRFTBqV3F2bTX3njdxC+qeAZYtJ0iaC2W7jFxOZN7XYGT6ZADBePepP+EA1zUNDlvNZv7iCxtYi0Gn7sKR1yR/jmvZ7PT4rG2S2tYI4YYx8qIAAPwqWa2SeFopUDo4KsD3FLlvuNYNaNvZW00PJPhFpsn9pTalaQrHZz26qWCgB2yT/WvY6o2OmwabaxWllAkFvCMIiDFXqpKyOihS9jTUL3CiiimbBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSZoAWiiigAoooPSgAzSbh6j86a7BFJc4HrVC11Swupmhtb63nkT7yRzByPqBQBpU1utCfcGfTtUc80cCtJM6xoo5Z2wBQA7g/WqeoaZaakkYvbVLgRyK67hnBByD+FRDWdLc/Lqlrg9MXCVoRuHKkEFSPlIOd1ACKoC9M9MnGM0yeH7RbvESQHUr+dWGICkngAc1GkgcbkZWHTg0Acx4I8KN4T065t5JhPJPdPOzgHjdwB+CgV1SDC+lOHSilsJJJWQUZz0qOQ4YZyAe4qpYalZ388yWd1DcPAdsnlPnYfQ0xl+iiigAyM4zzRVJbu3a4a1WaMyqm4xBvnFXF5UfSgBaKKKACiiigAooooAKKKKADOOtJkeops3EZJ5HcetYEHi3S5/F8nhuGZn1GGPzJEC5VF64Jz1oA6KkLKOpA+ppa8k8VfEq8j+Kdh4K8OxQiaZlNzdPk7Op24+g6+9AHrdFMi/1Skd+afQAUUUUAFFFFABRTC2DShs0AOophbFIWPanYCSiowzZqSkAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUjHCk0tI33TxnjpQBz/iXxZYeGbYvdsWlYfJEp5avItY+JviLUbknT7p7GLPypAisfzINYninXJ9R1e6vtSLqU3Er/cUdgK0PCXxf8G6L4d1GW20v7PcwFPs8co3SXDHPfrjI/WvKjOriptRfLFH2EqOEyijCVaHtKklfXZHTeDvG+t/2vb2/iLUS1tLwHliAYn6gACuz8a/EHRPAtglzrM8geb/VRxDcz/8A1vevL9bfxDq2i2fiHxM6Qvfk/ZbNEx5CDp7knOcn1rlPidr0Gr3ngmPVGH2ZI/8ASC/I+WQoxP5Vvh5yjUlRk726nnZjRp1cPTxtKPKpaNLZNdjQ8QftMa1cSmLw9pEFpGxwhudzufyIH6V794Yn1G78OafPrJX7fLCHl8vhcn/Ir5XvtU0jxV8XEv8ATrWOHRdMiMwSKMIrLChYZH+0VA/GvevDHxPtbj4eReJPEclvp6u7LFEjcuBgAKDyTXceAV/j14gudB+GcosZ3huLuYQh0YhgD1wRVf4P/DfTtA0fTfEltc3Ul3qenxPKrMCFLqGJ6e9cn+0h4hsr3wvotrFOv2iY/afJP3kRlGCw7d6734J6teav8NdON5afZkgjW3gfvMiDbu/SgD0dDlB16d68c+MXgnxh4n1JZNK1sWujQWxeWAuUCsM5YkdcjsfSvZVGFGa87+OWsHRfhdfyRsVkuStspB6Fsn+SmgDw/wCFHwpPjea51C41eUWNjd+SRGTmUgA5B9Oa+qbO3js7WG3gBEcSCNATyABjmvHfAGpw/Dj9neLXXj3yTl59mcb3LFQPyUVc8R/HbT9A8N6dcfZvtGq6hZR3AtYmBWEuoYbvzoGS/tBeLLrw94FittOuZLe51GcRFkOGCAFiQR06AfjXX/D2N4vh5o0byvNMbVS0rNuLHOSST35r5d+J/i3xN4xOk6jr9vDbWs8LSWUUHIxkZJPXvW1ZeNvFNjp9n4U8I6isaxPHExOHlnkcZJXPIUADpxQB9aj65pR7V4n4k+MsPgTRYtG+1LrHiOGELOy48tJP9rHcdMVlXfxk8WRaT9k0qO3vtQsbY3OqXjRBY7fPITA4yPu/UUCPa/FF0bLwvqdyrFDDZyuG9CEOK8C+Bnia08OeFvE+v67cNFA08W1ictK3zkqPU9KuWfxN1/xV8EfF2o6+kYFukcEUsKbd+9gpGB9a8u+FsUOs+OdE0fV98unNcNILcnCs+OCfXpQM+nPDvjPU9S8MX/iPWrJdM05VMlqpzvMYH3mz61yPwP1vVPEba74i1vU5HW5uDHBDJLhI165C9q574/8AjfUtOnTwnpQW2spbUGZggDOCSNo9uK8x1rwZrfgzwvpWrXeoeQNTIaO2hlKuqlc5IFAJH0l8L/BV74ZgvdR8QXTX2q3khLStIXCoDwATXfq6joc8ZyD1r52tPGHiKfwp4U8FeG77ydV1C1M013M/3E2FguT6gHms6Hxd8TvBd9aeDgI31CZzIjvid5FY43ZOeOKAPpgTI0hVJAWAGVznb35FRx30E908MVzG8irkorg498V8q3PirxVL8UNbtNLucalqCx2ksisdsJWMK7D0GQee1cn4b8YapoNzfvYXkv2nUUFu13lmkVdwJK98mgEmz7aFxHuC+au48YZgCfpSrOkjERyq237yqwOK+ePCfg7VtL8Oap4w8W6pqCSwWkstlbz3LBxlSodgT6sMD3ri/BWt+PpND1z/AIRp55IJI/OurqTLkAdVUno3OePSgD65W5jeZ0SVXKfeAblRirVfOf7Nd/e3+veIZr64nuQbeI/vXLc7m9a+iCWChc57E4oAxPEvjLQvCcSza7qMNqGHyKzfM/0FUfDXxF8M+Lbh4dG1NJZlx+5Y4b8PWvEtK8SeHfFPxd1nVPHDQyRWcbpp1tcAGM7T0weCcZ61zvgG1udY8X+I/E1gkUI0yCWWOG3UJkkkKFC+wPSgR9K6p458PabfNYXGq2/2vaW8ndkrgd8V4N8JfHemxfEzxJ4g8R6hDZDUI2aN5m4yZAcD8KyfhN4s8P6fNrKeKrXz77UVLR3fl7pmLcGNT1BP9ak8a/DTRvB/w2Gr3Ed+mo3kwS1huvlMS7s/MB32Z4Pegex6/qvxw0CDRLvUNEiudV8iZYCI0IUsQSDu9MKa8R+HN9da/wDFy48TahfCxjtt95cyuAcJ0Cc/54r0v4T6GNG+CGrX99Ftkvo5XAkXGAEIB/U14TPp+raV4X+1yW80Fjq0xRZST8wj5I+nz/jigD6Z0H43aJ4j8SRaLolpfXG9iDOFGEHr9K9EtNRtr3zvslzHMYWKuUbIU18nya1p9h8O0074e2l82oPh9V1BYm8yLttDjopx2p3hWw+IUfw91ZtGE+maSitdzXMmY3mCqTtU9T+FAH1pb3kM1wYYpo3ZVyVVwSPwqy33TXy/+zTJdXPxC1Ke4nkmcaewdpGLE5kTua+h/FOq3+j+G7u+0rT5NSuo0zHbRIWZz6ADk0COQ+KHxRj+HcNpGtr9rvLsHYjsQqgHqcV3On3w1DS7a9HyrPGkmDnjNfFPxD1bxTrniozeL7e4tLxseXbzRmPy1PQBTX038LvCPivw7bmTxbrU103liOO0D7ljA6c0AekoPkGcH3p2B6UifdGTn3paADA9KMD0oooAMUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhNAORTNw85h6AU8UALSNnaccnFLQelAHzT8VNPvbPxVqUOm7EeQbwW6bWBzXhlrtt9Wheb5kimUvt6kBhnH619ifEvwJ/wkmntc2m4XSpsYr1ZcV47q3hG0k0vR7KTSJbK701iJZghP2lSc88deP1rzozjhpTU9m7rQ+lrUp5nSoujrKKs7taW8juvHmuW+p2uiwWTZiitVlOeq7lGAfwArzXUvCsviT4q6H4buEcxCGN5wp+5G4EjfQ4Y16V4a8HXviLUY576FobMFcswwSq8AAfQV6baeD9KtfFM/iKC2C6hNEIWfOQFAwMfhSwkZVKkq8la+w82qU6GGpYGm78urt3/ps+afD/wy1q1+HnibW57WSOR4RBb2zKfNIEqlmx6YBrE074feN/Enh3TJoreZtOhuDBbo5x5e7ln2+nA5r7J+y4XHysDwQRwaIrYQoEjVEQdFQYH5V6R8yfNXx68K22jeHfDdzJmbUghtZbjdkSBFGP5mvcPh1ZLZfDbw/CqFM6fAXHTDFBu/Umqfj/4eDxxLo0c8yx2tlcmadMcuvHA/Kuzht0t4EigQIkaBEUdAB0oGPD4UYGe1fPP7R/jjTL7TLfw1YXCz3Mdws8/lHKrgMAM+vJr6GaPPv7V5+nwY8Gx69Pqs+nNdXE77yLh9yIc5yBxQB4hqviLxP44+E8Wl6T4c8nR9LESvLGSzTMB2GPXJP1purfCXVrP4e6K8enzXOr6ldKs3GTBHtwin07V9S2unW1vb+TawxRxKMBFUBcfTFWTDlhjAAI96QHg2t/BzUNT17wlYSsv9l6bZLFdTDqNuMj8cYrmdM8EeK9A+L1/Z6Npw2zqUjvZU3RxQtgFw394AV9PmFmx0Ug5x1zSeQcZOC2OtMD5sj+DkuqfGKfT2t5YtHsFjeW7kH/HyxUEkHuS2aYfgj4wvfF2s2n20WmlXju8l0ZMrMCdyjA59M8V9LiIhs4XPc/yoETcn5cnrigR88x/AfxBa+Cn0uPU4jPeXaG5jSQ+WsIOSRxyc7T+FdHqnwektfFnhTUfDpjjt9MxFcL0bjJ3++STXsnlnPY8YzR5Rxzz75oA818ZfC1PGfxF0rWL2aMadZweXJF/E7B2YA+3NW/HnwutvHOqaPJdXTR2FgdslugwHXPTPbjiu/KEZPGe59aPXdQB4x46+Cdz4h8WW2p+H9Rg0+JIVt3RsqYlUY+XA54JrtfBHwv0bwcpuYHlvNQkQLJeXHL4GeFz90V2RRiBkA56gnpUijaoGSfrQB5va/BnSrLWte1OK9mafV42RcqAbfd94qe+a5DVv2coE0Swh8Paj5V9bsRLNOMeaD3wM817uR6U1kz04PagE2jj9D+H+n2PhafRdSmk1E3kYS8mmYs0h+p6AVr2HhLS9I8PnR9KgW2tSjJhV65GMn1NbIVtwzwB6HrTz0oA8++G/wyt/AA1F4Z/tE13LnzCMYTsuK73y8qcHHpx0pQrewo3gZyDkUAeOav8As8aPqni+bUWv5IbG4fzHtY0Gd3fB7CtD4ffBaz8GeI77UvtjXEcsZhhiI4CMeQw79BXqf3uVwPenKMUDucjo/wALvCmham+oafpcS3TMW3soO3JJ49OtaHiHwZo/ilbRNbt/tMdpN50anoW9/Wt+igRUOm27WRszGn2cps8rb8u30xWXrvgvRfEmkx6bq9ok1rE4aNMAbMDGBW/RQBjaR4T0fQdPFjpVlDb2wGDGiDDfX1q++nwy2z28qK8UilWQr8pBGMY+lWqQsF69PWgDN0vw5pWis7aVYwWpk++Y0ALVoGPK47d+KUyAdQaTzV560AcJ4n+D/h/xb4st9c1XzC0MYR4U4WXByCTXdiMBQAcAdAOKQTocYyfX2qSgAoozziigAooooAKKKKACiiigAooooAKKKKACiiigAooooArK2b6ZfRVP86nXnNV4/wDkI3H+6n9asJ0oAdSH7ppaKAGY9qje2jl+/FG3+8uanopWGm0MVQi7VQAegHFOFLRTEFFFFABRRRQAVi+J/Eul+FNLbU9buVt7ZTt3EZLN2A9+tbVecfG3wlqPjLwMun6PGJLmK6jn29yAGGP/AB7P4UAdX4T8S6f4t0SPVdHeR7WUkK0qbWJBwa2ycVz3gPQV8MeCtN0hVw1vCPMP+2Tub9SaveJr86X4V1O/XrbWskv/AHypP9KADSvEmka3LcR6TqEN29s22ZYmz5Z9DWmWUDJNfNH7OOvhfEGo6a25571zcMSeygj+tfQM2v6TaaklhcajbRXcn3IGmG9vwzQBrg5HFFA6DNFABSMwUZYgD1NLWB420S98ReFLrTNM1GTTrifAWdO3qPp9KAK+rfEfwjorSJqGvWcUqdY/M+b6VraRrFnrelw6jps/nWs4zG46MK+ZNd+G/h3wRrml6VrU11rOq6mwYqh2RgFiN2epPHrX0xo+mWmjaTb6dp8Qht7dAiIDnbigZpNIijLMBUcd5byzvDHMjSxgF0DZK5zjP5GsfxPq39jeFNU1FWKm2tpGXbzg44P515J+z/qayaRr+u6zeKZbi5XfNPIBgAMep+tAj3jevrSgg9K5/SfFmha7cTW+h6raX8sKh5BBKJNoPYkHg8VuR8OwHTtQBITgZPSo0nikz5cittODg5waxPHesPoHgPV9TiO2S3tmKH0Y8A/mRXg/hPx/f+GPhhb2lmz33iTX76Sa3jfkqGCrvPtkH/IoA+lRIh6MOuK5fxV4/wDDnhD/AJDmoxQSsu+OADMkg9q841bxH4i8D/8ACO+HjeyX2v6zOJLqWf5zGrHG1AeAM5HpxVzxl8JpvGXxXh1PVZXl0T7KA0anBVguNv4nmgD1PQNZttf0S31OxWRbe4XfH5i7SR64rSqvYW0NnYQ21qqpDEoVFUcACrFABRRRQAUUUUAFMf73rxwDT6Y5wwoA4zxp8StC8C3Fpb65JN511nyxGm7gdSfbmsD4ueJpP+FTnV/DV7IvmzRsstu2CF5z/KvN/jROt/8AHrRtMvI1lto1hQo3QiRsH+Ve3+HvBWneH/DUuhbPtVnK7syTDcCCc7cegoA8v8P/ALRNhIdL0240u6uZ3VIprjeMluhOMc177vXnnpXEw/C/wjbavZ6jaaPBBc2RzEYl24PXLL0P410smp2cV/DZS3MK3Uw3RxOcOw+lADda8RaT4dtVudav4bKJ3CK8rYDMecfoavwXMVxCksThkkUMpHcEZBr5w/aY1Tzdd8PaYjFlQPLIpOMklQv9a9vtdb0rSPDumjU9QtrQtaRFRPIFH3BzQB0gYHoaXIrL0jXdM1y2a50i+hvIVbYzwvuUN6Vol12kngUAPzRTFdXXcpyKfQAUUUUAFFFFABRRRQAUUUUAFFFFAFSP/kJXXrtj/rViPvVSIn+17zn+GL+tXE+7QA6iiigAooooAK8t+OPjbVvBmkaWdFdInvbnynkYZwAMn869SrxD9qC3MngvTJh1iuzgk+oxQBz/AIx+JkmreMJFS8ZPDeiSxzSrEc/bJlIIUHuNwB+gz2rr/h58UrvxHY6x4g8SfZ9M0ay2JCDyWY7ifm7ngce9eNal4bh0jwZ4Ng1iRraz1e5NxezAcr2X8lJr0b/hHNK8UaRd/YT5Hg/RbST7PkFftlxt/wBZj0GAB9aAOzs/izpet64Lbw9/pUEdjJdXFyQR5eM7U59cGvOb39oXUE8DWrWkEcuuTbjMyx5jt03ELkeuMU/4OeG5LP4Q+I9ZkhbzL9HjgwuSyKOD/wB9FvyrnvCvgK9ufgLrWpWFg9xqWoTKka4wwjRxnr7g0AdN4f8Aj5qmvaloGjQ2iNdzuq387rhSP4tq/TNSn43ag/inX7twqaPpNs8cFsF/1sxZQpY/g1ZXwq+FWr6X47vJ9QhaD7DZuIXccNK6EL+hJ/Ciw+B2uXPgfWmnCJqdzdiSGFj95ELZ59y/6UDKeg6n8Q/ireyXMutSaXoivtuZ0kEUa/7IGRk4xU+sXeteKNU1rwT4f1iS00rQoJBL5z5e5dMh8n3YGt34W/BjVbCRrrxfO9vaq+4aajZVyP4mwa5rWfhh40T4raoNGjeCHU7mZ/tiN8oikY5B/A0Ach8NtQfw7a+KNbgYC8stNKQc9GeVE3D6Bia2/DejHTtCufiG8ckiWMW2Brhv+Pi7J5bHZQD+JruLT9nm7sdK1m0j1VJBdwBYsrgs4YNg+gytVvCvwM8QXPh6407xVrEllZlsw2lsfMG4fxHOKQDNL/aAj0j4c263jSan4hZ5N6OCFTLEjJ9MGotT+PGst4Q0xLZ7e31jUDI00z8rAocheOxxg10XiT9n3T5vCVjp3hwpHfxSjz7uYczKep9vpXPeLf2dtSl1G0/4Rq8t5LRbdI5DckptKqBkYDZzjNAD/g/peoeKtfj8U+LddedYZMWcMs4LTPyCducgAV9DkHg5wc4zjivK/ht8FLTwhdw6nq1219qMPMcceRHESCMjJ54PoK77xVd6lp3hW8utFtftWoQxkxQA/eJpiPOPEegPf/HzT9Z1p4rXStMskkimmlVVLbmIHX1zXF6v8dtQ0fxj4kW0b+0LfzDBYIW/dJhsFs+9N0b4R+NvHGvf2n44upLO2mcNKryZcj+6qjgCuj8UfAa2sfDmtP4UBuL66Mf2eGXgRKHBOD9Migeh57d+IviB4p+HGpXc0jPpHm7r26MoBYbgBGF6gAkdPSuA0LS5NU1RLCPiScYjzIFUHPU+wFfR8/wu1Kw+DsHhPTZVa7vblGvZD91BuDNj6YrM1r9njz/EOnSaNeRwackKJcqSQ5YHkj65pDujgvFms3PgjRbbwx4UmEVk2TdX8Zwb2b+LB67R933wa19S8Va9LpujaVqHiCe2fVLX+0dQmj6pCV3LGo7fJjj1ruvHPwfbxF4l8OQ6csdrounweVOc5ZcOT075z1zVnxr8ELbxV4ksb20vfsFrDEttNCqc+WowNpz6DGKYtDxyDxLK3wx8TRJdMbGV4bSGJh80jFxJ5rfhGR/wKrPwCkth8Rml1RS5t7GR4Nw5Qgg8fgTXrv8AwobRI/DNto0V3JsS/W7nkZPmmVQQEPPT5jTrT4QJp/xE1LX7K4WO3ltPLtoFGNrlduPoAFP40AeFePPGGoeK/HV94i0sTQW+n7YopA2GiQEgH6ltx/Gum0D4na94R+FbXa3MlxfX1/stTctu2oo+YgemQRXZzfAa6HgRNLtbuJdQurpZr+VuhAOQF/X86seO/gdLqOi6HY+FpoYl0xDEyzggPnksevJPNAaHIw/HPxmPEFtZ/wBnxhFA86F4vnZAMsxPbgV06/tEWMHhF769s1bUmuHiis4m6IuMMx7Dmt7wl8Hbfw3oWoyT3H9oa5eWkkH2iQYWIspGB+J61xei/AO9tvA+tHUlhk1y4BjtVzlYxkHOffn8qABfj9qc3hEui2661eXbRQIRiO3jwCC3Y9T+Vcu3irxnbRN4o1/WbieztrgfYojIY0vH3cFQcHZjnkdK27/9nfWIvD2nS6TdQSaquftcUzFY1J5G04OevpXVt8CZNW8Jpb+INbd9WUriQLujhGR8qjj86B6GV4a+NtrongaTVPEF7JqOt3dxJstVJ+RB90f7I5rd+EfxW1bx/wCJ9RtdQght7aKJXhReqnJrU0z4IeGtM8N3unQxNNdXUHltdzrkqeuRV34bfCnT/h95txFcyXN9OoWWRuFC9sUCPRE+50xVe/eRLWV4IfOkWMskecbyOi/jVlPu8Z/Go5hnAPft60CPiTxl4i1lvihJrOuWf2e/t5lkFuxyECnKivR7LxX8QtU8KX3iWx1+1a2WNjP5hCm2bPEaD1IIPFYWseE5/iJ8edbsIfMjhSSTfNjITC8ZP+8QK73w1+zvBY3nm6/q8t1ApU/ZIFKpIf8Aa55/KgZ5m3xF+IujaFbardaxcGK/kKQ/aASzhf4h7ZJHviptZ1fU9GXSbq+1a4TWvEEazXt9k5t7diPkH4HP4Yr3Hxh8LofFvibQnnMcejaYhRraMYJIPA+lUPih8GF8dXtleabeR2U9ugiZTH8rIPTmgD548cQtZ+NIrM6w+sLblAtyxySCc4qae4l8b+N2tNSnjt3naKCO5uJdqW6KuMGvUPE37Ocq2emjwrd+fdx5+1zXBwGPGCB271pWX7N1k+pQ3Wq69LM+1TPbrb4DN3G/d0/CgR5v4v1mTw9pUGjeFZJ4vD6StHJOsmBfzL98/wC7ngfSu40LWPFGo/DLUvF+t6jJBZ2+ny2llZxDYrFkKB2HfBORXf8Aiz4P6T4lk0a38w2um6aNotYk5cemc9a2vE3gi31X4d3HhfTitnAYFjgBGdu3GN35UAeJ+HfjrNongQaZa2L3mpwqFiJGVC4O52/Stf4M+OPFfjrx9dT6tqEj2UFsWaGM7Y1Yn5R+hrrPD/wT03w94M1KwjIuNVvoPKlumH3c9l9sgVufDj4a2Pw8s7j7LO81zdBBOWHHAPA9uTSGd+v3RjnilpBwo+lLTEFFFFABRRRQAUUUUAFFFFAGdAxOtXw9Fh/9mq+n3azrc/8AE+1Af7EP/s1aKfdoAdRRRQAUUUm4UALXO+NPBGleOtHGna15oiVtytE2GU/jkV0O4Yo3c0Ac/rvgfQfEWhw6VqlkslrBjyVHBjx6H6cVYHhXSV8OtoSWwXTmi8oQqSAF+vWtff7cUbunB5oAzdG8PWGgaPBpemRmK0gUqsZOeCcnOfcmrkFjb20Yjt41iRSSEQbVGfYVYooAiNup6k+/vSiEBQNxPue9SUUAMEQAxzjGMUeUAuATT6CcDNAEZiB7nOcg+lHkryDnFOL4zkcfzo8wCgBBEqjAzigRKPpjGKUPnorfiMUbweg70ANEKr0z0x1pTF0AYgDqPWnA5oJwM0AM8lRjBIA980vlf7R9valL47HFN87nBXGTx70AHkjnk80wrnK/eHQ9qk80c8cDjNZsmtacdWGnG9hN8QSLYSAvgYycfiKAJ554YP8AXSogAwfMYAEVNAFkw4bdxwfUV4f8S/g/qWpW2p6xp2tajqNyGEkNi8mQmeoA/KvQfAJufDHgLSLbxZcpDeuqxKJWAbJ+6n1HAoDodp5QByCRzmjyl/HOaBID0pPOBfaB83cZ6UAO2CkMSn73P1p9ReeplMYI3r1XdyBQA4xAjBJxS+WNpHakEgJ6EY60hl6EKSCaAAQKAACcAcClESjp+PvXPaR480LXNeutH025aW8tGKzJsI2kHnmugEucfKQT2NAxTECe/tz0o8sYx19fen0UCEUbRjOaRkDHn8PanU132EcE5OBgUAZWleF9I0W4u59Ns0hlvH3zuMkufqa0/JXOcnrmjzl3FR94YyM04SAsB3PT3oATyxSiMDuTTqqy6hBBIiTSIjSNtQMwBY+gFAE3kjuTj0oWFVORnOMZzUgORmigBvljjmjywBgcCnUUAR+SPU9c9aXyx6mn0UAA4FFFFABRRRQAUUUUAFFFFABRRRQBmwf8hu/x12w/+zVoJ0qhB/yHL/8A3If/AGar6dKAHUE4GaKQ9DQAbwK5nxJ420vw4yxXDmac8+VFyQKy/iD4zbQLRLSwx9ruFOGJ/wBWvrXzl4o8T6jofi2IajbGVSomdJG5mBBxz26Vx1K8nP2VLf8AI9vC4CjCisVjG1BuyS3f/APpfRviNoer3S2/mm1lYZVZuM/j0rpbm9t7W2e4uJhFBGpeSRuAqjrmvnTw34Nvbvwq/im4ukmuLs7zaRvk28OTt6d+tdLb+JZ734d+ItE1GXzHGmzNbyseSNhyD9KiniJRq+xq79y6+X0quGeLwjfKt090el+EfHGjeNUu5tCmM0dpJ5bPtIGT06iqmrfEPStJ8a6b4Y3NcalfPgpHyIhtJyfyryX9ma5h0+w8QTXdzHbwCSNQ0rhVJwfXvXP+FNTg1T9oXUPEN7OotbATXTSE5CooC8f99V3ngn1QJFODn60rTIqkk5wMnAya8Juv2gJNX8S2+leDtCe6EzhVnuX2HHc7ADx75qK8/aJgs9d1qBbIvb2ymOyCH5ppQ2CzHsO9AHvfmp6/pR5qbc54+lfOfhj4weJrvwd4r1/UBHN9iCfZkXhYnkYKPqBuz+FZMv7RWsr4PhtLeFW1ksRNdsPlVe2B60AfUaur/dOaHIC89CcVy3wz1m91/wCHulanqrK13cxFpGUY3YdgD+ldTJnZx17cUAedfFj4m2/gDRB5G2TVLoEW0RUkY/venHpXiGrfHH4hSadDvRdOScfLMLXaZPoSP5V0X7Q17a3/AI+8O6TJIsUcOGuJWGdisw5+gGa5Txz4ns/Fnj6xj04efo+iwqFUDasgX7ze2SFFAz6L+Gv9rR+BNOuPEV5JdXdyhmLOfuq3IB/CuL1XxJqM37S+m6NHdyJaW1tmSEN8pJj3Gs3wh8Xda8Z/ZdE8OaSkN3v/AH87nMNtCDgAccnArzvXfHMmhfHLWPENrAt7PaySwRlj8pIUx7j7UAfXMbqFJzwec+1U9Z13TtC0uTUNUult7aHBaRun0968G0H9oi5TRLuTXLGO81BHAt4LfKKVIOSWOcYwB071pL8Qv+Eg8O3F78SrG00/QbxAtpYgl55mz94HjAH070BZo7rxx46g0/4V3fiLSZT+/ixaykEfMeFODz2rL+B017L8O0vdWuJJ5rqd2ZpmyQAxGPauG+N+vaXY/D/Q/DuiyBUkCTC1JyyR4DLk++azND8c+JvAHw9029voLZLW43fYLQg75i2T5jt6c56c+1IOh9JXVwLa1knfO2NC5OOwBOa+efhN4ZXxr4g13xHdXtxFfW9+DFMh+8uWyuO+QF/Kpl+JC2fgi81bxXrh1DUtUgeK10+2GFgJUjJHbrXOfDjxbf8AhfwQ0Wiokusa3qBhtRKcrHtA3N/4+KYbH1Mn7uMZP1PtXi3x61g23iLwhZKC3l36XbA8Z2tjFXT8QLr4cXaad4/1ZNTlniE0Zs4sSxkk5UgnGM98/hXA/HrxALrx9ojWkTSm2tkkWIjBYswYAj1waAW59LwHfao/QMoYY9xXneieNtX8QfGPU9DsxGujaXEBLJt5Z+OM/j+leZ+DPjnro8XsviIqdPeKRfJVcGHahYf+g4/Guy+FHi7S5dI8V6vFZGFkmN5Kc5Lowwq/gVP/AH1QFj2cyoFJJ4HWvD/hXq82o/G7xzHJctNB50phy3AUTYGPwp/gH4geKfHmvXV6XsbXRYUfFtk+bgDv614roPjq+0LW9cudFGL7WC0UTf8APPc+cj3oA+p5/iJpX/CZQeGbASX+oSZMywDKwAd2bp+tdTJ86/MM9iRXz7a6zpXwWtI7f7J/bfi7UIxNcnzNoRSMn5sHj8KXSf2g9ZSSS/17SEi0t0dIFhzueUEYG49RgmgLHZy6LZ/Ca38VeL5JBcSXkxlgXOBkjO0/Vy1b3ww8WX3jTwsur39pDamSVlRImzgA4rxr4x/Eqz8U+BNGtrFwlxdOZrq0Q7vLUH5QT69a9X+BkE8Pws05riNUMzPKvurMSP0NAHpFN8xeeelOqnezLbWU0zgssKM+xe+BmgRa8xc4z06+1ch8SF8RXPhry/B03l3rSqr8dUJAbB9gSfwryKD9ouZf7curu1Uuh2afZp2xwWdu/PNcvonx98UxefHeSrcz3VxGUfGFhXIyAO/FAz6ptB5VlEshBdUGSepOOf614fqPjSWH9qK2s5r6SOxjiFuYs/KGI3cj8RW54w+JWtv4mi8KeBLFLrVGjElxO/3YQRXhfjyz1s/GDUZLMSXmpwvHJI8Ck7XEa/pxQI+0vNT1rwHStXl8UftQTje0lnpiyxJGpyoZUK7vzrjPDXxl8VP4iebxFe3E9tZRuz2kSAeY69AT25rP+FXhHU/iD4tv79dQk023BMt1LATl8nO0fWgD7Cj/ANWuOmO1OqppVhFpek21lAWMcEYRS7ZJHuat0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGfCP+J1eH/Yi/rVxG/lUCR7dRuZP7yoPyzVhBxQA4HND/AHD9KXFI3Kn6UAeDfECSe48eTny43ZNqRRykhW9M47ZrwnxJba/qd/fanq8ck32eUQTTdUQ87VHtgV9R/E3wrJdwnVrENvVNswQc7fX8K5Dwfqmh6N4Zl8Oa5p5uLGVzLJLs372z/EO9eVTqRoVpxqO13ofVYmjPH4KjPDK/IrNLv6Gj+z54bNj4Gn1K+ikWbUJCE81iVaJeBgdud1c94us4rDVtat9MfdDHBKwYcgKUJYfhyK7LU/HM2oxRaP4Nt2RNgjDqmGAHYDsK1PDXw5t4NOujr6Ge4vYmjljLHhWHIz6nNOo1iqkVT2i73Fh4TyvDVJ4h2c1ZR6+r7WPlNdE19fCLaosM/wDYslwAzDIQv0BIrW0HQNTj+HfiHW4YZBblY7cydA6Fsn8MqtfXtt4V0e38Mr4fFkjadsC+Q43DGQec9eQKsx6FpcGiHSY7C3XTyuzyQgCEH2r0z5c+W/g94hh028uoP7Dn1bWrpPItXjYBUTHTpwck81qaL8ItS0zwb4k1zW7TN/8AZbiK1tcZIbDAv9euK+gPDngXw94Unlk0PTYbSWbhmAyxHoD6V0hjQqVKghhggjrTA+Z9M+HGvWfwI1S2kt2N7qVzBJFbAYbG8DDfnn8Kp+LPg5qGleGfDWkaZbfatSuppWu51HCMQmFPsMH9a+pdq5zgZo2L/dH5UCMjwrpn9jeGbDTsDNrbpE23puCjd+ua1pM+WcdRyKUAL0GPpSP938fzoA+VfEGgXPxK/aC1HT2EiWlpKYZZFH3EjB/nTPDnw21uDQ/FWpwabJtaB7OzhYfNJmRfmH4L+tfSek+GNL0bU7+/sbUR3OoSb7iTOSxzmtoRouMKBjpgUhnk/wAOvBP/AArL4eXt3cJ52pzQefPj+EY4T8P614V4aljv9AvNK0+0fUvEXiGQI0hT5bZd+T+J69q+x5oIriFo5EDxsCCtZeh+EtD8Os7aPplvau5JLRxgH86BHyDNpsXgD4gyW2sWzajBYSZ8lyUW4Hb8O/4Vq+OrbxP4017TtXbRZrazv0MOm2qjO1Vxntxy3WvqjU/CGgaxfwXmp6Ta3VzAMI8kQJHp+VbCRICo2KNowox0FFiuY+a/H/ga/vJ/DGl2mmL/AG7dWy/bZFJZVVFCLk9sBK3/AI56RZ6d8KdHs3jmkvLIxRWzRKWAAUA59tufxr3fyYxJvEa78Y3Y5xRJDHKhSWNXU9VYZBoFc+SNR8CJ4X+D9zrfiC3zqmqSxR2gPBhGdxP4gGoE8J61YeEfCfiDQ4Z7h5HncLEuTGx2gfnj9K99+K3gO58e6VpthaTLDFDerPOScZQKynH/AH1XaaJpFpomh2um2MKx29vGERQP1oC/U+Vta8BfEbxJqWnazrenmaaYrAjAAMoHQuK9Z0b4TX1z8QY/FPjG/h1CWFI/Jijj2qGUDBPPOMV6/sUdFH5UbVznAz9KAufK8fwd8R63rfiO9Cm28mSQWwI/4+GJ6D225r0bwf8ADuHwP8O9Zh1+/RZdRg/0g9FiG07VH4k17BIo2Egc+1eCfEzxANR+ImmaVqjyQ+F9OuB9tYA7ZJMZIb1A+X8zRYd29Dy3wxqeo+Db8yx28rLcQTW0Wz5TLnhHqgngDV7DwtYeJZ4mjjmvPJ8oAh48HGfz4r1vVZNO+JfxO0i28KMJdN0wrNeXUa7UUA8KPTAFe9T6faXMIiubeKWPcG2OgYZByDg9880xXPjfxr4f8StNaa7fW07JexLEJUBLZA6e1dFrHgnx1r3gfRJLqzhitraUQWtjAm1juGTI5/ACvqzyIioUxqQBgAjoKSVRtAA6/L06UBc+OPHHgm58E2emabdJHLqdwpuGaIZIDHbs98FT+dfUvgO1Nl4D0G3aMpJFYxIVbsQozn3qW68JaRe+JIdc1C0juLuCAQRvN8wXBJyAeh5rd6Nxn64oB6ktZmuv5Wg38ncW0n/oJrR7dahmjSaN4poxJE6lWBGQR6UCPj/wp4VlPwt8QeJmsjdXF1/odom3O0Nwzj88fhXU6R8CdQXX/DaXSlIUh+1ajLj7rhs+WPftX0bpelWGkaellptpFbW0ZJWKOMKoySeg9zV3I7gc0DPk2LRfiNp/xW1KHQTcW2o3blJbpYlZDGeQ3IIxwK938G+A08K6DdyyOb3W7xGe7vGxud8cL7Cu7BTOMD6VJtB6jNAj5I034feIdN0LxB4i1CykEk/m20FsVyzu7Eb/AMDzXtPwX8Dz+CvB+y+XF9et58y/3OMBfyNemmND1UH8KXYuSdoyepxQAL90UtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDj/SnP+yKlUYFNI/eH3FP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" /></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/nlp-teamcoaching-seminar-2014-in-muenster/">NLP Teamcoaching Seminar 14.-16.11.2014 in Münster</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Kostenlos NLP lernen im NLP Café</title>
		<link>https://ausbildungnlp.de/kostenlos-nlp-lernen-im-nlp-cafe/</link>
					<comments>https://ausbildungnlp.de/kostenlos-nlp-lernen-im-nlp-cafe/#respond</comments>
		
		<dc:creator><![CDATA[Holger Backwinkel]]></dc:creator>
		<pubDate>Mon, 10 Nov 2014 09:37:41 +0000</pubDate>
				<category><![CDATA[Coachingausbildung]]></category>
		<category><![CDATA[NLP Ausbildung]]></category>
		<category><![CDATA[NLP Master]]></category>
		<category><![CDATA[NLP Practitioner]]></category>
		<category><![CDATA[Holger Backwinkel]]></category>
		<guid isPermaLink="false">https://ausbildungnlp.de/?p=563</guid>

					<description><![CDATA[<p>Komm zu uns ins NLP Café. Hier kannst du kostenlos NLP lernen: Es gibt  kostenlose NLP Webinare, Kontakt zu gleichgesinnten und viele nützliche Tipps. Die Webinare sind werbefrei und es wird nichts verkauft. Es geht nur darum, deine NLP Ausbildung zu unterstützen. Bei jedem NLP Webinar wird eine NLP Technik oder Vorgehensweise ausgewählt und genau...<br /><a class="clear excerptmore button" href="https://ausbildungnlp.de/kostenlos-nlp-lernen-im-nlp-cafe/">Weiterlesen &#187;</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/kostenlos-nlp-lernen-im-nlp-cafe/">Kostenlos NLP lernen im NLP Café</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
]]></description>
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" width="600" height="271" /></p>
<p>Komm zu uns ins NLP Café. Hier kannst du kostenlos NLP lernen: Es gibt  kostenlose NLP Webinare, Kontakt zu gleichgesinnten und viele nützliche Tipps.</p>
<p>Die Webinare sind werbefrei und es wird nichts verkauft. Es geht nur darum, deine NLP Ausbildung zu unterstützen.</p>
<p>Bei jedem NLP Webinar wird eine NLP Technik oder Vorgehensweise ausgewählt und genau unter die Lupe genommen. Alles wird erklärt, visualisiert und du hast die Möglichkeit, Fragen zu stellen.</p>
<p>Beispielsweise geht es um die NLP Wahrnehmungspositionen, NLP Metaprogramme, NLP Strategien usw.</p>
<p>Probiere es einfach aus:</p>
<p><a title="Kostenlos NLP lernen" href="http://www.nlpcafe.de" target="_blank" rel="noopener">http://www.nlpcafe.de</a></p>
<p>The post <a rel="nofollow" href="https://ausbildungnlp.de/kostenlos-nlp-lernen-im-nlp-cafe/">Kostenlos NLP lernen im NLP Café</a> first appeared on <a rel="nofollow" href="https://ausbildungnlp.de">NLP Ausbildung</a>.</p>
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