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	<title>Livres de tours de Cartes &#8211; ABRACADABREIZH Boutique de magie</title>
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	<description>ABRACADABREIZH La boutique de magie qui vous conseille vraiment</description>
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	<title>Livres de tours de Cartes &#8211; ABRACADABREIZH Boutique de magie</title>
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		<title>Outnumbered &#8211; John Bannon-Livre en Français</title>
		<link>https://abracadabreizh.com/tours-de-magie/outnumbered-john-bannon-livre-en-francais/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 15 Jul 2026 15:19:50 +0000</pubDate>
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					<description><![CDATA[Six miracles automatiques qui dérouteront même les magiciens]]></description>
										<content:encoded><![CDATA[<h2>Six miracles automatiques qui dérouteront même le magicien</h2>
<p class="isSelectedEnd">Avec <strong>Outnumbered</strong>, John Bannon propose une collection de six effets de cartes ingénieux dont les méthodes sont si astucieuses que vous aurez parfois vous-même du mal à comprendre pourquoi elles fonctionnent.</p>
<p class="isSelectedEnd">Vous suivez simplement le processus décrit, comme une véritable incantation magique, et obtenez des résultats impossibles, surprenants et totalement inexplicables.</p>
<p class="isSelectedEnd">Si ces tours semblent magiques à vos propres yeux, imaginez l’impact qu’ils auront sur votre public !</p>
<h2>L’art de tromper même les magiciens</h2>
<p class="isSelectedEnd">John Bannon est reconnu pour sa capacité à concevoir des routines qui orientent subtilement les spectateurs dans une direction avant de les surprendre avec un dénouement totalement inattendu.</p>
<p class="isSelectedEnd">Les effets présentés dans <strong>Outnumbered</strong> suivent parfaitement cette construction. Tout semble conduire vers une conclusion logique, jusqu’à ce que la véritable révélation prenne tout le monde au dépourvu.</p>
<p class="isSelectedEnd">Les méthodes sont simples à appliquer, mais extrêmement difficiles à reconstruire. Vos spectateurs seront incapables de remonter jusqu’au secret, même lorsqu’ils pensent avoir compris le principe utilisé.</p>
<h2>Des principes mathématiques sans calcul compliqué</h2>
<p class="isSelectedEnd">Les tours utilisant des nombres sont parfois considérés, à tort, comme de simples curiosités mathématiques.</p>
<p class="isSelectedEnd">Certains effets de ce livre reposent effectivement sur des principes numériques particulièrement ingénieux, mais ils ne nécessitent aucun calcul complexe de la part du magicien.</p>
<p class="isSelectedEnd">Toute l’intelligence se trouve dans la conception des routines, et non dans leur exécution.</p>
<p class="isSelectedEnd">Il ne s’agit donc pas des vieux tours mathématiques prévisibles que tout le monde connaît, mais de véritables pièces de spectacle donnant l’impression d’assister à de la magie authentique.</p>
<p class="isSelectedEnd">Simples, trompeurs et agréables à présenter, ces effets pourront facilement rejoindre votre répertoire pendant de nombreuses années.</p>
<h2>Les six routines expliquées</h2>
<h3>Game, Set, Match!</h3>
<p class="isSelectedEnd">Le spectateur forme librement plusieurs paires de cartes. De façon inexplicable, leur valeur totale correspond exactement au montant d’une petite somme d’argent posée sur la table depuis le début.</p>
<p class="isSelectedEnd">Une rencontre improbable entre un effet de coïncidence et une prédiction numérique particulièrement déroutante.</p>
<h3>Blindsided Plus</h3>
<p class="isSelectedEnd">Que se passerait-il si vous pouviez réellement prédire l’avenir, sans toutefois comprendre immédiatement la signification de votre propre prédiction ?</p>
<p class="isSelectedEnd">Cette routine automatique, ou presque, utilise un jeu parfaitement ordinaire. Sa conclusion inattendue prendra tout le monde par surprise.</p>
<p class="isSelectedEnd">Même les spectateurs connaissant le principe général utilisé auront beaucoup de mal à découvrir la véritable méthode.</p>
<h3>Counter Intuitive</h3>
<p class="isSelectedEnd">Une carte librement choisie est retrouvée dans des conditions qui semblent absolument impossibles et parfaitement équitables.</p>
<p class="isSelectedEnd">La méthode est aussi ingénieuse qu’amusante à utiliser et pourrait rapidement devenir l’un de vos nouveaux principes favoris.</p>
<h3>Psychic Encounter</h3>
<p class="isSelectedEnd">Une autre découverte de carte particulièrement directe et limpide, produisant un effet proche de <strong>Counter Intuitive</strong>, mais reposant sur une méthode totalement différente.</p>
<h3>Cosmic Conspiracy</h3>
<p class="isSelectedEnd">Dans des conditions impossibles, la carte prédite par le magicien apparaît à un nombre librement choisi par le spectateur.</p>
<p class="isSelectedEnd">Puis l’effet va encore plus loin : une carte simplement pensée par le participant apparaît exactement au nombre annoncé à l’avance par le magicien.</p>
<p class="isSelectedEnd">Une double impossibilité qui donne l’impression d’une véritable conspiration cosmique.</p>
<h3>The Sum of All Fours</h3>
<p class="isSelectedEnd">Une excellente manière de présenter un carré magique en <span class='tooltipsall tooltipsincontent classtoolTips10'>Close-up</span>.</p>
<p class="isSelectedEnd">La routine est automatique, impressionnante et sans pression pour l’artiste. Elle permet de faire découvrir au public les propriétés fascinantes du carré magique tout en produisant un véritable moment de magie.</p>
<h2>Points forts</h2>
<ul data-spread="false">
<li>Six routines complètes de John Bannon</li>
<li>Des tours qui semblent magiques même pour leur exécutant</li>
<li>Des principes mathématiques ingénieux sans calcul complexe</li>
<li>Des effets automatiques ou très faciles à réaliser</li>
<li>Des méthodes trompeuses et difficiles à reconstruire</li>
<li>Des dénouements inattendus qui prennent le public au dépourvu</li>
<li>Des routines adaptées au <span class='tooltipsall tooltipsincontent classtoolTips10'>Close-up</span></li>
<li>Utilisation possible d’un jeu de cartes ordinaire</li>
</ul>
<h2>Ils en parlent</h2>
<p class="isSelectedEnd">« Habituellement, apprendre un tour signifie comprendre comment il fonctionne. Avec ce livre, John Bannon pourrait bien vous faire exécuter des tours sans même que vous sachiez comment ils fonctionnent. »</p>
<p class="isSelectedEnd">— David Regal</p>
<p class="isSelectedEnd">« Cela prouve ce que je dis depuis des années : Bannon compte vraiment. »</p>
<p class="isSelectedEnd">— Raj Madhok</p>
<p class="isSelectedEnd">« Outnumbered est le tout nouveau livre de John Bannon, et je le recommande vivement. Tous les effets utilisent des principes vraiment intéressants qui vous donneront l’impression de faire de la véritable magie, avec des phénomènes que vous ne comprendrez tout simplement pas. Ces effets sont de véritables jouets magiques qui raviront à la fois vous et vos spectateurs. »</p>
<p class="isSelectedEnd">— Tim Trono</p>
<h2>En résumé</h2>
<p class="isSelectedEnd"><strong>Outnumbered</strong> est bien plus qu’une simple collection de tours utilisant des nombres.</p>
<p class="isSelectedEnd">John Bannon y présente six véritables jouets magiques, aussi agréables à apprendre qu’à exécuter. Vous connaîtrez le processus, mais le résultat continuera de vous étonner à chaque présentation.</p>
<p>Une collection idéale pour les magiciens à la recherche de routines faciles à réaliser, profondément trompeuses et capables de produire un véritable sentiment d’émerveillement.</p>
<script type="text/javascript"> toolTips('.classtoolTips10','Magie de proximité, à quelques centimètres des spectateurs. Se pratique de table en table ou en situation de cocktail'); </script>]]></content:encoded>
					
		
		
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		<title>Espiègleries- Pit Hartling</title>
		<link>https://abracadabreizh.com/tours-de-magie/espiegleries-pit-hartling/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 30 May 2026 07:24:06 +0000</pubDate>
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					<description><![CDATA[La magie de <strong>Pit Hartling</strong> est excellemment construite et produit des effets mémorables sur les spectateurs.]]></description>
										<content:encoded><![CDATA[<p><strong>Espiègleries vous présente cinq des meilleurs effets cartomagiques de l’auteur.</strong></p>
<p>Chacun est détaillé avec précision, aussi bien dans sa partie technique que dans son approche psychologique et sa présentation auprès du public.</p>
<p>Certains de ces effets ont bluffé à plusieurs reprises les meilleurs experts dans le domaine. Étudier les structures de ces routines vous fera gagner plusieurs années sur la compréhension de ce qu’est la bonne magie.</p>
<p><em>Ne passez pas à côté !</em></p>
<p><em><strong>Livre en français (traduction de The little Green Lecture), 68 pages.</strong></em></p>
]]></content:encoded>
					
		
		
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		<item>
		<title>J&#8217;apprends la magie des cartes Vol 4- Techniques Avancées</title>
		<link>https://abracadabreizh.com/tours-de-magie/japprends-la-magie-des-cartes-vol-4-techniques-avancees/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 16 May 2026 16:41:28 +0000</pubDate>
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					<description><![CDATA[Dans le volume 4 de cette série, dédiée à l’apprentissage de la magie des cartes, vous apprendrez de nouvelles techniques avancées et des tours que vous réaliserez avec un jeu standard.]]></description>
										<content:encoded><![CDATA[<p>Ce cours de cartomagie a été élaboré et écrit par un cartomane français de renom : Yves Carbonnier.</p>
<p><strong><span class="a-text-bold">&#8211; 14 tours, 22 </span><span class="a-text-bold">nouvelles </span><span class="a-text-bold">techniques, 2 réflexions théoriques.</span><br />
<span class="a-text-bold">&#8211; Format A5, couverture souple</span><br />
<span class="a-text-bold">&#8211; 260 pages, 358 photos en couleurs</span><br />
</strong></p>
<p><strong><span class="a-text-bold">&#8211; Photos : Philippe Thallouedec<br />
&#8211; Écrit par Yves Carbonnier<br />
&#8211; Mise en page : Damien Vappereau</span></strong></p>
<p><strong><span class="a-text-bold">AU PROGRAMME :</span></strong></p>
<p>Avant propos</p>
<p>1 &#8211; Théorie : les effets<br />
2 &#8211; Deux autres façons de faire prendre une carte (technique)<br />
3 &#8211; Contrôle à l&rsquo;enfoncement (technique)<br />
4 &#8211; Contrôle Mahatam (technique)<br />
5 &#8211; Séparation move de Dai Vernon (technique)<br />
6 &#8211; Comptage otpique ou « flushtration count » (technique)<br />
7 &#8211; Whimsy aces de Franck Garcia (tour)<br />
8 &#8211; Comptage Hamman de Brother John Hamman (technique)<br />
9 &#8211; Variante sur « Oil &amp; Queens » (tour)<br />
10 &#8211; Slip-cut (technique)<br />
11 &#8211; Quoi de nouveau ? (tour)<br />
12 &#8211; Retournement double du milieu du jeu (technique)<br />
13 &#8211; Deux cartes retrouvées d&rsquo;après Paul Rossini (tour)<br />
14 &#8211; O&rsquo;Henry de Franck Garcia (tour)<br />
15 &#8211; La carte à l’œil (technique)<br />
16 &#8211; Le spectateur fait tout, ou presque (tour)<br />
17 &#8211; Le bonneteau mexicain (technique)<br />
18 &#8211; La force de la pensée (tour)<br />
19 &#8211; théorie : La conception de l&rsquo;atmosphère magique<br />
20 &#8211; La cascade (technique)<br />
21 &#8211; Le jeu qui change de couleur (tour)<br />
22 &#8211; Fausses coupes sur table (technique)<br />
&#8211; Première fausse coupe sur table<br />
&#8211; Seconde fausse coupe sur table<br />
23 &#8211; Faux mélange en main (technique)<br />
24 &#8211; Le mélange Charlier (technique)<br />
25 &#8211; Cut the kings de Franck Garcia (tour)<br />
26 &#8211; Matching the card de Dai Vernon (tour)<br />
27 &#8211; The depth illuson ou Tilt break de Dai Vernon (technique)<br />
28 &#8211; FT cut de Franck Thompson (technique)<br />
29 &#8211; Chaos cut de Pit Hartling (technique)<br />
30 &#8211; Les valets endiablés ou un collector de plus (tour)<br />
31 &#8211; Merlin tip-over change de Jack Merlin (technique)<br />
32 &#8211; El culebreo ou l&rsquo;étalement d&rsquo;ascanio (technique)<br />
33 &#8211; Empalmage du dessus<br />
&#8211; Top palm de Dai Vernon (technique)<br />
34 &#8211; Remise d&rsquo;une carte empalmée sur le jeu de Dai Vernon (technique)<br />
35 &#8211; Repulsive aces en ascanio et double finder simple d&rsquo;après Alex Elmsley (tour)<br />
36 &#8211; La carte devinée et mise en pohe (tour)<br />
37 &#8211; <span class='tooltipsall tooltipsincontent classtoolTips3'>Misdirection</span> de Edward Marlo (technique)<br />
38 &#8211; Repeat card to pocket de Edward Marlo (tour)</p>
<p>Posteface</p>
<script type="text/javascript"> toolTips('.classtoolTips3','<p data-start="626" data-end="725">Technique qui détourne l’attention du spectateur pour cacher une action secrète.</p><br/><p data-start="727" data-end="810"></p>'); </script>]]></content:encoded>
					
		
		
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		<item>
		<title>CINQ -Dani DaOrtiz &#8211; Édition limitée numérotée</title>
		<link>https://abracadabreizh.com/tours-de-magie/cinq-dani-daortiz-edition-limitee-numerotee/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 07 May 2026 07:20:14 +0000</pubDate>
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					<description><![CDATA[<h3 data-section-id="1l8z34t" data-start="73" data-end="100">Un livre déjà collector</h3>
<p data-start="102" data-end="370">L’édition originale de <em data-start="125" data-end="131">FIVE</em> de <span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Dani DaOrtiz</span></span> est aujourd’hui totalement épuisée. Devenue une véritable pièce de collection recherchée par les magiciens du monde entier, elle se revend régulièrement à plus de 300 € sur le marché de l’occasion.</p>
<p data-start="372" data-end="518">Vous avez aujourd’hui l’opportunité rare de découvrir enfin cet ouvrage en français. Une édition limitée et numérotée à seulement 300 exemplaires.</p>
<p data-start="520" data-end="580"><strong>Une fois le stock épuisé, le livre ne sera jamais réimprimé.</strong></p>]]></description>
										<content:encoded><![CDATA[<h1 data-section-id="ao56pq" data-start="587" data-end="630">CINQ n’est pas un simple recueil de tours</h1>
<p data-start="632" data-end="716">C’est une immersion dans la pensée magique de <span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Dani DaOrtiz</span></span>.</p>
<p data-start="718" data-end="961">Publié à l’origine à l’occasion de la <span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">FISM 2022</span></span>, cet ouvrage rassemble cinq routines professionnelles majeures issues du répertoire de Dani, ainsi qu’un texte théorique inédit sur la construction d’un effet magique.</p>
<p data-start="963" data-end="1156">Chaque routine a été éprouvée devant de vrais publics, dans des conditions réelles, puis affinée jusque dans les moindres détails afin d’obtenir un impact maximal avec une apparente simplicité.</p>
<p data-start="1158" data-end="1280">La signature DaOrtiz dans toute sa splendeur : une magie naturelle, impossible, décontractée… mais terriblement puissante.</p>
<hr data-start="1282" data-end="1285" />
<h1 data-section-id="x5x9y3" data-start="1287" data-end="1305">Contenu du livre</h1>
<h2 data-section-id="j9plct" data-start="1307" data-end="1327">I – Les Piliers</h2>
<h3 data-section-id="hgxvn4" data-start="1328" data-end="1356">Essai théorique exclusif</h3>
<p data-start="1358" data-end="1454">Un texte fondamental consacré à la créativité, à la structure et à l’analyse d’un effet magique.</p>
<p data-start="1456" data-end="1606">Bien plus qu’une théorie abstraite, ce chapitre propose une véritable réflexion sur la manière de construire une routine forte, crédible et mémorable.</p>
<p data-start="1608" data-end="1680">Une lecture qui peut profondément influencer votre approche de la magie.</p>
<hr data-start="1682" data-end="1685" />
<h2 data-section-id="mlzcxg" data-start="1687" data-end="1717">II – Any Card at Any Number</h2>
<p data-start="1719" data-end="1760">Une approche brillante du mythique ACAAN.</p>
<p data-start="1762" data-end="1936">Sans mémorisation complexe, sans calculs interminables et avec très peu de manipulations visibles, Dani construit ici une séquence progressive d’une intelligence remarquable.</p>
<p data-start="1938" data-end="1998">Le résultat paraît totalement impossible aux yeux du public.</p>
<hr data-start="2000" data-end="2003" />
<h2 data-section-id="d4oqvb" data-start="2005" data-end="2024">III – NY Triumph</h2>
<p data-start="2026" data-end="2096">Une version moderne et particulièrement élégante du classique Triumph.</p>
<p data-start="2098" data-end="2262">Le mélange face en l’air / face en bas se combine ici avec une démonstration de coupe sur les As, dans une construction extrêmement précise et parfaitement rythmée.</p>
<p data-start="2264" data-end="2317">Un tour technique, fluide et redoutablement efficace.</p>
<hr data-start="2319" data-end="2322" />
<h2 data-section-id="1k6psov" data-start="2324" data-end="2350">IV – The Lucky Magician</h2>
<p data-start="2352" data-end="2414">Probablement l’une des routines les plus déroutantes du livre.</p>
<p data-start="2416" data-end="2565">Le spectateur a l’impression que tout échappe complètement au contrôle du magicien… alors que chaque étape conduit secrètement à un final impossible.</p>
<p data-start="2567" data-end="2678">Une routine quasi auto-fonctionnelle, drôle, chaotique en apparence et extrêmement forte en conditions réelles.</p>
<hr data-start="2680" data-end="2683" />
<h2 data-section-id="1d63lud" data-start="2685" data-end="2708">V – Double One-Ahead</h2>
<p data-start="2710" data-end="2788">Une réinterprétation particulièrement subtile du principe du “temps d’avance”.</p>
<p data-start="2790" data-end="2909">Dani pousse ici la construction psychologique très loin afin de créer une impossibilité totale dans l’esprit du public.</p>
<p data-start="2911" data-end="2967">Simple dans ses moyens, mais redoutable dans son impact.</p>
<hr data-start="2969" data-end="2972" />
<h1 data-section-id="1b7lfgl" data-start="2974" data-end="2996">Bonus vidéo exclusif</h1>
<p data-start="2998" data-end="3209">Le livre est accompagné d’une vidéo exclusive de 36 minutes en français dans laquelle <span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Dani DaOrtiz</span></span> présente les cinq routines du livre ainsi qu’un effet supplémentaire totalement inédit.</p>
<p data-start="3211" data-end="3324">Un excellent complément pour comprendre le rythme, la gestion du public et l’état d’esprit propres à son travail.</p>
<hr data-start="3326" data-end="3329" />
<h1 data-section-id="myslhq" data-start="3331" data-end="3349">Caractéristiques</h1>
<ul data-start="3351" data-end="3564">
<li data-section-id="fggwm8" data-start="3351" data-end="3372">Livre en français</li>
<li data-section-id="fegdut" data-start="3373" data-end="3404">Traduction : Richard Cauche</li>
<li data-section-id="ch154k" data-start="3405" data-end="3455">Édition limitée et numérotée à 300 exemplaires</li>
<li data-section-id="13ajp5z" data-start="3456" data-end="3479">Format : 16 x 16 cm</li>
<li data-section-id="iso6od" data-start="3480" data-end="3492">72 pages</li>
<li data-section-id="bif3xf" data-start="3493" data-end="3533">Couverture rigide tissu avec dorures</li>
<li data-section-id="1amon1x" data-start="3534" data-end="3564">Vidéo bonus incluse (36 min)</li>
</ul>
<hr data-start="3566" data-end="3569" />
<h1 data-section-id="yxjat6" data-start="3571" data-end="3603">Pourquoi vous allez aimer CINQ</h1>
<ul data-start="3605" data-end="3934">
<li data-section-id="uiwfku" data-start="3605" data-end="3680">Des routines professionnelles issues du vrai répertoire de Dani DaOrtiz</li>
<li data-section-id="23j1hs" data-start="3681" data-end="3723">Une magie naturelle et ultra trompeuse</li>
<li data-section-id="14fy5g0" data-start="3724" data-end="3786">Des principes intelligents sans lourdeur technique inutile</li>
<li data-section-id="1iupkg1" data-start="3787" data-end="3839">Un excellent équilibre entre théorie et pratique</li>
<li data-section-id="1kuzrig" data-start="3840" data-end="3897">Un ouvrage devenu collector dans sa version originale</li>
<li data-section-id="1vkq45k" data-start="3898" data-end="3934">Une édition française très limitée</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Cullmination &#8211; Jérémy Sulzer &#038; Robin Pandikian</title>
		<link>https://abracadabreizh.com/tours-de-magie/cullmination-jeremy-sulzer-robin-pandikian/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 28 Apr 2026 12:26:12 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=138645</guid>

					<description><![CDATA[Le <span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span>, une technique de cartomagie aux pouvoirs incroyables<script type="text/javascript"> toolTips('.classtoolTips14','Le <strong data-start="3" data-end="11"><span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span></strong> en cartomagie est une technique discrète permettant de rassembler secrètement une ou plusieurs cartes choisies à une position précise dans le jeu pendant le mélange ou l’étalement.'); </script>]]></description>
										<content:encoded><![CDATA[<p>Après des années de recherche et des centaines de prestations, <strong>Jérémy Sulzer &amp; Robin Pandikian </strong>lèvent enfin le voile sur les routines qu’ils utilisent en conditions professionnelles.</p>
<p>L&rsquo;arme de prédilection de Robin : <strong>le <span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span></strong>, un mouvement en apparence simple… Mais aux possibilités quasi-infinies !</p>
<p>L’approche de Robin : <strong>minimaliste</strong>, aucune préparation complexe n’est requise, la plupart des effets démarrent avec un jeu mélangé.</p>
<p>Chaque routine a été testée et affinée au fil du temps, pour vous offrir un arsenal tout-terrain qui donnera <strong>un nouveau souffle à votre magie.</strong></p>
<ul>
<li>Des détails techniques qui rendront votre <span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span> fluide et invisible.</li>
<li><strong>5 routines</strong> qui utilisent le <span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span> pour accomplir des miracles : séparation totale du jeu par couleur puis par famille, routine de triche, etc.</li>
<li><strong>5 routines</strong> commerciales et 100 % pratiques qui intégreront directement votre répertoire, dont une fusion de signatures sans <span class='tooltipsall tooltipsincontent classtoolTips11'>Gimmick</span> qui éblouira vos spectateurs.</li>
<li><strong>2 routines bonus</strong> de mentalisme</li>
</ul>
<h4><strong>Sommaire :</strong></h4>
<ol>
<li><strong>Cullture Générale</strong> &#8211; tous les détails et conseils pour enfin culler n’importe où, n’importe<br />
quand !</li>
<li><strong>Pattern</strong> &#8211; Après un mélange par deux spectateurs, le jeu entier se trie par familles</li>
<li><strong>Mimétisme</strong> – Les actions d’un spectateur sur un petit paquet de cartes se répercutent sur le jeu entier, d’abord en séparant les cartes rouges des noires puis en triant le paquet par famille.</li>
<li><strong>Mimétisme 2</strong> – Le spectateur parvient à séparer à l’aveugle les cartes rouges des cartes noires dans une moitié du jeu. Puis il arrive à les séparer par famille ! Sans qu’on y touche, l’autre moitié du jeu mélangé est également triée par famille.</li>
<li><strong>Watamu</strong> – Après avoir produit le carré correspondant à une carte choisie, les cartes<br />
disparaissent du jeu famille par famille pour se retrouver dans des endroits inattendus.</li>
<li><strong>The <span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span> Gambler</strong> – Une démonstration de triche complète qui se termine par un grand final impossible, depuis un jeu mélangé !</li>
<li><strong>Baby Clever</strong> – Une séquence rapide où tout le jeu disparaît dans l’étui de cartes. L’essayer, c’est l’adopter comme opener !</li>
<li><strong>Le Général Long</strong> – Un carré d’as se transforme en carré de valets, qui se transforment chacun en une carte choisie&#8230;avant de devenir un carré nommé par un spectateur.</li>
<li><strong>La Petite Sœur</strong> – La routine worker ultime, qui se termine par une fusion de signatures.</li>
<li><strong>La Pandivalse</strong> – Une version repensée du classique Anniversary Waltz, pratique et sans préparation.</li>
<li><strong>La Carte Mystère</strong> – Une carte de prédiction posée sur la table depuis le début du tour se révèle être la carte choisie et signée par le spectateur… alors qu’elle a un dos différent du jeu.</li>
<li><strong>Name and Place 2.0</strong> – Avec seulement 2 petits papiers, révélez un pays et un prénom pensés par les spectateurs.</li>
<li><strong>Les Trois Célébrités</strong> – Révélez progressivement des informations sur trois célébrités pensées par les spectateurs, et devinez qui a pensé à quelle célébrité.</li>
</ol>
<script type="text/javascript"> toolTips('.classtoolTips11','Accessoire truqué conçu pour faciliter un effet magique sans manipulation complexe.'); </script><script type="text/javascript"> toolTips('.classtoolTips14','Le <strong data-start="3" data-end="11"><span class='tooltipsall tooltipsincontent classtoolTips14'>Cull</span></strong> en cartomagie est une technique discrète permettant de rassembler secrètement une ou plusieurs cartes choisies à une position précise dans le jeu pendant le mélange ou l’étalement.'); </script>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Tours Semi-Automatiques &#8211; Vol 2 &#8211; Dani DaOrtiz</title>
		<link>https://abracadabreizh.com/tours-de-magie/tours-semi-automatiques-vol-2-dani-daortiz/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 01 Apr 2026 08:00:01 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=137041</guid>

					<description><![CDATA[Après les succès mérités de Liberté d’expression et semi automatiques Vol.1, retrouvez Dani DaOrtiz dans ce second volume de la nouvelle collection des Tours semi-automatiques]]></description>
										<content:encoded><![CDATA[<p data-start="262" data-end="445">Après le succès de <em data-start="281" data-end="303">Liberté d’expression</em> et du <strong data-start="310" data-end="347">Vol.1 des Tours semi-automatiques</strong>, <span class="hover:entity-accent entity-underline inline cursor-pointer align-baseline"><span class="whitespace-normal">Dani DaOrtiz</span></span> revient avec un <strong data-start="403" data-end="444">nouveau volume encore plus redoutable</strong>.</p>
<p data-start="447" data-end="650">Ici, pas de technique complexe ni de manipulations exigeantes :<br data-start="510" data-end="513" /><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong data-start="516" data-end="550">des routines semi-automatiques</strong>, où la méthode repose davantage sur la structure, le timing et la psychologie que sur la dextérité.</p>
<p data-start="652" data-end="830"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <strong data-start="739" data-end="770">sans technique (ou presque)</strong>, pour un impact maximal avec un minimum d’effort technique.</p>
<hr data-start="832" data-end="835" />
<h3 data-section-id="1phot6u" data-start="837" data-end="862"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f525.png" alt="🔥" class="wp-smiley" style="height: 1em; max-height: 1em;" /> L’approche DaOrtiz</h3>
<p data-start="864" data-end="922">Dans ce volume, Dani pousse encore plus loin son concept :</p>
<ul data-start="924" data-end="1154">
<li data-section-id="1etzggb" data-start="924" data-end="1004">faire passer des méthodes simples pour des <strong data-start="969" data-end="1004">miracles impossibles à remonter</strong></li>
<li data-section-id="cd6jxg" data-start="1005" data-end="1086">utiliser la <strong data-start="1019" data-end="1062">psychologie et la gestion du spectateur</strong> comme véritables outils</li>
<li data-section-id="qpfwml" data-start="1087" data-end="1154">créer des effets qui semblent <strong data-start="1119" data-end="1154">improvisés et totalement libres</strong></li>
</ul>
<hr data-start="1156" data-end="1159" />
<h3 data-section-id="bm4mc9" data-start="1161" data-end="1207"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e0.png" alt="🧠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Ce que vous allez réellement travailler</h3>
<ul data-start="1209" data-end="1452">
<li data-section-id="1ppozsl" data-start="1209" data-end="1254">Le <strong data-start="1214" data-end="1254">contrôle invisible de cartes pensées</strong></li>
<li data-section-id="1sez6kc" data-start="1255" data-end="1313">Les <strong data-start="1261" data-end="1286">structures trompeuses</strong> (et non les manipulations)</li>
<li data-section-id="ri9fqo" data-start="1314" data-end="1355">L’<strong data-start="1318" data-end="1355">estimation et la gestion du chaos</strong></li>
<li data-section-id="djx904" data-start="1356" data-end="1395">Le <strong data-start="1361" data-end="1395">rythme, le regard et le timing</strong></li>
<li data-section-id="dxt1dv" data-start="1396" data-end="1452">Des systèmes simples mais <strong data-start="1424" data-end="1452">diaboliquement efficaces</strong></li>
</ul>
<hr data-start="1454" data-end="1457" />
<h3 data-section-id="1n69rdv" data-start="1459" data-end="1498"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9e9.png" alt="🧩" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Des effets forts et exploitables</h3>
<ul data-start="1500" data-end="1854">
<li data-section-id="1j9at61" data-start="1500" data-end="1570"><strong data-start="1502" data-end="1535">ACAAN direct (Vernon–DaOrtiz)</strong> – une version pure et redoutable</li>
<li data-section-id="xyke2o" data-start="1571" data-end="1621"><strong data-start="1573" data-end="1593">Le jeu poignardé</strong> – spectaculaire et direct</li>
<li data-section-id="18cptbx" data-start="1622" data-end="1678"><strong data-start="1624" data-end="1640">Choix mental</strong> – identification d’une carte pensée</li>
<li data-section-id="1vy9r97" data-start="1679" data-end="1746"><strong data-start="1681" data-end="1705">Treize à la douzaine</strong> – contrôle de plusieurs cartes pensées</li>
<li data-section-id="3l8kr7" data-start="1747" data-end="1797"><strong data-start="1749" data-end="1773">Drôle de coïncidence</strong> – avec jeux empruntés</li>
<li data-section-id="vlrnvt" data-start="1798" data-end="1854"><strong data-start="1800" data-end="1819">La carte lancée</strong> – classique revisité ultra clean</li>
</ul>
<p data-start="1856" data-end="1920"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Des effets pensés pour <strong data-start="1882" data-end="1919">fonctionner en conditions réelles</strong>.</p>
<hr data-start="1922" data-end="1925" />
<h3 data-section-id="oeg88n" data-start="1927" data-end="1964"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Pourquoi ce livre est puissant</h3>
<p data-start="1966" data-end="1980">Ces routines :</p>
<ul data-start="1982" data-end="2135">
<li data-section-id="gxdvbz" data-start="1982" data-end="2031">ne ressemblent pas à des tours “automatiques”</li>
<li data-section-id="1bkn3iz" data-start="2032" data-end="2085">ne donnent <strong data-start="2045" data-end="2083">aucune piste logique au spectateur</strong></li>
<li data-section-id="46rmay" data-start="2086" data-end="2135">reposent sur une <strong data-start="2105" data-end="2135">illusion de liberté totale</strong></li>
</ul>
<p data-start="2137" data-end="2190"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f449.png" alt="👉" class="wp-smiley" style="height: 1em; max-height: 1em;" /> C’est de la magie <strong data-start="2158" data-end="2174">intelligente</strong>, pas mécanique.</p>
<hr data-start="2192" data-end="2195" />
<h3 data-section-id="1sbvs7p" data-start="2197" data-end="2214"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f464.png" alt="👤" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Pour qui ?</h3>
<ul data-start="2216" data-end="2350">
<li data-section-id="1puoax0" data-start="2216" data-end="2263">Débutants → accès rapide à des effets forts</li>
<li data-section-id="1eui47a" data-start="2264" data-end="2314">Confirmés → nouvelles structures et subtilités</li>
<li data-section-id="eqwm2t" data-start="2315" data-end="2350">Fans de DaOrtiz → indispensable</li>
</ul>
<hr data-start="2352" data-end="2355" />
<h3 data-section-id="1m7shyj" data-start="2357" data-end="2380"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Caractéristiques</h3>
<ul data-start="2382" data-end="2512">
<li data-section-id="i1se92" data-start="2382" data-end="2405">Format : 16 x 24 cm</li>
<li data-section-id="vrple2" data-start="2406" data-end="2427">140 pages couleur</li>
<li data-section-id="m259ki" data-start="2428" data-end="2449">Couverture rigide</li>
<li data-section-id="w0w19e" data-start="2450" data-end="2468">Reliure cousue</li>
<li data-section-id="1g3lgzp" data-start="2469" data-end="2512">3ème opus de la collection Dani DaOrtiz</li>
</ul>
<p><span style="font-size: 14pt;"><strong>Le sommaire par Dani DaOrtiz !</strong></span><br />
Treize à la douzaine : Voici un de mes tours favoris. Un effet avec des rebondissements multiples, reposant sur une méthode très trompeuse pour donner à « penser » des cartes à trois spectateurs différents… et garder sous contrôle et de façon totalement insoupçonnable ces trois cartes « pensées ».</p>
<p>Midi pile : Je m’amuse beaucoup en présentant cet effet. Il s’agit d’une nouvelle version du classique « tour qu’on ne peut expliquer » de Dai Vernon. En l’occurrence, le fil conducteur est de pouvoir faire choisir une carte, de la perdre dans le jeu à un endroit précis et de la retrouver de manière magique, nette et sûre. Comme cela arrive avec ce genre d’effets, en le présentant de nombreuses fois, on a tendance à perdre en spontanéité et improvisation ce que l’on gagne en nouvelles idées. Celle que je vais vous expliquer sert de dénouement.</p>
<p>Choix mental : Voici une méthode que j’utilise parfois pour trouver l’identité d’une carte pensée par un spectateur. Et plus fort encore, lorsqu’un spectateur pense à la famille et un autre à la valeur. Et pourtant, nous avons le moyen de la trouver et de l’identifier. Comment ? tout est expliqué dans le livre.</p>
<p>Le jeu poignardé : À la différence de la version classique de la carte au couteau, c’est ici le jeu qui se retrouve littéralement transpercé par le couteau, coupant ainsi exactement à l’endroit où se trouve la carte choisie. Imaginez par exemple que vous êtes en train de présenter une routine d’apparition des as et que le dernier d’entre eux résiste à vos recherches. Vous saisissez alors le couteau qui se trouvait « par hasard » sur la table et vous le fichez dans le dos du jeu, en coupant exactement sur le quatrième as. Je vais vous expliquer la version simple, où vous retrouvez d’un coup de couteau une carte choisie et signée puis perdue dans le jeu.</p>
<p>Drôle de coïncidence : Cet effet me semble à la fois très magique et amusant. Il nécessite deux jeux de cartes, qui peuvent être mélangés avant de commencer, et même empruntés. Un spectateur prend ou « pense » à une carte puis il est invité à tourner la tête, afin de ne pas voir ce qui va se passer sur la table.</p>
<p>Coïncidence Page : Voici un effet que je n’ai cessé de présenter depuis que je l’ai créé, il y a de nombreuses années, dans une tentative de réinterpréter un des effets classiques de Patrick Page. J’ai eu la chance d’en discuter avec lui, il y a longtemps, lors du prestigieux congrès FFFF.</p>
<p>Au toucher : Je vais vous présenter mes recherches sur le thème de l’estimation, avec une idée qui m’est venue il y a un certain temps déjà et grâce à laquelle le spectateur lui-même effectue le « sale boulot » de contrôler sa carte choisie. Ce faisant, je vais vous parler d’un système très facile de mémorisation de cartes qui pourra vous tirer d’embarras dans beaucoup de situations.</p>
<p>Choisir et pensée : Voici un de mes effets préférés. Ceux qui me connaissent savent que j’ai toujours consacré beaucoup de temps à jouer avec le concept de carte pensée. Ce que je vais vous expliquer maintenant est une idée que nous avons eue avec mon bon ami Jorge Luengo, alors que nous cherchions une manière claire et directe pour parvenir à connaître l’identité d’une carte uniquement pensée.</p>
<p>Métamorphose élastique : Je présente cet effet depuis de nombreuses années. À vrai dire, je crois que c’est l’un des premiers effets que j’ai publié dans la première édition de mon livre Mi Baraja personal, avant de le transformer complètement en vue d’une nouvelle publication. Je le reprends ici dans sa nouvelle mouture, plus simple et facile à réaliser.</p>
<p>ACAAN direct (Vernon-DaOrtiz) : J’ai toujours été surpris que cet effet, dans sa version originale, soit passé inaperçu de la communauté magique et même que son propre auteur, Dai Vernon, n’y consacre que quelques lignes dans le troisième volume des Vernon Chronicles. Depuis que j’ai découvert l’effet original, c’est l’une des versions que je n’ai cessé de présenter devant des publics de magiciens. Grâce à sa pureté, ce tour rencontre toujours beaucoup de succès. Comme je l’ai beaucoup pratiqué pendant des années, ce que je vais vous décrire ici est une adaptation personnelle (sinon, il n’aurait pas sa place dans ce livre) d’un point de vue technique, qui m’a permis de le rendre, du moins entre mes mains, plus naturel et plus simple.</p>
<p>Sur le vif : Voici un effet <span class='tooltipsall tooltipsincontent classtoolTips7'>Impromptu</span> sur une coincidence d’heure dont je suis particulièrement fier et que je prends beaucoup de plaisir à présenter. Il faut dire qu’un filage de cartes, réalisé lors d’un temps faible, ne m’a jamais procuré d’aussi bons résultats.</p>
<p>La carte lancée : Un effet simple et classique. Une carte est choisie puis perdue dans le jeu. Le magicien prend ensuite une carte quelconque, qu’il lance face en l’air à n’importe quel endroit du jeu. Lorsque le jeu est étalé en ruban, il s’avère que la carte lancée se trouve juste au-dessus de la carte choisie, comme si elle l’avait retrouvée de manière inexplicable.</p>
<p>À propos de Lorayne : Voici un de ces effets que je donne toujours comme exemple quand je veux parler d’estimation. Pendant plusieurs années, j’ai présenté telle quelle la version originale de cet effet, que j’avais lue dans Magia con Cartas [édition espagnole de Close-Up Card Magic] d’Harry Lorayne, livre que m’avait offert mon ami Gabriel Pareras, il y a maintenant plusieurs décennies…</p>
<p>Salto avant : Voici un effet classique de temps d’avance qui utilise un <span class='tooltipsall tooltipsincontent classtoolTips8'>Forçage</span> lui-même très classique. Vous avez besoin de deux jeux avec des dos de couleur différente, que vous pouvez apporter vous-même ou, si vous vous produisez devant des collègues magiciens, vous pouvez en emprunter un des deux.</p>
<p>Ces Tours semi-automatiques ne ressemblent ni à des tours mathématiques, ni à des casse-têtes. Ils laisseront vos spectateurs ébahis et curieux d’avoir une explication !</p>
<p>Leur présentation, incluant le rythme, le regard et l’usage des mots, fait partie intégrante de la technique.</p>
<p>&nbsp;</p>
<script type="text/javascript"> toolTips('.classtoolTips7','<p data-start="812" data-end="886">Tour réalisable à tout moment, sans préparation préalable.</p><br/><p data-start="888" data-end="966"></p>'); </script><script type="text/javascript"> toolTips('.classtoolTips8','<p data-start="509" data-end="624">Technique qui permet d’imposer un choix au spectateur tout en lui laissant l’impression d’être libre.</p><br/><p data-start="626" data-end="725"></p>'); </script><script type="text/javascript"> toolTips('.classtoolTips10','Magie de proximité, à quelques centimètres des spectateurs. Se pratique de table en table ou en situation de cocktail'); </script>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Manipulation de cartes géantes &#8211; Cyril Harvey</title>
		<link>https://abracadabreizh.com/tours-de-magie/manipulation-de-cartes-geantes-cyril-harvey/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 22 Jan 2026 14:52:06 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=132528</guid>

					<description><![CDATA[Ce livre de Cyril Harvey vous guide dans l'art des manipulations de cartes sophistiquées telles que la cascade, l'accordéon, les étalements de cartes sur le bras et les rattrapages en l'air.]]></description>
										<content:encoded><![CDATA[<p>Ce livre de Cyril Harvey vous guide dans l&rsquo;art des manipulations de cartes sophistiquées telles que la cascade, l&rsquo;accordéon, les étalements de cartes sur le bras et les rattrapages en l&rsquo;air.</p>
<p>Vous y découvrirez également une multitude de tours de magie spectaculaires : séries de productions et disparitions d&rsquo;éventails, éventails géants, changements de couleurs, apparitions et disparitions successives de cartes géantes, lévitations (cartes montantes), et cartes boomerang.</p>
<h3>SOMMAIRE :</h3>
<ul>
<li>Préparation des cartes</li>
<li>Traitement des cartes</li>
<li>Chargeurs de cartes</li>
<li>Eventail à une main (2 méthodes)</li>
<li>Eventail à deux mains</li>
<li>Dédoublement d’un éventail</li>
<li>Superposition de deux éventails</li>
<li>Eventails multicolores</li>
<li>Eventail en &lsquo;S&rsquo;</li>
<li>Eventail géant</li>
<li>Eventail circulaire</li>
<li>Accordéon</li>
<li>Elastique</li>
<li>Cascade</li>
<li>Cartes rattrapées en l&rsquo;air</li>
<li>Rattrapages de paquets de cartes</li>
<li>Cartes boomerang et cartes tournoyantes</li>
<li>Cartes montantes</li>
<li>Changements de couleurs à l’éventail</li>
<li>Productions et disparitions de cartes géantes</li>
<li>Tenue des cartes au bras</li>
<li>Techniques de base</li>
<li>Production et disparition d’un éventail</li>
<li>Production successive de deux éventails</li>
<li>Production successive de trois éventails</li>
<li>Vol à l’éventail</li>
<li>Production d’éventails en série</li>
<li>Transfert de cartes</li>
<li>Production de cartes une à une tenues au bras</li>
<li>Production de cartes (Méthode Cyril Harvey)</li>
<li>Disparition et production de cartes géantes par endossage</li>
</ul>
<p>Format : 21*20 cm, 85 pages.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>My Very Best- The Very Best Of Richard Vollmer</title>
		<link>https://abracadabreizh.com/tours-de-magie/my-very-best-the-very-best-of-richard-vollmer/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 29 Oct 2025 16:01:01 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=122925</guid>

					<description><![CDATA[La collection "The Very Best Of" s'agrandit avec <strong>un nouvel ouvrage en Français</strong>, et non des moindres, celui du créateur de cette même collection, l'illustre <strong>Richard Vollmer</strong>.]]></description>
										<content:encoded><![CDATA[<p><em><strong>Il s&rsquo;agit d&rsquo;un TOUT NOUVEAU Very Best Of, au contenu INÉDIT avec un tour de petit paquet inclus pour la première fois avec le livre. Une première dans la collection !</p>
<p></strong></em><img decoding="async" 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" alt="My Very Best- The Very Best Of Richard Vollmer – article de magie | Abracadabreizh" title="My Very Best- The Very Best Of Richard Vollmer 1">Richard Vollmer nous propose dans ce recueil les fruits de plus d&rsquo;un demi-siècle d&rsquo;engouement pour la magie des cartes. Fondés sur sa nette prédilection pour le dépouillement technique au profit de principes subtils et infaillibles, <strong>la grande majorité des quelque 160 tours de cartes expliqués ici ont été développés et peaufinés entre 1975</strong> et 2025. À quelques exceptions près,<strong> ils sont publiés ici pour la première fois</strong>. Impénétrables même pour des magiciens chevronnés, ils n&rsquo;utilisent pourtant qu&rsquo;un jeu de cartes ordinaires et les rudiments déjà présents dans la boîte à outils de tous les amoureux de la magie des cartes.<em><strong><img decoding="async" 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" alt="My Very Best- The Very Best Of Richard Vollmer – article de magie | Abracadabreizh" title="My Very Best- The Very Best Of Richard Vollmer 1"><img decoding="async" 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" alt="My Very Best- The Very Best Of Richard Vollmer – article de magie | Abracadabreizh" title="My Very Best- The Very Best Of Richard Vollmer 1"><img decoding="async" 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" alt="My Very Best- The Very Best Of Richard Vollmer – article de magie | Abracadabreizh" title="My Very Best- The Very Best Of Richard Vollmer 1"><img decoding="async" 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" alt="My Very Best- The Very Best Of Richard Vollmer – article de magie | Abracadabreizh" title="My Very Best- The Very Best Of Richard Vollmer 1"><br />
</strong><br />
<strong>+ de 308 pages de routines exceptionnelles vous attendent dans cet anthologie déjà collector.</strong></em><br />
<strong><br />
</strong></p>
<p><strong>Un mot au sujet de l’auteur :</strong></p>
<p>A ce jour, il a une centaine de livres à son palmarès. Au fil du temps, Richard Vollmer en a traduit la plupart de l’anglais. Une dizaine est directement de sa plume. Il connaît les meilleurs cartomanes et mentalistes de ce monde. La fine fleur de la magie mondiale tient salon dans son bureau : H. Lorraine, Paul Curry, Roberto Giobbi, J. Bannon, Tony Corinda, David Berglas, Tommy Wonder, Barrie Richardson, Martin Gardner, Joshua Jay, Th. Annemann, Dai Vernon, Ed Marlo, Darwin Ortiz, Simon Aronson, Aldo Colombini, et j’en oublie beaucoup, se bousculent sur les étagères qui tapissent les murs de son antre magique. La science de chaque nom est désormais connue grâce à ses compétences. Là souffle l’esprit de tous ceux dont il a pénétré l’esprit (et les secrets) durant les longues heures passées à en traduire les ruses et les subtilités qui les ont rendus célèbres !</p>
<p>Richard Vollmer fait son show tous les jours devant son ordinateur. La scène à lui, c’est le clavier et la souris. Au fur et à mesure qu’ils s’activent, naissent les étonnantes routines qui vous permettront de mystifier vos spectateurs</p>
<p><strong>Sommaire :</strong></p>
<div class="table-responsive">
<table class="table">
<thead>
<tr>
<th>#</th>
<th>Chapitre</th>
</tr>
</thead>
<tbody>
<tr>
<td>1</td>
<td>Les as de Bellmer</td>
</tr>
<tr>
<td>2</td>
<td>I Put a Spell on You</td>
</tr>
<tr>
<td>3</td>
<td>Eyes of the Pharaohs</td>
</tr>
<tr>
<td>4</td>
<td>Une question de crédit et de débit</td>
</tr>
<tr>
<td>5</td>
<td>G.P.S.</td>
</tr>
<tr>
<td>6</td>
<td>ACAAN</td>
</tr>
<tr>
<td>7</td>
<td>Pile et face</td>
</tr>
<tr>
<td>8</td>
<td>Partie carrée</td>
</tr>
<tr>
<td>9</td>
<td>Le hasard et la nécessité</td>
</tr>
<tr>
<td>10</td>
<td>Le hasard, la chance et la magie</td>
</tr>
<tr>
<td>11</td>
<td>Docile</td>
</tr>
<tr>
<td>12</td>
<td>Tally-Ho 69</td>
</tr>
<tr>
<td>13</td>
<td>Tally-Ho N° 9</td>
</tr>
<tr>
<td>14</td>
<td>What’s in a Name ?</td>
</tr>
<tr>
<td>15</td>
<td>Une carte et un nombre</td>
</tr>
<tr>
<td>16</td>
<td>Secret Agents</td>
</tr>
<tr>
<td>17</td>
<td>Smith Myth</td>
</tr>
<tr>
<td>18</td>
<td>Back to Basics</td>
</tr>
<tr>
<td>19</td>
<td>Stop !</td>
</tr>
<tr>
<td>20</td>
<td>Cold Reading (d’après Vernon)</td>
</tr>
<tr>
<td>21</td>
<td>Hummer’s Monte</td>
</tr>
<tr>
<td>22</td>
<td>Card of the Gods</td>
</tr>
<tr>
<td>23</td>
<td>Orphée aux enfers</td>
</tr>
<tr>
<td>24</td>
<td>À la recherche du temps perdu</td>
</tr>
<tr>
<td>25</td>
<td>Miss Lonely Heart</td>
</tr>
<tr>
<td>26</td>
<td>The Aces Ride Again !</td>
</tr>
<tr>
<td>27</td>
<td>Teenagers</td>
</tr>
<tr>
<td>28</td>
<td>Le plus et le moins</td>
</tr>
<tr>
<td>29</td>
<td>55</td>
</tr>
<tr>
<td>30</td>
<td>Follow the Oil and Water Leaders</td>
</tr>
<tr>
<td>31</td>
<td>Intuition</td>
</tr>
<tr>
<td>32</td>
<td>Un coup de dés jamais n’abolira le bazar</td>
</tr>
<tr>
<td>33</td>
<td>Tell-Tale 9</td>
</tr>
<tr>
<td>34</td>
<td>The Usual Suspects</td>
</tr>
<tr>
<td>35</td>
<td>Le nombre d’or</td>
</tr>
<tr>
<td>36</td>
<td>Aussieasydeal</td>
</tr>
<tr>
<td>37</td>
<td>Serendipity</td>
</tr>
<tr>
<td>38</td>
<td>Le cercle rouge</td>
</tr>
<tr>
<td>39</td>
<td>Le grand Albert</td>
</tr>
<tr>
<td>40</td>
<td>Tally-Ho Aces !</td>
</tr>
<tr>
<td>41</td>
<td>Easy Aces</td>
</tr>
<tr>
<td>42</td>
<td>Les puissances des ténèbres</td>
</tr>
<tr>
<td>43</td>
<td>La roue de l’infortune</td>
</tr>
<tr>
<td>44</td>
<td>Family Plot</td>
</tr>
<tr>
<td>45</td>
<td>Le facteur sonne toujours deux fois</td>
</tr>
<tr>
<td>46</td>
<td>After Vosburgh</td>
</tr>
<tr>
<td>47</td>
<td>Remember Gilbreath !</td>
</tr>
<tr>
<td>48</td>
<td>Gilbreath pour les nuls</td>
</tr>
<tr>
<td>49</td>
<td>Match Point</td>
</tr>
<tr>
<td>50</td>
<td>Sweet Seventeen</td>
</tr>
<tr>
<td>51</td>
<td>Gemini Twins</td>
</tr>
<tr>
<td>52</td>
<td>Seven</td>
</tr>
<tr>
<td>53</td>
<td>Hindu Prediction</td>
</tr>
<tr>
<td>54</td>
<td>Double entendre</td>
</tr>
<tr>
<td>55</td>
<td>La balance</td>
</tr>
<tr>
<td>56</td>
<td>Boys will be Boys !</td>
</tr>
<tr>
<td>57</td>
<td>Syracuse</td>
</tr>
<tr>
<td>58</td>
<td>Abracadabra !</td>
</tr>
<tr>
<td>59</td>
<td>Thrice Nice</td>
</tr>
<tr>
<td>60</td>
<td>Tea Four Two</td>
</tr>
<tr>
<td>61</td>
<td>Monge et tais-toi !</td>
</tr>
<tr>
<td>62</td>
<td>Double Deal</td>
</tr>
<tr>
<td>63</td>
<td>Threesome</td>
</tr>
<tr>
<td>64</td>
<td>Circus Freak</td>
</tr>
<tr>
<td>65</td>
<td>Let’s Twist Again !</td>
</tr>
<tr>
<td>66</td>
<td>Pussy Galore</td>
</tr>
<tr>
<td>67</td>
<td>L’huile et l’eau</td>
</tr>
<tr>
<td>68</td>
<td>La leçon de poker</td>
</tr>
<tr>
<td>69</td>
<td>Ramasee Tally-Ho !</td>
</tr>
<tr>
<td>70</td>
<td>Am-Bush</td>
</tr>
<tr>
<td>71</td>
<td>Un baobab haut</td>
</tr>
<tr>
<td>72</td>
<td>Of Dice and Men</td>
</tr>
<tr>
<td>73</td>
<td>Instant Sedaps</td>
</tr>
<tr>
<td>74</td>
<td>Love at Second Sight</td>
</tr>
<tr>
<td>75</td>
<td>Couples</td>
</tr>
<tr>
<td>76</td>
<td>North by North-West</td>
</tr>
<tr>
<td>77</td>
<td>Vida Pack, plus</td>
</tr>
<tr>
<td>78</td>
<td>The Sign of Four</td>
</tr>
<tr>
<td>79</td>
<td>The Time Machine</td>
</tr>
<tr>
<td>80</td>
<td>L’as des as</td>
</tr>
<tr>
<td>81</td>
<td>Et dix de der !</td>
</tr>
<tr>
<td>82</td>
<td>Eleven Plus !</td>
</tr>
<tr>
<td>83</td>
<td>Les affinités électives</td>
</tr>
<tr>
<td>84</td>
<td>Xerox</td>
</tr>
<tr>
<td>85</td>
<td>God Save the King !</td>
</tr>
<tr>
<td>86</td>
<td>Oraclew</td>
</tr>
</tbody>
</table>
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		<title>41 Tours de Cartes Bluffants</title>
		<link>https://abracadabreizh.com/tours-de-magie/41-tours-de-cartes-bluffants/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 02 Sep 2025 06:46:27 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=118708</guid>

					<description><![CDATA[<h2>41 tours à fort impact sur votre public, pour tous les niveaux !</h2>]]></description>
										<content:encoded><![CDATA[<h4>Identifiez une carte en plongeant un couteau dans le jeu !</h4>
<h4>Devinez la carte choisie en prenant le pouls du spectateur !</h4>
<h4>Dévoilez à l’avance la carte que va choisir le spectateur !</h4>
<h4>Les plus grands magiciens des cartes du XXe siècle se sont donné rendez-vous pour vous offrir des tours faciles à réaliser… bluffants et originaux ! Un manuel clairement expliqué, des tours à fort impact, sans complication, que l’on peut réaliser dès l’âge de 8 ans… et chaudement recommandés aux adultes pour distraire leur famille et leurs amis !</h4>
<h4><em>Ce livre est une sélection implacable de tours déjà publiés dans la collection professionnelle Fantaisium-Magie, adaptés et présentés d’une manière plus accessible qui enchantera les débutants… et aussi certains professionnels à la recherche d’effets forts mais faciles à réaliser. Il fait suite à </em><strong>40 Tours de Cartes Bluffants</strong><em>, déjà paru dans la même collection.</em></h4>
<h4><strong><em>Avec une centaine de photos couleurs et dessins.</em></strong></h4>
<h2>SOMMAIRE</h2>
<h4>Le livre est divisé en deux grands chapitres :</h4>
<h4>• Astuces, curiosités et fioritures</h4>
<h4>• Tours de magie</h4>
<h4>______</h4>
<h4>Préface</h4>
<h4>Le code éthique du magicien</h4>
<h4>1. Étalement-retournement sur table</h4>
<h4>2. L’élastique invisible</h4>
<h4>3. Chaud et froid</h4>
<h4>4. L’éventail simple au pouce</h4>
<h4>5. L’éventail géant au pouce</h4>
<h4>6. Récupération au couteau</h4>
<h4>7. La parfaite australienne</h4>
<h4>8. Tour de force</h4>
<h4>9. L’accordéon</h4>
<h4>10. La carte qui remonte</h4>
<h4>11. Retrouvailles</h4>
<h4>12. Des allumettes et des cartes</h4>
<h4>13. Qui a pris quoi ?</h4>
<h4>14. La gourmandise est un vilain défaut</h4>
<h4>15. Blackjack surprise</h4>
<h4>16. Bowling</h4>
<h4>17. La carte aux ciseaux</h4>
<h4>18. L’as favori</h4>
<h4>19. Dans la poche</h4>
<h4>20. Devant-derrière à vue</h4>
<h4>21. Radio-crochet</h4>
<h4>22. Le crime ne paie pas</h4>
<h4>23. Double impact</h4>
<h4>24. Le mors aux dents</h4>
<h4>25. L’hôtelière et les buveurs</h4>
<h4>26. La poupée aux doigts</h4>
<h4>27. Le crayon qui n’écrit pas</h4>
<h4>28. Le sauteur inconnu</h4>
<h4>29. Le tour du piano</h4>
<h4>30. Les cartes détectives</h4>
<h4>31. Numéralité</h4>
<h4>32. Empreintes digitales</h4>
<h4>33. Localisation</h4>
<h4>34. Mentalement</h4>
<h4>35. Ultra-sensibilité</h4>
<h4>36. Pensée prévue</h4>
<h4>37. Pied agile</h4>
<h4>38. Corruption</h4>
<h4>39. Le mystère des perles</h4>
<h4>40. Le dé fantôme</h4>
<h4>41. Monnaie de singe</h4>
<h4>Conclusion</h4>
<h4>Annexe 1 : Bibliographie</h4>
<h4>Annexe 2 : Les mélanges</h4>
<h4>Annexe 3 : Dans la même collection</h4>
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		<item>
		<title>43 Tours de cartes Bluffants</title>
		<link>https://abracadabreizh.com/tours-de-magie/43-tours-de-cartes-bluffants/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 02 Sep 2025 06:42:31 +0000</pubDate>
				<guid isPermaLink="false">https://abracadabreizh.com/?post_type=product&#038;p=118702</guid>

					<description><![CDATA[Numéro Spécial Magie Mentale]]></description>
										<content:encoded><![CDATA[<p>Vous avez aimé 40 Tours de Cartes Bluffants, vous avez apprécié 41 Tours de Cartes Bluffants, vous avez raffolé des 42 Tours de Cartes Bluffants&#8230; vous aurez le coup de foudre pour ces 43 Tours de Cartes Bluffants !</p>
<p>Dans ce quatrième opus, les plus grands cartomanes se sont donné rendez-vous pour un festival de tours davantage tournés vers la magie mentale. Prédictions, divinations, lecture mentale, coïncidences suggérées&#8230; Avec ces expériences, vous allez entrer dans les pensées du spectateur !</p>
<p>Un manuel clairement expliqué avec plus de 100 illustrations couleur. Des expériences pour tous, tant pour les débutants que pour les mentalistes éclairés, qui y trouveront sûrement certaines applications originales.</p>
<p>Les expériences sont adaptées de tours signés par les plus grands cartomanes et mentalistes, dont Dai Vernon, Harry Lorayne, Lee Grabel, Leo Horowitz, Bob Nelson, Howard Thurston, Burling Hull, George G. Kaplan, Theo Annemann, Max Maven, Al Baker, Eddie Clever, Stewart Judah, William Larsen Sr., Karl Fulves, Walter Gibson, Nick Trost, Jean Hugard&#8230;</p>
<p>Aucune connaissance de la manipulation des cartes requise. Quelques astuces sont utilisées, et sont clairement expliquées. Ces expériences mentales requièrent surtout un bon sens du spectacle !</p>
<p>43 TOURS DE CARTES BLUFFANTS<br />
Spécial magie mentale<br />
Format 15 x 21 cm. 206 pages.<br />
Reliure collée, couverture souple.</p>
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