{"id":46724,"date":"2026-10-30T12:44:58","date_gmt":"2026-10-30T12:44:58","guid":{"rendered":"https:\/\/www.praxis-altuntas.ch\/?p=46724"},"modified":"2026-10-30T12:44:58","modified_gmt":"2026-10-30T12:44:58","slug":"virolon-notre-selection-de-roulettes-tyroliennes-jeux-jouets-en-bois","status":"publish","type":"post","link":"https:\/\/www.praxis-altuntas.ch\/index.php\/2026\/10\/30\/virolon-notre-selection-de-roulettes-tyroliennes-jeux-jouets-en-bois\/","title":{"rendered":"Virolon : Notre s\u00e9lection de roulettes tyroliennes Jeux &#038; Jouets en Bois"},"content":{"rendered":"<h1>Virolon : Notre s\u00e9lection de roulettes tyroliennes Jeux &amp; Jouets en Bois<\/h1>\n<p>Pour une d\u00e9cision qui engage la sant\u00e9, l\u2019argent ou l\u2019avenir, elle peut au mieux r\u00e9v\u00e9ler ce que l\u2019on esp\u00e9rait en secret au moment o\u00f9 elle s\u2019arr\u00eate, ce qui est d\u00e9j\u00e0 une information. La roue sert \u00e0 d\u00e9partager deux choix \u00e9quivalents, \u00e0 lancer un jeu ou \u00e0 d\u00e9signer qui commence. Dans \u00ab R\u00e9glages \u00bb, la chance de oui va de 10 \u00e0 90 %. La roue tourne jusqu\u2019\u00e0 ce qu\u2019une r\u00e9ponse soit sortie deux fois, donc deux ou trois tirages. C\u2019est la loi des grands nombres, que l\u2019on peut voir \u00e0 l\u2019\u0153uvre sur 100 lancers avec le pile ou face avec statistiques ou avec le simulateur de lancer de d\u00e9. Cinq oui pour cinq tirages donn\u00e9s arrivent une fois sur 32, soit environ 3 %.<\/p>\n<p>Sur 12 tirages \u00e9quilibr\u00e9s, trois r\u00e9ponses identiques de suite au moins apparaissent dans 88,6 % des cas. De quoi compl\u00e9ter sa collection de jeu, en optant pour un article original, sans se ruiner. Bien qu\u2019il ne soit plus couramment pratiqu\u00e9 de nos jours, il parvient toujours \u00e0 divertir les jeunes et les moins jeunes qui le d\u00e9couvrent et animer les soir\u00e9es jeux de soci\u00e9t\u00e9. Le jeu a ensuite rapidement gagn\u00e9 en popularit\u00e9 dans les ann\u00e9es 1950. Rien n\u2019est envoy\u00e9, et le bouton \u00ab Effacer les tirages \u00bb les <a href=\"https:\/\/mariusvazeilles.fr\/\" target=\"_blank\" rel=\"noopener\">meilleur casino en ligne<\/a> supprime en deux clics. Le bouton \u00ab En grand \u00bb affiche la roue, la question et la r\u00e9ponse en plein \u00e9cran.<\/p>\n<p>Pour installer le jeu, le plateau doit \u00eatre  plac\u00e9 sur une table avec six billes (quatre blanches, une bleue et une rouge) plac\u00e9es au centre. Le Virolon est un jeu classique en bois qui porte plusieurs noms, dont \u00ab giroulette \u00bb, \u00ab roulette tyrolienne \u00bb et la \u00ab roulette folle \u00bb. Les secteurs deviennent proportionnels \u00e0 ces chances, qui sont rappel\u00e9es dans la phrase qui accompagne la r\u00e9ponse et dans le lien de la roue. Elle compte alors six secteurs et chaque r\u00e9ponse a une chance sur trois.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"Roulette\" 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\"><\/p>\n<p>Le but du jeu est de lancer la toupie, de disperser les billes et de compter les points. Ce jeu traditionnel en bois est agr\u00e9able pour tous les \u00e2ges et pourrait avoir influenc\u00e9 le jeu de roulette moderne que l\u2019on trouve dans les casinos. Le jeu se joue en faisant tourner une toupie qui lance les billes dans les cases et les trous du plateau. Le Virolon est un jeu ancien compos\u00e9 d\u2019un plateau en bois naturel et d\u2019une toupie \u00e0 base carr\u00e9e. Un secteur de la r\u00e9ponse tir\u00e9e est choisi au hasard, puis un point de ce secteur, loin de ses bords.<\/p>\n<p>Sur 12 tirages, la probabilit\u00e9 d\u2019obtenir au moins trois oui de suite est de sur 4 096, soit 58,4 %. Apr\u00e8s trois oui, le non n\u2019est pas \u00ab d\u00fb \u00bb, il a toujours une chance sur deux. \u00c0 l\u2019arr\u00eat, une fonction distincte regarde quel secteur se trouve sous l\u2019aiguille, \u00e0 partir du seul angle de la roue.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"Roulette\" 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\"><\/p>\n<p>Il ne g\u00e9n\u00e8re pas de points pour un classement. Le jeu peut \u00eatre jou\u00e9 par un ou plusieurs joueurs, en \u00e9quipe ou l\u2019un contre l\u2019autre, et convient aux enfants de plus de 6 ans. Aujourd\u2019hui, le regain d\u2019int\u00e9r\u00eat pour les jeux en bois fait que de nombreux revendeurs le proposent \u00e0 des tarifs tr\u00e8s accessibles. Pour une roue \u00e9quilibr\u00e9e, oui et non gardent chacun une chance sur deux de l\u2019emporter.<\/p>\n<p>La roue se redessine avec des secteurs proportionnels, la chance est rappel\u00e9e dans la phrase qui accompagne la r\u00e9ponse et elle voyage avec le \u00ab Lien de cette roue \u00bb. Avec une chance p pour oui, oui l\u2019emporte si les deux premiers tirages donnent oui, ou si un seul des deux premiers donne oui et que le troisi\u00e8me donne oui. La r\u00e9ponse est oui s\u2019il est inf\u00e9rieur \u00e0 la chance de oui, 50 par d\u00e9faut. L\u2019aiguille s\u2019arr\u00eate toujours franchement dans un secteur, quel que soit le r\u00e9glage des chances.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"Roulette\" 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\"><\/p>\n<p>L\u2019outil s\u00e9pare le hasard, tir\u00e9 une fois pour toutes, de l\u2019animation qui le montre. Pour une roue \u00e9quilibr\u00e9e, jouer en trois manches ne favorise ni le oui ni le non.<\/p>\n<div style=\"text-align:center\">\n<iframe width=\"560\" height=\"310\" src=\"https:\/\/www.youtube.com\/embed\/TPsoyKZpySY\" frameborder=\"0\" alt=\"Roulette\" allowfullscreen><\/iframe>\n<\/div>\n<p>La roue tourne jusqu\u2019\u00e0 ce qu\u2019une r\u00e9ponse sorte deux fois. Jouer en trois manches renforce donc la r\u00e9ponse d\u00e9j\u00e0 favorite, de 60 % \u00e0 64,8 %. Les fr\u00e9quences observ\u00e9es se rapprochent des probabilit\u00e9s quand le nombre de tirages grandit, sans jamais les atteindre \u00e0 coup s\u00fbr. C\u2019est cette lecture qui est annonc\u00e9e, et un contr\u00f4le interne v\u00e9rifie qu\u2019elle concorde avec la r\u00e9ponse tir\u00e9e. La roue fait quatre \u00e0 six tours complets et ralentit jusqu\u2019\u00e0 ce point.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Virolon : Notre s\u00e9lection de roulettes tyroliennes Jeux &amp; Jouets en Bois Pour une d\u00e9cision qui engage la sant\u00e9, l\u2019argent ou l\u2019avenir, elle peut au mieux r\u00e9v\u00e9ler ce que l\u2019on esp\u00e9rait en secret au moment o\u00f9 elle s\u2019arr\u00eate, ce qui est d\u00e9j\u00e0 une information. La roue sert \u00e0 d\u00e9partager deux choix \u00e9quivalents, \u00e0 lancer un jeu ou \u00e0 d\u00e9signer qui commence. Dans \u00ab R\u00e9glages \u00bb, la chance de oui va de 10 \u00e0 90 %. La roue tourne jusqu\u2019\u00e0 ce qu\u2019une r\u00e9ponse soit sortie deux fois, donc deux ou trois tirages. C\u2019est la loi des grands nombres, que l\u2019on peut voir \u00e0 l\u2019\u0153uvre sur 100 lancers avec le pile ou face avec statistiques ou avec le simulateur de lancer de d\u00e9. Cinq oui pour cinq tirages donn\u00e9s arrivent une fois sur 32, soit environ 3 %. Sur 12 tirages \u00e9quilibr\u00e9s, trois r\u00e9ponses identiques de suite au moins apparaissent dans 88,6 % des cas. De quoi compl\u00e9ter sa collection de jeu, en optant pour un article original, sans se ruiner. Bien qu\u2019il ne soit plus couramment pratiqu\u00e9 de nos jours, il parvient toujours \u00e0 divertir les jeunes et les moins jeunes qui le d\u00e9couvrent et animer les soir\u00e9es jeux de soci\u00e9t\u00e9. Le jeu a ensuite rapidement gagn\u00e9 en popularit\u00e9 dans les ann\u00e9es 1950. Rien n\u2019est envoy\u00e9, et le bouton \u00ab Effacer les tirages \u00bb les meilleur casino en ligne supprime en deux clics. Le bouton \u00ab En grand \u00bb affiche la roue, la question et la r\u00e9ponse en plein \u00e9cran. Pour installer le jeu, le plateau doit \u00eatre plac\u00e9 sur une table avec six billes (quatre blanches, une bleue et une rouge) plac\u00e9es au centre. Le Virolon est un jeu classique en bois qui porte plusieurs noms, dont \u00ab giroulette \u00bb, \u00ab roulette tyrolienne \u00bb et la \u00ab roulette folle \u00bb. Les secteurs deviennent proportionnels \u00e0 ces chances, qui sont rappel\u00e9es dans la phrase qui accompagne la r\u00e9ponse et dans le lien de la roue. Elle compte alors six secteurs et chaque r\u00e9ponse a une chance sur trois. Le but du jeu est de lancer la toupie, de disperser les billes et de compter les points. Ce jeu traditionnel en bois est agr\u00e9able pour tous les \u00e2ges et pourrait avoir influenc\u00e9 le jeu de roulette moderne que l\u2019on trouve dans les casinos. Le jeu se joue en faisant tourner une toupie qui lance les billes dans les cases et les trous du plateau. Le Virolon est un jeu ancien compos\u00e9 d\u2019un plateau en bois naturel et d\u2019une toupie \u00e0 base carr\u00e9e. Un secteur de la r\u00e9ponse tir\u00e9e est choisi au hasard, puis un point de ce secteur, loin de ses bords. Sur 12 tirages, la probabilit\u00e9 d\u2019obtenir au moins trois oui de suite est de sur 4 096, soit 58,4 %. Apr\u00e8s trois oui, le non n\u2019est pas \u00ab d\u00fb \u00bb, il a toujours une chance sur deux. \u00c0 l\u2019arr\u00eat, une fonction distincte regarde quel secteur se trouve sous l\u2019aiguille, \u00e0 partir du seul angle de la roue. Il ne g\u00e9n\u00e8re pas de points pour un classement. Le jeu peut \u00eatre jou\u00e9 par un ou plusieurs joueurs, en \u00e9quipe ou l\u2019un contre l\u2019autre, et convient aux enfants de plus de 6 ans. Aujourd\u2019hui, le regain d\u2019int\u00e9r\u00eat pour les jeux en bois fait que de nombreux revendeurs le proposent \u00e0 des tarifs tr\u00e8s accessibles. Pour une roue \u00e9quilibr\u00e9e, oui et non gardent chacun une chance sur deux de l\u2019emporter. La roue se redessine avec des secteurs proportionnels, la chance est rappel\u00e9e dans la phrase qui accompagne la r\u00e9ponse et elle voyage avec le \u00ab Lien de cette roue \u00bb. Avec une chance p pour oui, oui l\u2019emporte si les deux premiers tirages donnent oui, ou si un seul des deux premiers donne oui et que le troisi\u00e8me donne oui. La r\u00e9ponse est oui s\u2019il est inf\u00e9rieur \u00e0 la chance de oui, 50 par d\u00e9faut. L\u2019aiguille s\u2019arr\u00eate toujours franchement dans un secteur, quel que soit le r\u00e9glage des chances. L\u2019outil s\u00e9pare le hasard, tir\u00e9 une fois pour toutes, de l\u2019animation qui le montre. Pour une roue \u00e9quilibr\u00e9e, jouer en trois manches ne favorise ni le oui ni le non. La roue tourne jusqu\u2019\u00e0 ce qu\u2019une r\u00e9ponse sorte deux fois. Jouer en trois manches renforce donc la r\u00e9ponse d\u00e9j\u00e0 favorite, de 60 % \u00e0 64,8 %. Les fr\u00e9quences observ\u00e9es se rapprochent des probabilit\u00e9s quand le nombre de tirages grandit, sans jamais les atteindre \u00e0 coup s\u00fbr. C\u2019est cette lecture qui est annonc\u00e9e, et un contr\u00f4le interne v\u00e9rifie qu\u2019elle concorde avec la r\u00e9ponse tir\u00e9e. La roue fait quatre \u00e0 six tours complets et ralentit jusqu\u2019\u00e0 ce point.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-46724","post","type-post","status-publish","format-standard","hentry","category-uncategorized","category-1","description-off"],"_links":{"self":[{"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts\/46724","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/comments?post=46724"}],"version-history":[{"count":1,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts\/46724\/revisions"}],"predecessor-version":[{"id":46727,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts\/46724\/revisions\/46727"}],"wp:attachment":[{"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/media?parent=46724"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/categories?post=46724"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/tags?post=46724"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}