{"id":14498,"date":"2026-10-21T12:01:09","date_gmt":"2026-10-21T12:01:09","guid":{"rendered":"https:\/\/www.praxis-altuntas.ch\/?p=14498"},"modified":"2026-10-21T12:01:09","modified_gmt":"2026-10-21T12:01:09","slug":"spielautomaten-glucksversprechen-im-goldenen-walzentakt","status":"publish","type":"post","link":"https:\/\/www.praxis-altuntas.ch\/index.php\/2026\/10\/21\/spielautomaten-glucksversprechen-im-goldenen-walzentakt\/","title":{"rendered":"Spielautomaten \u2013 Gl\u00fccksversprechen im goldenen Walzentakt"},"content":{"rendered":"<h1>Spielautomaten \u2013 Gl\u00fccksversprechen im goldenen Walzentakt<\/h1>\n<p>Spielautomaten \u00fcben seit jeher eine besondere Anziehungskraft aus: bunte Walzen, verhei\u00dfungsvolle Kl\u00e4nge und die Aussicht auf einen pl\u00f6tzlichen Gl\u00fccksmoment. Der goldene Walzentakt ist l\u00e4ngst nicht mehr nur in Spielhallen zu finden, sondern auch digital auf Bildschirmen und mobilen Ger\u00e4ten. Doch hinter dem glitzernden Schein steckt ein komplexes Zusammenspiel aus Zufall, Mathematik und psychologischen Reizen.<\/p>\n<h2>Die Mechanik hinter dem goldenen Walzentakt<\/h2>\n<p>Ein Spielautomat besteht im Kern aus mehreren Walzen, die mit Symbolen bedruckt oder digital bespielt werden. Nach dem Startvorgang stoppen die Walzen in zuf\u00e4lliger Reihenfolge. Treffen bestimmte Kombinationen aufeinander, wird eine Auszahlung ausgel\u00f6st. Moderne Spielautomaten arbeiten mit Zufallszahlengeneratoren, die sicherstellen, dass jede Drehung unabh\u00e4ngig von der vorherigen ist. Der sichtbare Walzentakt ist dabei oft nur eine inszenierte Darstellung \u2013 die eigentliche Entscheidung f\u00e4llt im Hintergrund in Bruchteilen einer Sekunde.<\/p>\n<h2>Zufall, R\u00fcckzahlungsquote und  Volatilit\u00e4t<\/h2>\n<p>Ein zentrales Merkmal von Spielautomaten ist die R\u00fcckzahlungsquote, auch Auszahlungsquote genannt. Sie gibt an, welcher Anteil der Eins\u00e4tze langfristig an die Spielenden zur\u00fcckflie\u00dft. Eine Quote von 95 Prozent bedeutet jedoch nicht, dass man nach 100 Eins\u00e4tzen automatisch 95 Euro zur\u00fcckerh\u00e4lt. Vielmehr handelt es sich um einen statistischen Durchschnittswert \u00fcber eine sehr gro\u00dfe Anzahl von Drehungen. Ebenso wichtig ist die Volatilit\u00e4t: Sie beschreibt,  wie h\u00e4ufig und wie hoch Gewinne ausfallen. Manche Automaten zahlen kleinere Betr\u00e4ge h\u00e4ufiger aus, andere setzen auf seltene, daf\u00fcr gr\u00f6\u00dfere Treffer.<\/p>\n<div style=\"text-align:center\">\n<iframe width=\"560\" height=\"310\" src=\"https:\/\/www.youtube.com\/embed\/e50TAc5-mUE\" frameborder=\"0\" alt=\"spielautomaten\" allowfullscreen><\/iframe>\n<\/div>\n<h3>Warum Muster oft tr\u00fcgen<\/h3>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"spielautomaten\" 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\"><\/p>\n<p>Viele Spielerinnen und Spieler glauben, eine Serie von Nieten m\u00fcsse zwangsl\u00e4ufig zu einem Gewinn f\u00fchren. Dieses Denken ist ein Trugschluss. Da jede Drehung unabh\u00e4ngig ist, hat die Vergangenheit keinen Einfluss auf die n\u00e4chste Runde. Auch das sogenannte \u201ehei\u00dfe\u201c oder \u201ekalte\u201c Ger\u00e4t ist ein Mythos. Die Mathematik hinter Spielautomaten l\u00e4sst sich nicht durch Bauchgef\u00fchl aushebeln \u2013 auch wenn der goldene Walzentakt genau dieses Gef\u00fchl gezielt anspricht.<\/p>\n<h2>Rechtliche Rahmenbedingungen und verantwortungsvolles Spiel<\/h2>\n<p>In Deutschland unterliegen Spielautomaten strengen gesetzlichen Regelungen. Spielhallen und Online-Angebote m\u00fcssen bestimmte Vorgaben zu Jugendschutz, Spielpausen und Einsatzlimits erf\u00fcllen. Wer Spielautomaten nutzt, sollte sich dieser Regeln bewusst sein und sie als Freizeitbesch\u00e4ftigung mit festem Budget betrachten. Verantwortungsvolles Spielen bedeutet, Verluste nicht zur\u00fcckzujagen und rechtzeitig eine Pause einzulegen. Eine Orientierung \u00fcber gepr\u00fcfte und seri\u00f6se Plattformen bieten die <a href=\"https:\/\/www.wiseguys.de\/beste-online-casino\" target=\"_blank\" rel=\"noopener\">besten online casinos<\/a> \u2013 dort lassen sich Anbieter vergleichen und Informationen zu Sicherheitsstandards einholen.<\/p>\n<p>Spielautomaten bleiben ein Gl\u00fccksspiel mit festen mathematischen Grenzen. Wer den goldenen Walzentakt als das nimmt, was er ist \u2013 ein unterhaltsames Spiel mit Zufall und Risiko \u2013, kann die Faszination genie\u00dfen, ohne sich von falschen Gl\u00fccksversprechen leiten zu lassen.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Spielautomaten \u2013 Gl\u00fccksversprechen im goldenen Walzentakt Spielautomaten \u00fcben seit jeher eine besondere Anziehungskraft aus: bunte Walzen, verhei\u00dfungsvolle Kl\u00e4nge und die Aussicht auf einen pl\u00f6tzlichen Gl\u00fccksmoment. Der goldene Walzentakt ist l\u00e4ngst nicht mehr nur in Spielhallen zu finden, sondern auch digital auf Bildschirmen und mobilen Ger\u00e4ten. Doch hinter dem glitzernden Schein steckt ein komplexes Zusammenspiel aus Zufall, Mathematik und psychologischen Reizen. Die Mechanik hinter dem goldenen Walzentakt Ein Spielautomat besteht im Kern aus mehreren Walzen, die mit Symbolen bedruckt oder digital bespielt werden. Nach dem Startvorgang stoppen die Walzen in zuf\u00e4lliger Reihenfolge. Treffen bestimmte Kombinationen aufeinander, wird eine Auszahlung ausgel\u00f6st. Moderne Spielautomaten arbeiten mit Zufallszahlengeneratoren, die sicherstellen, dass jede Drehung unabh\u00e4ngig von der vorherigen ist. Der sichtbare Walzentakt ist dabei oft nur eine inszenierte Darstellung \u2013 die eigentliche Entscheidung f\u00e4llt im Hintergrund in Bruchteilen einer Sekunde. Zufall, R\u00fcckzahlungsquote und Volatilit\u00e4t Ein zentrales Merkmal von Spielautomaten ist die R\u00fcckzahlungsquote, auch Auszahlungsquote genannt. Sie gibt an, welcher Anteil der Eins\u00e4tze langfristig an die Spielenden zur\u00fcckflie\u00dft. Eine Quote von 95 Prozent bedeutet jedoch nicht, dass man nach 100 Eins\u00e4tzen automatisch 95 Euro zur\u00fcckerh\u00e4lt. Vielmehr handelt es sich um einen statistischen Durchschnittswert \u00fcber eine sehr gro\u00dfe Anzahl von Drehungen. Ebenso wichtig ist die Volatilit\u00e4t: Sie beschreibt, wie h\u00e4ufig und wie hoch Gewinne ausfallen. Manche Automaten zahlen kleinere Betr\u00e4ge h\u00e4ufiger aus, andere setzen auf seltene, daf\u00fcr gr\u00f6\u00dfere Treffer. Warum Muster oft tr\u00fcgen Viele Spielerinnen und Spieler glauben, eine Serie von Nieten m\u00fcsse zwangsl\u00e4ufig zu einem Gewinn f\u00fchren. Dieses Denken ist ein Trugschluss. Da jede Drehung unabh\u00e4ngig ist, hat die Vergangenheit keinen Einfluss auf die n\u00e4chste Runde. Auch das sogenannte \u201ehei\u00dfe\u201c oder \u201ekalte\u201c Ger\u00e4t ist ein Mythos. Die Mathematik hinter Spielautomaten l\u00e4sst sich nicht durch Bauchgef\u00fchl aushebeln \u2013 auch wenn der goldene Walzentakt genau dieses Gef\u00fchl gezielt anspricht. Rechtliche Rahmenbedingungen und verantwortungsvolles Spiel In Deutschland unterliegen Spielautomaten strengen gesetzlichen Regelungen. Spielhallen und Online-Angebote m\u00fcssen bestimmte Vorgaben zu Jugendschutz, Spielpausen und Einsatzlimits erf\u00fcllen. Wer Spielautomaten nutzt, sollte sich dieser Regeln bewusst sein und sie als Freizeitbesch\u00e4ftigung mit festem Budget betrachten. Verantwortungsvolles Spielen bedeutet, Verluste nicht zur\u00fcckzujagen und rechtzeitig eine Pause einzulegen. Eine Orientierung \u00fcber gepr\u00fcfte und seri\u00f6se Plattformen bieten die besten online casinos \u2013 dort lassen sich Anbieter vergleichen und Informationen zu Sicherheitsstandards einholen. Spielautomaten bleiben ein Gl\u00fccksspiel mit festen mathematischen Grenzen. Wer den goldenen Walzentakt als das nimmt, was er ist \u2013 ein unterhaltsames Spiel mit Zufall und Risiko \u2013, kann die Faszination genie\u00dfen, ohne sich von falschen Gl\u00fccksversprechen leiten zu lassen.<\/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-14498","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\/14498","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=14498"}],"version-history":[{"count":1,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts\/14498\/revisions"}],"predecessor-version":[{"id":14499,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/posts\/14498\/revisions\/14499"}],"wp:attachment":[{"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/media?parent=14498"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/categories?post=14498"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.praxis-altuntas.ch\/index.php\/wp-json\/wp\/v2\/tags?post=14498"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}