{"id":32372,"date":"2026-03-30T07:47:43","date_gmt":"2026-03-30T07:47:43","guid":{"rendered":"https:\/\/alma-apartments.pl\/?p=32372"},"modified":"2026-03-30T12:05:42","modified_gmt":"2026-03-30T12:05:42","slug":"boomerang-bet-was-sie-uber-diese-wettstrategie-18","status":"publish","type":"post","link":"https:\/\/alma-apartments.pl\/en\/boomerang-bet-was-sie-uber-diese-wettstrategie-18\/","title":{"rendered":"Boomerang Bet Was Sie \u00fcber diese Wettstrategie wissen m\u00fcssen"},"content":{"rendered":"<p>Der Boomerang Bet ist eine clevere Wettstrategie, bei der Ihre Eins\u00e4tze quasi zu Ihnen zur\u00fcckkehren. Er bietet eine spannende M\u00f6glichkeit, Ihre Gewinnchancen zu erh\u00f6hen und sorgt f\u00fcr <strong>zus\u00e4tzliche Spannung<\/strong> im Spiel. Entdecken Sie, wie dieser beliebte Trick funktioniert.<\/p>\n<h2>Was ist ein Boomerang Bet?<\/h2>\n<p>Ein Boomerang Bet ist eine spezielle Wette, bei der du auf mehrere Sportereignisse setzt, aber dein Einsatz erst dann wirklich riskierst, wenn deine erste Vorhersage eintrifft. Stell es dir vor wie einen <strong>risikoarmen Einstieg<\/strong> ins Wetten. Du platzierst einen initialen Tipp, und nur wenn dieser gewinnt, werden automatisch weitere, vordefinierte Wetten mit dem Gewinn gesetzt. Der Clou ist das <mark>\u201cZur\u00fcckkommen\u201d<\/mark> des Einsatzes, \u00e4hnlich wie ein Bumerang. Es ist eine coole Strategie, um potenziell h\u00f6here Gewinne zu erzielen, ohne gleich dein gesamtes Budget aufs Spiel zu setzen.<\/p>\n<h3>Definition und grundlegendes Prinzip<\/h3>\n<p>Ein <strong>Boomerang Bet<\/strong> ist eine spezielle Wettstrategie im Live-Sportwetten-Bereich. Dabei platziert ein Spieler eine Wette auf ein bestimmtes Ereignis, um anschlie\u00dfend sofort eine Gegenwette auf das gegenteilige Ergebnis zu setzen. Das Ziel ist nicht der direkte Profit, sondern die Ausl\u00f6sung von Bonusangeboten oder die Erf\u00fcllung von Umsatzbedingungen f\u00fcr Willkommensboni. Diese <strong>risikoarme Wettstrategie f\u00fcr Bonusj\u00e4ger<\/strong> setzt ein tiefes Verst\u00e4ndnis der AGBs voraus, da Wettanbieter solche Praktiken oft untersagen.<\/p>\n<p><strong>Frage:<\/strong> Ist ein Boomerang Bet sicher?<br \/>\n<strong>Antwort:<\/strong> Nein. Es verst\u00f6\u00dft gegen die Gesch\u00e4ftsbedingungen fast aller Buchmacher und f\u00fchrt bei Entdeckung zur Sperrung des Kontos und dem Einbehalt aller Gewinne.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"boomerang bet\" 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\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funktioniert die Wette in der Praxis<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"boomerang bet\" 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\"\/><\/p>\n<p>Ein Boomerang Bet ist eine spezielle <strong>Risikomanagement-Strategie im Live-Wetten<\/strong>, bei der ein Teil des bereits sicher gewonnenen Einsatzes auf das gegenteilige Ergebnis einer laufenden Wette platziert wird. Ziel ist es, einen garantierten Gesamtgewinn unabh\u00e4ngig vom finalen Ausgang zu sichern. Dieser Ansatz eignet sich besonders f\u00fcr erfahrene Sportwetter, um Quotenverschiebungen im Live-Verlauf auszunutzen. Die Kunst liegt im perfekten Timing und der pr\u00e4zisen Berechnung der Eins\u00e4tze f\u00fcr beide Seiten.<\/p>\n<h3>Abgrenzung zu anderen Wettarten<\/h3>\n<p>Ein Boomerang Bet ist eine spezielle <strong>Wettstrategie bei Sportwetten<\/strong>, bei der du auf zwei sich gegenseitig ausschlie\u00dfende Ereignisse setzt. Du platzierst zuerst eine Hauptwette. Sollte diese zu verlieren drohen, setzt du eine zweite, gegenteilige Wette live nach, um den Verlust abzufedern oder sogar einen kleinen Gewinn zu erzielen. Der &#8222;Bumerang&#8221; kehrt also zur\u00fcck und soll die Situation retten. Es ist eine taktische, aber risikoreiche Methode f\u00fcr erfahrene Wettende.<\/p>\n<h2>Die Strategie hinter der R\u00fcckkehr-Wette<\/h2>\n<p>Die Strategie hinter der R\u00fcckkehr-Wette gleicht einem geduldigen Schachspiel. Anstatt Kunden mit einmaligen Rabatten zu locken, setzt sie auf die langfristige Bindung. Durch gezielte Anreize, personalisierte Kommunikation und das stille Versprechen von exklusiven Vorteilen f\u00fcr Stammkunden, wird die Sehnsucht nach R\u00fcckkehr geweckt. Es ist eine Wette auf die <strong>Kundenbindung<\/strong> und den emotionalen Wert der Marke, die den eigentlichen Gewinn bringt. Der Kunde f\u00fchlt sich gesehen und kehrt nicht aus Notwendigkeit, sondern aus Verbundenheit zur\u00fcck.<\/p>\n<p><strong>F:<\/strong> Was ist das Kernziel der R\u00fcckkehr-Wette?<br \/>\n<strong>A:<\/strong> Nicht der einmalige Wiederkauf, sondern der Aufbau einer dauerhaften und profitablen <strong>Kundenbeziehung<\/strong>.<\/p>\n<h3>Analyse und Auswahl der richtigen Ereignisse<\/h3>\n<p>Die Strategie hinter der R\u00fcckkehr-Wette zielt darauf ab, ehemalige Kunden gezielt zur\u00fcckzugewinnen. Sie basiert auf der Analyse von K\u00fcndigungsgr\u00fcnden und dem gezielten Ansprechen dieser Nutzergruppe mit personalisierten Angeboten oder verbesserten Leistungen. Diese <strong>Kundenr\u00fcckgewinnungsstrategie<\/strong> ist oft kosteneffizienter als die Akquise neuer Kunden, da die Zielgruppe bereits mit der Marke vertraut ist. Erfolg h\u00e4ngt von der richtigen Identifikation der Abwanderungsursache und einem \u00fcberzeugenden Wiedereinstiegsanreiz ab.<\/p>\n<h3>Kalkulation von Quoten und Einsatzh\u00f6he<\/h3>\n<p>Die Strategie hinter der R\u00fcckkehr-Wette ist ein kalkuliertes Spiel mit der Kundentreue. Anstatt einen verlorenen Kunden als endg\u00fcltige Niederlage zu betrachten, analysiert man systematisch die Gr\u00fcnde f\u00fcr seine Abwanderung. Diese wertvollen Erkenntnisse nutzt man, um gezielte und personalisierte Win-back-Kampagnen zu entwickeln. Es ist die Kunst, eine emotionale Br\u00fccke zu reparieren, oft mit einem \u00fcberzeugenden Angebot oder einer echten Verbesserung. Diese **effektive Kundenr\u00fcckgewinnungsstrategie** transformiert so ehemalige Abbrecher in die loyalsten und profitabelsten F\u00fcrsprecher des Unternehmens.<\/p>\n<h3>Zeitmanagement und richtiger Moment<\/h3>\n<p>Die Strategie hinter der <mark>R\u00fcckkehr-Wette<\/mark> gleicht einem geduldigen Schachspiel. Statt Kunden nach einem verlorenen Deal aufzugeben, setzt sie auf systematische, wertorientierte Nachfassaktionen. Man begleitet den Interessenten weiterhin mit relevanten Inhalten und greifbaren L\u00f6sungen f\u00fcr sein urspr\u00fcngliches Problem. Diese **Kundenr\u00fcckgewinnungsstrategie** transformiert fr\u00fcheres Interesse in langfristige Loyalit\u00e4t, sobald sich die Rahmenbedingungen beim Kunden \u00e4ndern. Der vermeintlich verlorene Deal wird so zu einer bloss verz\u00f6gerten Chance.<\/p>\n<h2>Vorteile dieser Wettmethode<\/h2>\n<p>Die Wettmethode besticht durch ihre einzigartige Mischung aus Spannung und strategischer Tiefe. Sie erlaubt es, nicht nur auf ein Endergebnis zu setzen, sondern <strong>dynamische Quoten<\/strong> w\u00e4hrend des Geschehens zu nutzen, was ein packendes Echtzeit-Erlebnis schafft. <em>Man f\u00fchlt sich dabei, als w\u00fcrde man selbst am Spielfeldrand stehen und jede Entscheidung mitfiebern.<\/em> Dieser Ansatz f\u00f6rdert ein tieferes Spielverst\u00e4ndnis und belohnt Kenntnis sowie schnelle Reaktion, was ihn zu einer <strong>attraktiven Option f\u00fcr erfahrene Enthusiasten<\/strong> macht.<\/p>\n<h3>Gesteuerte Risikominimierung<\/h3>\n<p>Die Vorteile dieser Wettmethode liegen in ihrer einzigartigen **strategischen Wettflexibilit\u00e4t**. Sie erlaubt es, dynamisch auf Spielverl\u00e4ufe zu reagieren und Chancen auch nach Beginn eines Events noch optimal zu nutzen. Dies f\u00fchrt zu einem fesselnden und interaktiven Erlebnis, bei dem analytisches Geschick belohnt wird. Langfristig k\u00f6nnen versierte Nutzer so ihre Gewinnwahrscheinlichkeit systematisch erh\u00f6hen und ihre Strategien verfeinern.<\/p>\n<div style=\"text-align:center\">\n<iframe width=\"567\" height=\"314\" src=\"https:\/\/www.youtube.com\/embed\/UjDhMNG37Hc\" frameborder=\"0\" alt=\"boomerang bet\" allowfullscreen><\/iframe>\n<\/div>\n<h3>M\u00f6glichkeit zur Korrektur von Fehleinsch\u00e4tzungen<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"boomerang bet\" 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\"\/><\/p>\n<p>Die Vorteile dieser Wettmethode liegen in ihrer systematischen Risikokontrolle. Durch klare Regeln f\u00fcr Eins\u00e4tze und Ausstiege minimiert sie emotionale Entscheidungen und sch\u00fctzt das Kapital langfristig. <strong>Nachhaltige Wettstrategien<\/strong> erm\u00f6glichen so eine konsistente Performance, unabh\u00e4ngig von kurzfristigen Marktschwankungen. <\/p>\n<blockquote><p>Der gr\u00f6\u00dfte Vorteil ist die Disziplin, die sie dem Anwender aufzwingt \u2013 der wichtigste Faktor f\u00fcr langfristigen Erfolg.<\/p><\/blockquote>\n<p> Diese Methodik transformiert das Wetten von einem Gl\u00fccksspiel zu einem berechenbaren Prozess.<\/p>\n<h3>Flexibilit\u00e4t im Wettprozess<\/h3>\n<p>Die Vorteile dieser Wettmethode liegen in ihrer einzigartigen Flexibilit\u00e4t und Kontrolle. Sie erm\u00f6glicht es, Risiken pr\u00e4zise zu steuern und das eigene Engagement dynamisch an die Spielsituation anzupassen. Diese **strategische Wettkontrolle** f\u00fchrt zu einem fesselnden und interaktiven Erlebnis, bei dem nicht nur das Ergebnis, sondern auch der Weg dorthin im Fokus steht. Langfristig kann diese Herangehensweise die Entscheidungsfindung sch\u00e4rfen und nachhaltigere Erfolge erm\u00f6glichen.<\/p>\n<h2>M\u00f6gliche Nachteile und Risiken<\/h2>\n<p>Die Nutzung neuer Technologien birgt stets M\u00f6gliche Nachteile und Risiken. Dazu z\u00e4hlen hohe Anschaffungskosten, ein komplexer Schulungsaufwand f\u00fcr Mitarbeiter und die Gefahr technischer Abh\u00e4ngigkeit. Besonders kritisch sind <strong>Datenschutzbedenken<\/strong> und Sicherheitsl\u00fccken, die zu erheblichen Sch\u00e4den f\u00fchren k\u00f6nnen. Zudem kann eine unzureichende Planung <mark>Vendor-Lock-in<\/mark> beg\u00fcnstigen, was langfristig die Flexibilit\u00e4t einschr\u00e4nkt. Es ist wichtig, diese Faktoren in einer umfassenden Risikoanalyse zu bewerten, um fundierte Entscheidungen zu treffen.<\/p>\n<h3>Die Gefahr von Verlustverdopplung<\/h3>\n<p>Die Verlockung neuer Wege birgt stets Schattenseiten. M\u00f6gliche Nachteile und Risiken lauern in unvorhergesehenen Kosten, die Budgets sprengen, oder in komplexen Abh\u00e4ngigkeiten, die die gesamte Projektplanung gef\u00e4hrden. Ein zu schneller Wandel kann etablierte Prozesse destabilisieren und wertvolles internes Know-how obsolet machen. Oft untersch\u00e4tzt wird die psychologische Belastung f\u00fcr Teams, die mit permanenter Unsicherheit und \u00dcberlastung k\u00e4mpfen. Eine gr\u00fcndliche **Risikoanalyse im Projektmanagement** ist daher kein Luxus, sondern der Kompass durch dieses unwegsame Gel\u00e4nde.<\/p>\n<h3>Erh\u00f6hter Kapitaleinsatz und dessen Folgen<\/h3>\n<p>Die Nutzung neuer Technologien birgt stets m\u00f6gliche Nachteile und Risiken. Neben hohen Anschaffungskosten und einem komplexen Einarbeitungsaufwand sind oft Datenschutzbedenken zentral. Eine unzureichende IT-Sicherheit kann zu schwerwiegenden Datenlecks und finanziellen Sch\u00e4den f\u00fchren. Zudem besteht die Gefahr einer technologischen Abh\u00e4ngigkeit von einzelnen Anbietern. Eine gr\u00fcndliche <strong>Risikoanalyse f\u00fcr digitale Projekte<\/strong> ist daher unerl\u00e4sslich, um langfristige Nachteile zu minimieren und die Investition abzusichern.<\/p>\n<h3>Psychologische Fallstricke f\u00fcr den Wettenden<\/h3>\n<p>Die Nutzung neuer Technologien birgt stets <strong>potenzielle Sicherheitsl\u00fccken<\/strong>, die zu Datenlecks und finanziellen Verlusten f\u00fchren k\u00f6nnen. Weitere kritische Nachteile umfassen hohe Anfangsinvestitionen, komplexe Integration in bestehende Systeme und einen steilen Lernaufwand f\u00fcr Mitarbeiter. Langfristig k\u00f6nnen Abh\u00e4ngigkeiten von spezifischen Anbietern und die schnelle Veralterung der L\u00f6sungen die erwarteten Vorteile erheblich schm\u00e4lern. Eine gr\u00fcndliche Risikoanalyse ist vor jeder Implementierung unerl\u00e4sslich.<\/p>\n<h2>Praktische Anwendung: Ein durchgerechnetes Beispiel<\/h2>\n<p>Die praktische Anwendung eines mathematischen Modells wird am besten durch ein durchgerechnetes Beispiel verdeutlicht. Nehmen wir an, wir optimieren die <strong>Produktionskosten<\/strong> eines Unternehmens. Ausgehend von einer Kostenfunktion C(x)=0.5x\u00b2+20x+500 berechnen wir zun\u00e4chst das Minimum via erste Ableitung C'(x)=x+20=0, also x=-20. Da eine negative St\u00fcckzahl unrealistisch ist, pr\u00fcfen wir die Randwerte des sinnvollen Definitionsbereichs, etwa x=0 und x=50. So zeigt das <strong>durchgerechnete Beispiel<\/strong> praxisnah, dass theoretische Optima immer auf reale Rahmenbedingungen gepr\u00fcft werden m\u00fcssen.<\/p>\n<p><strong>F:<\/strong> Warum ist ein durchgerechnetes Beispiel so wichtig?<br \/><strong>A:<\/strong> Es \u00fcberf\u00fchrt abstrakte Theorie in eine nachvollziehbare, anwendbare L\u00f6sung und deckt oft versteckte Praxisfehler auf.<\/p>\n<h3>Szenario-Aufbau: Sportevent und Ausgangslage<\/h3>\n<p>Um die theoretischen Konzepte der Kostenrechnung lebendig zu machen, folgt nun ein **durchgerechnetes Beispiel aus der Praxis**. Stellen Sie sich eine kleine Tischlerei vor, die einen individuellen Schreibtisch herstellt. Wir verfolgen jeden Schritt: vom Materialeinkauf des Holzes \u00fcber die berechneten Maschinenstunden bis zum anteiligen Stromverbrauch der Werkstatt. So wird der **Kalkulationsprozess in der Fertigung** transparent und nachvollziehbar. Am Ende steht nicht nur ein fertiges M\u00f6belst\u00fcck, sondern auch eine klare <mark>Kostenkalkulation<\/mark>, die den tats\u00e4chlichen Aufwand und einen fairen Verkaufspreis offenlegt.<\/p>\n<h3>Schritt-f\u00fcr-Schritt-Durchf\u00fchrung der Wette<\/h3>\n<p>Die praktische Anwendung eines Themas wird am besten <a href=\"https:\/\/boomerangde.com\/\">boomerang bet<\/a> durch ein durchgerechnetes Beispiel verdeutlicht. Nehmen wir an, wir berechnen die monatliche Rate eines Kredits. Wir starten mit dem Nennbetrag, dem Zinssatz und der Laufzeit. <em>Dieser Schritt-f\u00fcr-Schritt-Prozess macht komplexe Formeln pl\u00f6tzlich greifbar.<\/em> So verwandelt sich trockene Theorie in praktisches Wissen, das man sofort nutzen kann. Diese Methode ist ein essentielles **Lernmittel f\u00fcr angewandte Mathematik**, das Sicherheit gibt.<\/p>\n<h3>Berechnung m\u00f6glicher Gewinn- und Verlustszenarien<\/h3>\n<p>Die **praktische Anwendung komplexer Algorithmen** wird durch ein durchgerechnetes Beispiel greifbar. Stellen Sie sich vor, wir entwickeln einen Filter f\u00fcr E-Mails. Wir beginnen mit einem konkreten Datensatz, definieren klare Regeln und f\u00fchren jeden Rechenschritt transparent aus \u2013 von der Klassifizierung bis zur Erfolgsmessung. <em>Pl\u00f6tzlich wird aus abstrakter Theorie ein verst\u00e4ndliches Werkzeug.<\/em> Dieser Prozess offenbart nicht nur die St\u00e4rken, sondern auch typische Fallstricke der Methode und liefert so ein unsch\u00e4tzbares Template f\u00fcr eigene Projekte.<\/p>\n<h2>Tipps f\u00fcr eine erfolgreiche Umsetzung<\/h2>\n<p>F\u00fcr eine erfolgreiche Umsetzung ist eine klare Zieldefinition der erste kritische Schritt. Erstellen Sie einen detaillierten <strong>Projektplan<\/strong> mit Meilensteinen und verantwortlichen Personen, um Transparenz zu schaffen. Die fr\u00fchzeitige Einbindung aller Stakeholder und ein kontinuierliches Kommunikationsmanagement verhindern Widerst\u00e4nde. Setzen Sie auf agile Methoden, um flexibel auf Ver\u00e4nderungen reagieren zu k\u00f6nnen. Ein konsequentes <strong>Risikomanagement<\/strong> identifiziert potenzielle Hindernisse proaktiv. Schlie\u00dflich sichert eine systematische Erfolgskontrolle mit definierten KPIs, dass die Umsetzung nicht nur abgeschlossen, sondern die gesetzten Ziele auch tats\u00e4chlich erreicht werden.<\/p>\n<h3>Disziplin und strikte Einhaltung der Strategie<\/h3>\n<p>F\u00fcr eine erfolgreiche Umsetzung ist eine klare <strong>Projektplanung und -steuerung<\/strong> der entscheidende Erfolgsfaktor. Definieren Sie von Beginn an messbare Ziele, realistische Meilensteine und verantwortliche Personen. Eine regelm\u00e4\u00dfige, transparente Kommunikation im Team stellt sicher, dass alle Beteiligten stets synchronisiert sind. <em>Kontinuierliches Risikomanagement identifiziert und adressiert potenzielle Hindernisse proaktiv.<\/em> So schaffen Sie die notwendige Struktur, um auch komplexe Vorhaben termingerecht und im Budgetrahmen abzuschlie\u00dfen.<\/p>\n<h3>Wichtige Faktoren f\u00fcr die Ereignisauswahl<\/h3>\n<p>Die erfolgreiche Umsetzung beginnt mit einer klaren Vision. Stellen Sie sich vor, Ihr Team marschiert nicht in verschiedene Richtungen, sondern folgt einem gemeinsamen, detaillierten Plan. Dieser **Projektplan dient als essenzieller Leitfaden** und wird durch regelm\u00e4\u00dfige, transparente Kommunikation am Leben gehalten. Feiern Sie kleine Meilensteine, um die Motivation hochzuhalten, und seien Sie flexibel genug, auf unerwartete Hindernisse zu reagieren. So wird aus einer Idee gelebte Realit\u00e4t.<\/p>\n<h3>Vermeidung typischer Anf\u00e4ngerfehler<\/h3>\n<p>F\u00fcr eine erfolgreiche Umsetzung ist eine klare <strong>Projektplanung und -steuerung<\/strong> entscheidend. Definieren Sie von Beginn an messbare Ziele und realistische Meilensteine. Eine transparente Kommunikation mit allen Beteiligten sichert die n\u00f6tige Akzeptanz und erm\u00f6glicht eine schnelle Anpassung bei Hindernissen. Die konsequente Dokumentation von Prozessen und Entscheidungen schafft zudem eine wertvolle Wissensbasis f\u00fcr zuk\u00fcnftige Vorhaben.<\/p>","protected":false},"excerpt":{"rendered":"<p>Der Boomerang Bet ist eine clevere Wettstrategie, bei der Ihre Eins\u00e4tze quasi zu Ihnen zur\u00fcckkehren. Er bietet eine spannende M\u00f6glichkeit, Ihre Gewinnchancen zu erh\u00f6hen und sorgt f\u00fcr zus\u00e4tzliche Spannung im Spiel. Entdecken Sie, wie dieser beliebte Trick funktioniert. Was ist ein Boomerang Bet? Ein Boomerang Bet ist eine spezielle Wette, bei der du auf mehrere &hellip; <a href=\"https:\/\/alma-apartments.pl\/en\/boomerang-bet-was-sie-uber-diese-wettstrategie-18\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8222;Boomerang Bet Was Sie \u00fcber diese Wettstrategie wissen m\u00fcssen&#8221;<\/span><\/a><\/p>","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[185],"tags":[],"class_list":["post-32372","post","type-post","status-publish","format-standard","hentry","category-news"],"_links":{"self":[{"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/posts\/32372","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/comments?post=32372"}],"version-history":[{"count":1,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/posts\/32372\/revisions"}],"predecessor-version":[{"id":32373,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/posts\/32372\/revisions\/32373"}],"wp:attachment":[{"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/media?parent=32372"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/categories?post=32372"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/alma-apartments.pl\/en\/wp-json\/wp\/v2\/tags?post=32372"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}