[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-casino-volatility-de":3,"related-volatility-de":49,"mdc-tdwtrz-key":54},{"id":4,"slug":5,"status":6,"section":7,"category":8,"difficulty":9,"aliases":10,"related_terms":15,"related_calculators":20,"term":25,"definition":26,"content":27,"example":28,"faq":29,"availableLocales":42},"c172bc4f-185e-46a2-b119-686e8a8e2c82","volatility","published","casino","rtp-variance","intermediate",[11,12,13,14],"variance","risk level","hit frequency inverse","payout distribution",[16,17,18,19],"rtp","hit-frequency","max-win","standard-deviation",[21,22,23,24],"\u002Fcasino\u002Fvolatility-calculator","\u002Fcasino\u002Fslot-dna","\u002Fcasino\u002Fslot-comparison","\u002Fcasino\u002Fsession-simulator","Volatilität (Varianz)","Volatilität (Varianz) misst, wie die Auszahlungen eines Slots über Zeit verteilt sind—die Häufigkeit und Größe von Gewinnen. Niedrige Volatilität Slots zahlen oft, aber kleine Beträge; hohe Volatilität zahlt selten, kann aber massive Gewinne liefern. Zwei Slots mit identischem 96% RTP können sich völlig unterschiedlich anfühlen: einer mahlt stetig, der andere geht 100 Spins ohne Gewinn und trifft dann 500x. Volatilität bestimmt Ihr Sitzungserlebnis und Bankroll-Anforderungen.","# Volatilität (Varianz)\n\n**Volatilität** beantwortet die Frage, die jeder Slot-Spieler stellen sollte: \"Wie wird sich mein Geld verhalten?\" Zwei Slots mit identischem RTP können völlig unterschiedliche Erfahrungen bieten. Slot A zahlt alle 3-4 Spins kleine Gewinne und mahlt langsam Ihr Guthaben. Slot B geht 50 Spins ohne einen einzigen Gewinn und lässt dann 200x Ihres Einsatzes fallen. Gleiche mathematische Rendite, völlig unterschiedliche Reise. Das Verständnis von Volatilität ist essentiell für die Auswahl von Spielen, die zu Ihrem Bankroll, Ihrer Zeit und Ihren Unterhaltungszielen passen.\n\n## Inhaltsverzeichnis\n\n- [Volatilität verstehen](#understanding)\n- [Volatilitätsstufen erklärt](#levels)\n- [Volatilität vs. RTP](#vs-rtp)\n- [Volatilität messen](#measuring)\n- [Die richtige Volatilität wählen](#choosing)\n- [Volatilitätsstrategie](#strategy)\n- [Beliebte Slots nach Volatilität](#examples)\n\n## Volatilität verstehen {#understanding}\n\n### Was Volatilität wirklich bedeutet\n\nVolatilität beschreibt die statistische Verteilung von Auszahlungen:\n\n| Aspekt | Niedrige Volatilität | Hohe Volatilität |\n|--------|----------------|-----------------|\n| Gewinnhäufigkeit | Alle 2-5 Spins | Alle 10-20+ Spins |\n| Gewinngröße | 0,5-5x Einsatz | 10-1000x+ Einsatz |\n| Durststrecken | Selten, kurz | Häufig, lang |\n| Große Gewinne | Selten | Kernmerkmal |\n| Sitzungsvarianz | Glatt, vorhersehbar | Wilde Schwankungen |\n\n### Die Mathematik hinter Volatilität\n\n```math\n\\text{Volatilität} = \\sigma = \\sqrt{\\frac{\\sum (x_i - \\mu)^2}{N}}\n```\n\nWobei:\n- σ = Standardabweichung (Volatilität)\n- x_i = Einzelspin-Ergebnis\n- μ = Durchschnittsergebnis (RTP)\n- N = Anzahl der Spins\n\n**Höhere Standardabweichung = höhere Volatilität.**\n\n### Visuelle Darstellung\n\n**Niedrige Volatilität Sitzung (1000 Spins):**\n```\nGuthaben: ▄▅▄▅▄▅▆▅▄▅▆▅▄▅▅▄▅▆▅▄\n```\nStetige, kleine Schwankungen um den Startpunkt.\n\n**Hohe Volatilität Sitzung (1000 Spins):**\n```\nGuthaben: ▂▁▁▁▁▁▁▂▁▁▁▁█▆▃▂▁▁▁▁\n```\nLanger Rückgang, plötzliche Spitze, wieder Rückgang.\n\n## Volatilitätsstufen erklärt {#levels}\n\n### Niedrige Volatilität\n\n**Eigenschaften:**\n- Gewinne alle 2-5 Spins\n- Gewinngrößen: 0,2x bis 20x typisch\n- Maximalgewinn: 500-2.000x\n- Durststrecken: Selten über 20 Spins\n- Sitzungslänge: Verlängert mit bescheidenem Bankroll\n\n| Vorteile | Nachteile |\n|------|------|\n| Längere Spielzeit | Niedrige Gewinnobergrenze |\n| Niedrigere Bankroll-Anforderungen | Weniger aufregend |\n| Gut für Bonusfreispielung | Keine \"großen Gewinn\"-Momente |\n| Vorhersehbare Sitzungen | Kann sich repetitiv anfühlen |\n\n**Ideal für:**\n- Bonus-Umsatz (Bust-Risiko minimieren)\n- Spieler mit begrenztem Bankroll\n- Längere Unterhaltungssitzungen\n- Risikoscheue Spieler\n\n### Mittlere Volatilität\n\n**Eigenschaften:**\n- Gewinne alle 5-10 Spins\n- Gewinngrößen: 1x bis 100x typisch\n- Maximalgewinn: 2.000-5.000x\n- Durststrecken: 30-50 Spins möglich\n- Ausgewogenes Risiko\u002FErtrag\n\n| Vorteile | Nachteile |\n|------|------|\n| Ausgewogene Erfahrung | Weder Extrem |\n| Vernünftiges Großgewinn-Potenzial | Befriedigt möglicherweise keine Präferenz |\n| Moderate Bankroll-Anforderungen | Alleskönner |\n| Gute Ergebnisvielfalt | Meister von nichts |\n\n**Ideal für:**\n- Die meisten Spieler\n- Unentschiedene bei Präferenz\n- Moderate Bankrolls\n- Allgemeine Unterhaltung\n\n### Hohe Volatilität\n\n**Eigenschaften:**\n- Gewinne alle 10-30+ Spins\n- Gewinngrößen: 10x bis 1.000x+ typisch\n- Maximalgewinn: 5.000-50.000x+\n- Durststrecken: 100+ Spins häufig\n- Extreme Varianz\n\n| Vorteile | Nachteile |\n|------|------|\n| Lebensveränderndes Gewinnpotenzial | Häufige Bust-Sitzungen |\n| Aufregendes Gameplay | Erfordert großes Bankroll |\n| Große Multiplikatoren | Lange Verlustserien |\n| Unvergessliche Gewinne | Frustrierende Durststrecken |\n\n**Ideal für:**\n- Nervenkitzel-Sucher\n- Spieler mit großem Bankroll\n- \"Großer Gewinn oder Bust\"-Mentalität\n- Sitzungsvielfalt-Sucher\n\n### Volatilitätsskala-Vergleich\n\n| Stufe | Trefferquote | Durchschn. Gewinngröße | Maximalgewinn | Bankroll-Bedarf |\n|-------|---------------|--------------|---------|---------------|\n| Sehr niedrig | 1 in 2-3 | 0,5-2x | 500x | 50 Einsätze |\n| Niedrig | 1 in 4-5 | 1-5x | 1.000x | 100 Einsätze |\n| Mittel-niedrig | 1 in 5-7 | 2-15x | 2.000x | 150 Einsätze |\n| Mittel | 1 in 7-10 | 5-50x | 3.000x | 200 Einsätze |\n| Mittel-hoch | 1 in 10-15 | 10-100x | 5.000x | 300 Einsätze |\n| Hoch | 1 in 15-25 | 20-500x | 10.000x | 400 Einsätze |\n| Sehr hoch | 1 in 25+ | 50-5000x+ | 50.000x+ | 500+ Einsätze |\n\n## Volatilität vs. RTP {#vs-rtp}\n\n### Sie sind unabhängig\n\n| Faktor | RTP | Volatilität |\n|--------|-----|------------|\n| Misst | Gesamtrendite über Zeit | Verteilung dieser Rendite |\n| Ausgedrückt als | Prozentsatz | Niedrig\u002FMittel\u002FHoch |\n| Langzeiteffekt | Bestimmt Endergebnis | Bestimmt Weg zum Ergebnis |\n| Spielererlebnis | Kaum wahrnehmbar | Sofort spürbar |\n\n### Gleicher RTP, unterschiedliche Erfahrung\n\n**Slot A: 96% RTP, Niedrige Volatilität**\n- 1000 Spins à 1€ = ~960€ erwartete Rückzahlung\n- Wahrscheinliches Ergebnis: Ende mit 900-1.020€\n- Erlebnis: Stetige, kleine Gewinne durchgehend\n\n**Slot B: 96% RTP, Hohe Volatilität**\n- 1000 Spins à 1€ = ~960€ erwartete Rückzahlung\n- Wahrscheinliche Ergebnisse: 0€ ODER 2.500€ (mit wenig dazwischen)\n- Erlebnis: Bust-Sitzungen UND Großgewinn-Sitzungen\n\n### Mathematische Beziehung\n\n```math\n\\text{Erwartungswert} = \\text{RTP} \\times \\text{Gesamt gesetzt}\n```\n\nVolatilität ändert den Erwartungswert nicht—sie ändert die Wahrscheinlichkeitsverteilung um diese Erwartung.\n\n**Niedrige Volatilität:** Ergebnisse clustern eng um den Erwartungswert\n**Hohe Volatilität:** Ergebnisse streuen weit über und unter den Erwartungswert\n\n### Was ist wichtiger?\n\n| Zeitrahmen | Wichtiger |\n|-----------|----------------|\n| Einzelne Sitzung | Volatilität |\n| Woche des Spielens | Beide gleich |\n| Monat+ | RTP |\n| Lebenszeit | RTP |\n\nFür Freizeitspieler mit begrenzten Sitzungen ist Volatilität oft wichtiger als kleine RTP-Unterschiede.\n\n## Volatilität messen {#measuring}\n\n### Anbieter-Bewertungen\n\nEinige Anbieter kennzeichnen Volatilität:\n\n| Bewertungssystem | Beispiel-Anbieter |\n|---------------|-------------------|\n| Niedrig\u002FMittel\u002FHoch | NetEnt, Pragmatic |\n| 1-5 Skala | Yggdrasil |\n| Numerisch (1-10) | Verschiedene |\n\n**Problem:** Keine Standardisierung. \"Hoch\" bei einem Anbieter kann \"Mittel\" bei einem anderen sein.\n\n### Auszahlungstabellen-Analyse\n\nSchnelle Volatilitäts-Schätzung aus der Auszahlungstabelle:\n\n| Maximalgewinn | Wahrscheinliche Volatilität |\n|---------|-------------------|\n| \u003C 1.000x | Niedrig |\n| 1.000-5.000x | Mittel |\n| 5.000-10.000x | Mittel-hoch |\n| 10.000-25.000x | Hoch |\n| > 25.000x | Sehr hoch |\n\n### Trefferquote\n\n```math\n\\text{Trefferquote} = \\frac{\\text{Gewinnende Spins}}{\\text{Gesamt Spins}} \\times 100\\%\n```\n\n| Trefferquote | Volatilität |\n|---------------|------------|\n| 35%+ | Sehr niedrig |\n| 25-35% | Niedrig |\n| 20-25% | Mittel |\n| 15-20% | Mittel-hoch |\n| \u003C 15% | Hoch |\n\n### Standardabweichung-Berechnung\n\nFür bekannte Slot-Mechaniken:\n\n```math\n\\sigma = \\sqrt{\\sum P_i \\times (X_i - RTP)^2}\n```\n\nWobei:\n- P_i = Wahrscheinlichkeit jedes Ergebnisses\n- X_i = Auszahlung für jedes Ergebnis\n\n### Volatilitätsindex (VI)\n\nEinige Analysten verwenden:\n\n```math\n\\text{VI} = \\frac{\\text{Standardabweichung}}{\\text{Durchschnittsgewinn}}\n```\n\nHöherer VI = höhere Volatilität\n\n## Die richtige Volatilität wählen {#choosing}\n\n### An Ihr Bankroll anpassen\n\n| Bankroll (in Einsätzen) | Empfohlene Volatilität |\n|-------------------|------------------------|\n| \u003C 50 | Nur niedrig |\n| 50-100 | Niedrig bis mittel |\n| 100-200 | Mittel |\n| 200-400 | Mittel bis hoch |\n| 400+ | Beliebig |\n\n### An Ihre Sitzungslänge anpassen\n\n| Sitzungslänge | Beste Volatilität |\n|----------------|-----------------|\n| 15-30 Min. | Niedrig (Spins maximieren) |\n| 30-60 Min. | Niedrig-mittel |\n| 1-2 Stunden | Mittel |\n| 2+ Stunden | Mittel-hoch (braucht große Gewinne zum Durchhalten) |\n\n### An Ihr Ziel anpassen\n\n| Ziel | Empfohlen |\n|------|-------------|\n| Umsatzanforderungen freispielen | Niedrig |\n| Längere Unterhaltung | Niedrig-mittel |\n| Ausgewogene Erfahrung | Mittel |\n| Jackpots jagen | Hoch |\n| Nervenkitzel suchen | Hoch |\n| Screenshot-würdige Gewinne | Sehr hoch |\n\n### Risikotoleranz-Einschätzung\n\n| Wenn Sie bevorzugen... | Wählen Sie... |\n|------------------|-----------|\n| Stetige, vorhersehbare Ergebnisse | Niedrig |\n| Etwas Aufregung, etwas Stabilität | Mittel |\n| Wilde Schwankungen, großes Potenzial | Hoch |\n| Extreme Ergebnisse | Sehr hoch |\n\n## Volatilitätsstrategie {#strategy}\n\n### Niedrige Volatilität Strategie\n\n**Best Practices:**\n- Niedrigere Einsätze, mehr Spins\n- Auf längere Sitzungen zielen\n- Für Bonusfreispielung nutzen (100% Spielbeitrag + niedriges Bust-Risiko)\n- Zeitlimits setzen, nicht Verlustlimits\n\n**Bankroll-Ansatz:**\n```math\n\\text{Sitzungs-Bankroll} = \\text{Gewünschte Spins} \\times \\text{Einsatzhöhe} \\times 0,5\n```\n\nBeispiel: 200 Spins à 0,50€ = 50€ benötigt\n\n### Hohe Volatilität Strategie\n\n**Best Practices:**\n- Größeres Bankroll einplanen\n- Bust-Sitzungen als normal akzeptieren\n- Für das Feature spielen, nicht das Basisspiel\n- Nach großen Gewinnen aufhören (Gewinn sichern)\n\n**Bankroll-Ansatz:**\n```math\n\\text{Sitzungs-Bankroll} = \\text{Ziel-Spins} \\times \\text{Einsatzhöhe} \\times 2\n```\n\nBeispiel: 200 Spins à 0,50€ = 200€ benötigt\n\n### Bonus-Freispiel-Volatilität\n\nFür Umsatzanforderungen optimale Volatilität berechnen:\n\n| WR-Multiplikator | Volatilitätswahl |\n|---------------|-------------------|\n| 20x oder weniger | Beliebig |\n| 20-35x | Niedrig-mittel |\n| 35-50x | Niedrig |\n| 50x+ | Sehr niedrig |\n\nHoher Umsatz + hohe Volatilität = hohes Bust-Risiko\n\n### Gemischter Volatilitätsansatz\n\nSitzungen diversifizieren:\n- 60% Mittlere Volatilität (Basis)\n- 25% Niedrige Volatilität (Schutz)\n- 15% Hohe Volatilität (Aufwärtspotenzial)\n\n## Beliebte Slots nach Volatilität {#examples}\n\n### Niedrige Volatilität Favoriten\n\n| Slot | Anbieter | RTP | Maximalgewinn |\n|------|----------|-----|---------|\n| Starburst | NetEnt | 96,1% | 500x |\n| Blood Suckers | NetEnt | 98,0% | 900x |\n| Thunderstruck II | Microgaming | 96,7% | 2.400x |\n| Immortal Romance | Microgaming | 96,9% | 12.150x* |\n\n*Immortal Romance hat hohen Max, aber niedrige Volatilität wegen häufiger Basisspiel-Gewinne.\n\n### Mittlere Volatilität Favoriten\n\n| Slot | Anbieter | RTP | Maximalgewinn |\n|------|----------|-----|---------|\n| Gonzo's Quest | NetEnt | 95,97% | 2.500x |\n| Book of Dead | Play'n GO | 96,21% | 5.000x |\n| Wolf Gold | Pragmatic | 96,01% | 2.500x |\n| Big Bass Bonanza | Pragmatic | 96,71% | 2.100x |\n\n### Hohe Volatilität Favoriten\n\n| Slot | Anbieter | RTP | Maximalgewinn |\n|------|----------|-----|---------|\n| Dead or Alive 2 | NetEnt | 96,8% | 111.111x |\n| Razor Shark | Push Gaming | 96,7% | 50.000x |\n| Mental | Nolimit City | 96,09% | 66.666x |\n| San Quentin | Nolimit City | 96,03% | 150.000x |\n\n### Volatilitäts-Referenztabelle\n\n| Slot | Volatilität | RTP | Bemerkenswertes Feature |\n|------|------------|-----|-----------------|\n| Mega Joker | Sehr niedrig | 99,0% | Höchster RTP |\n| Starburst | Niedrig | 96,1% | Bekanntester niedrig-vol. |\n| Jammin' Jars | Mittel-hoch | 96,83% | Cluster Pays |\n| Book of Dead | Mittel | 96,21% | Ägypten-Thema Standard |\n| Gates of Olympus | Hoch | 96,5% | Tumble-Mechanik |\n| Wanted Dead or Wild | Sehr hoch | 96,38% | Extremer Maximalgewinn |\n\n## Volatilitätsmythen {#myths}\n\n### Mythos 1: Hohe Volatilität = Niedrigerer RTP\n\n**Realität:** Volatilität und RTP sind unabhängig. Viele hochvolatile Slots haben ausgezeichneten RTP (96%+).\n\n### Mythos 2: Niedrige Volatilität Slots können nicht groß zahlen\n\n**Realität:** Auch niedrige Volatilität Slots haben Maximalgewinne. Sie werden nur pro Spin weniger häufig getroffen, aber die gesamte Großgewinn-Wahrscheinlichkeit pro Sitzung kann ähnlich sein.\n\n### Mythos 3: Volatilität ändert sich während Sitzungen\n\n**Realität:** Volatilität ist festgelegt. Es mag sich anfühlen, als würde sich die Volatilität ändern, aber das ist nur Varianz in Aktion. Jeder Spin hat identische Verteilung.\n\n### Mythos 4: Man kann hohe Volatilität mit Strategie \"schlagen\"\n\n**Realität:** Kein Wettsystem ändert Volatilität oder RTP. Martingale funktioniert nicht. Einsätze ändern hilft nicht. Die Mathematik ist festgelegt.\n\n## Verwandte Rechner\n\n- [Volatilitätsrechner](\u002Fcasino\u002Fvolatility-calculator) - Volatilität eines Slots schätzen\n- [Slot-DNA-Analyse](\u002Fcasino\u002Fslot-dna) - Komplette Slot-Aufschlüsselung\n- [Slot-Vergleich](\u002Fcasino\u002Fslot-comparison) - Volatilität über Slots vergleichen\n- [Sitzungssimulator](\u002Fcasino\u002Fsession-simulator) - Verschiedene Volatilitätsergebnisse simulieren",null,[30,33,36,39],{"answer":31,"question":32},"Keine ist objektiv besser—es hängt von Ihren Zielen ab. Niedrige Volatilität eignet sich für Bonusfreispielung und längere Spielsitzungen. Hohe Volatilität passt zu Nervenkitzel-Suchern, die große Gewinne jagen. Mittlere Volatilität bietet Balance. Passen Sie Volatilität an Ihr Bankroll, Ihre Zeit und Unterhaltungspräferenzen an.","Ist hohe oder niedrige Volatilität besser?",{"answer":34,"question":35},"Anbieter kennzeichnen manchmal die Volatilität (niedrig\u002Fmittel\u002Fhoch oder 1-5 Skala). Andernfalls prüfen Sie die Auszahlungstabelle: hohe Maximalgewinne (5000x+) deuten auf hohe Volatilität hin. Niedrige Maximalgewinne (500-1000x) suggerieren niedrige Volatilität. Sie können auch Slot-Bewertungsseiten prüfen, die Tausende von Spins analysieren, um die tatsächliche Volatilität zu bestimmen.","Wie erkenne ich die Volatilität eines Slots?",{"answer":37,"question":38},"Nein. Volatilität und RTP sind unabhängig. Ein 96% RTP-Slot gibt 96% über Millionen von Spins zurück, unabhängig von der Volatilität. Aber WIE diese Renditen verteilt sind, unterscheidet sich dramatisch. Hohe Volatilität konzentriert Renditen in seltenen großen Gewinnen; niedrige Volatilität verteilt sie über häufige kleine Gewinne.","Beeinflusst Volatilität den RTP?",{"answer":40,"question":41},"Hohe Volatilität erfordert größere Bankrolls, um Durststrecken zu überleben. Faustregel: Mindestens 200-500 Einsätze. Für einen 1€\u002FSpin-Slot bringen Sie 200-500€ mit. Für niedrige Volatilität reichen 50-100 Einsätze. Ihr Bankroll muss Sie erhalten, bis die Volatilität zu Ihren Gunsten arbeitet.","Welches Bankroll brauche ich für hochvolatile Slots?",[43,44,45,46,47,48],"en","ru","de","es","pt","tr",[50],{"slug":16,"section":7,"category":8,"difficulty":51,"term":52,"definition":53},"beginner","RTP","Return to Player (RTP) ist der Prozentsatz aller eingesetzten Gelder, den ein Casinospiel im Laufe der Zeit an die Spieler zurückzahlt. Ein RTP von 96% bedeutet, dass das Spiel im Durchschnitt 96 € für jeden eingesetzten 100 € zurückgibt. RTP ist das Gegenteil des Hausvorteils und die wichtigste Kennzahl für den Vergleich von Spielautomaten und Tischspielen.",{"data":55,"body":56},{},{"type":57,"children":58},"root",[59,67,79,85,154,160,167,172,294,300,899,904,927,935,941,949,962,967,975,984,989,995,1000,1008,1036,1110,1118,1141,1147,1154,1182,1254,1261,1284,1289,1296,1324,1396,1403,1426,1432,1665,1671,1677,1774,1780,1788,1806,1814,1831,1837,1966,1971,1988,1994,2065,2070,2076,2082,2087,2147,2157,2163,2168,2249,2254,2490,2570,2576,2581,3012,3016,3029,3035,3040,3230,3235,3241,3247,3333,3339,3412,3418,3511,3517,3587,3593,3599,3607,3630,3638,3964,3969,3975,3982,4005,4012,4238,4243,4249,4254,4324,4329,4335,4340,4358,4364,4370,4489,4494,4500,4616,4622,4739,4745,4902,4908,4914,4924,4930,4939,4945,4954,4960,4969,4975],{"type":60,"tag":61,"props":62,"children":64},"element","h2",{"id":63},"volatilität-varianz",[65],{"type":66,"value":25},"text",{"type":60,"tag":68,"props":69,"children":70},"p",{},[71,77],{"type":60,"tag":72,"props":73,"children":74},"strong",{},[75],{"type":66,"value":76},"Volatilität",{"type":66,"value":78}," beantwortet die Frage, die jeder Slot-Spieler stellen sollte: \"Wie wird sich mein Geld verhalten?\" Zwei Slots mit identischem RTP können völlig unterschiedliche Erfahrungen bieten. Slot A zahlt alle 3-4 Spins kleine Gewinne und mahlt langsam Ihr Guthaben. Slot B geht 50 Spins ohne einen einzigen Gewinn und lässt dann 200x Ihres Einsatzes fallen. Gleiche mathematische Rendite, völlig unterschiedliche Reise. 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Jeder Spin hat identische Verteilung.",{"type":60,"tag":161,"props":4955,"children":4957},{"id":4956},"mythos-4-man-kann-hohe-volatilität-mit-strategie-schlagen",[4958],{"type":66,"value":4959},"Mythos 4: Man kann hohe Volatilität mit Strategie \"schlagen\"",{"type":60,"tag":68,"props":4961,"children":4962},{},[4963,4967],{"type":60,"tag":72,"props":4964,"children":4965},{},[4966],{"type":66,"value":4921},{"type":66,"value":4968}," Kein Wettsystem ändert Volatilität oder RTP. Martingale funktioniert nicht. Einsätze ändern hilft nicht. Die Mathematik ist festgelegt.",{"type":60,"tag":61,"props":4970,"children":4972},{"id":4971},"verwandte-rechner",[4973],{"type":66,"value":4974},"Verwandte Rechner",{"type":60,"tag":86,"props":4976,"children":4977},{},[4978,4988,4998,5008],{"type":60,"tag":90,"props":4979,"children":4980},{},[4981,4986],{"type":60,"tag":94,"props":4982,"children":4983},{"href":21},[4984],{"type":66,"value":4985},"Volatilitätsrechner",{"type":66,"value":4987}," - Volatilität eines Slots schätzen",{"type":60,"tag":90,"props":4989,"children":4990},{},[4991,4996],{"type":60,"tag":94,"props":4992,"children":4993},{"href":22},[4994],{"type":66,"value":4995},"Slot-DNA-Analyse",{"type":66,"value":4997}," - Komplette Slot-Aufschlüsselung",{"type":60,"tag":90,"props":4999,"children":5000},{},[5001,5006],{"type":60,"tag":94,"props":5002,"children":5003},{"href":23},[5004],{"type":66,"value":5005},"Slot-Vergleich",{"type":66,"value":5007}," - Volatilität über Slots vergleichen",{"type":60,"tag":90,"props":5009,"children":5010},{},[5011,5016],{"type":60,"tag":94,"props":5012,"children":5013},{"href":24},[5014],{"type":66,"value":5015},"Sitzungssimulator",{"type":66,"value":5017}," - Verschiedene Volatilitätsergebnisse simulieren"]