#20352: "Re-implement dice roll function so that probabilities for doubles are respected"
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| # | Status | Votes | Game | Type | Title | Last update |
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Descrición detallada
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• Por favor, copia e pega a mensaxe de erro que ves na túa pantalla, se houbera algún.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
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• Por favor, explica o que querías facer, o que fixeche e o que pasou
• Cal é o teu navegador?
Google Chrome v83
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• Por favor, copia/pega o texto amosado en inglés no canto do teu idioma. Se tes un pantallazo deste erro (boa práctica), podes usar Imgur.com para subilo e copiar/pegar a ligazón aquí.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
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• É este o texto dispoñible no sistema de tradución? Se é así, foi traducido fai máis de 24 horas?
• Cal é o teu navegador?
Google Chrome v83
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• Por favor explica a túa suxestión de maneira precisa e concisa para que sexa o máis sinxelo posible entender o que queres dicir.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
• Cal é o teu navegador?
Google Chrome v83
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• Qué había na pantalla cando se quedou bloqueado? (mensaxe de erro?, pantalla en blanco?, unha parte da interface do xogo?)
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
• Cal é o teu navegador?
Google Chrome v83
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• Qué parte das regras non se cumpriron na adaptación da BGA?
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
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• é visible a violación das regras na repetición? Se o é, en que número de movemento?
• Cal é o teu navegador?
Google Chrome v83
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• Qué acción de xogo querías realizar?
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
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• Qué é o que tratache de facer para activar esta acción do xogo?
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• Qué sucedeu cando o fixeche (a mensaxe de erro, mensaxe na barra de estado do xogo, ...)?
• Cal é o teu navegador?
Google Chrome v83
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• En que paso do xogo ocorreu o problema (cal foi a instrucción actual do xogo)?
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
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• Qué sucedeu cando tratache de facer unha acción de xogo (mensaxe de erro, mensaxe na barra de estado do xogo, ...)?
• Cal é o teu navegador?
Google Chrome v83
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• Por favor, describe o problema de visualización. Se tes un pantallazo deste erro (boa práctica), podes usar Imgur.com para subilo e copiar/pegar a ligazón aquí.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
• Cal é o teu navegador?
Google Chrome v83
-
• Por favor, copia/pega o texto amosado en inglés no canto do teu idioma. Se tes un pantallazo deste erro (boa práctica), podes usar Imgur.com para subilo e copiar/pegar a ligazón aquí.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
-
• É este o texto dispoñible no sistema de tradución? Se é así, foi traducido fai máis de 24 horas?
• Cal é o teu navegador?
Google Chrome v83
-
• Por favor explica a túa suxestión de maneira precisa e concisa para que sexa o máis sinxelo posible entender o que queres dicir.
When rolling dices, there are 36 possible outcomes. 6 of them are double. Statistically, a double should therefore happen once every 6 rolls. On the BGA implementation of backgammon, this ratio is closer to 1 in 3, so players sometimes get 7, or even 10 doubles out of 24-26 rolls. This is completely unfair and should be fixed.
• Cal é o teu navegador?
Google Chrome v83
Historial de informes
You can't just look at 1 or 2 games. A single game only has ~20ish turns. That's not nearly enough to decide that the numbers aren't random. You need many more rolls. Go ahead and prove it to yourself by playing 20 games, so you get 400 rolls.
Allez voir mes 10 dernières parties, c’est vraiment insensée.
Pourquoi vous programmez ces dés de la sorte?
I cannot do more.
Sometime fate is cruel.
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- Outro DI de mesa / ID de movemento
- Premer F5 resolveu o problema?
- Apareceu o problema varias veces? Tódalas veces? Aleatoriamente?
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