Android port?
Dolyla!! It's Don Juan, not Dom!Kadajko Here is the intro "personalized" added :
Grace will asks your name and :
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View attachment 3032349
And depending of your choice you will have the Elise Intro or not...
I think it's a good deal.
Dolyla
Oh ? I was sure it was Dom Juan in English -_-Dolyla!! It's Don Juan, not Dom!
How can Grace always look so lovely, by the way?
Nope!Oh ? I was sure it was Dom Juan in English -_-
As doña would be the feminine term.Nope!
Don is a Spanish (and Italian) word that means "mister" which is used with a man's first name (Don Antonio, Don Fernando, etc.) to show respect.
The Don Juan character is Spanish, and he is called Don Juan in every language. Dom doesn't exist. The only Dom I know about is the French Dom Perignon
CorrectoAs doña would be the feminine term.
nope ugly tatoos that 5 yearold would get ewww
I guess you're a 5 years old if you think it's ewww.nope ugly tatoos that 5 yearold would get ewww
Well she is wrong. After the first pick, the white ball is removed from the calculation itself leaving behind two cups - one with white ball and the other with black ball. Now the probability calculation only involves only the two cups as we know for sure(there is no need of probability for a sure event) that the third cup has white ballThat's Ruby's Magicka
But you can verify if she's wrong if you want
And you're wrong... By knowing the ball isn't under the third cup that changes everything. there were 33% from each cup. You have 33 for A / 33 for B and 33 for C / If you choose B you have 33 and still have 66 % it is on A or C.... BUT you know that it isn't in A so the 66% are all on C !Well she is wrong. After the first pick, the white ball is removed from the calculation itself leaving behind two cups - one with white ball and the other with black ball. Now the probability calculation only involves only the two cups as we know for sure(there is no need of probability for a sure event) that the third cup has white ball
Let me ask you a question. If in that instance the mc takes a cup, what is the probability that the ball under the cup is 33% black and 66% white? Such is your explanation. It doesn't hold any validity.And you're wrong... By knowing the ball isn't under the third cup that changes everything. there were 33% from each cup. You have 33 for A / 33 for B and 33 for C / If you choose B you have 33 and still have 66 % it is on A or C.... BUT you know that it isn't in A so the 66% are all on C !
Look at movies "blackjack 21" or read the Monty hall Problem / Paradox
That's why she specifically ask to let a player draw the ball before... to know where the ball is not.