Re: The Cum Schedule Game - Week 6
Posted: Wed Jan 13, 2010 9:05 pm
Quiet on here this evening. How is everyone?
Dix.
Dix.
... for the explorer at heart!
https://milovana.com/forum/
14 hour workday yesterday sucked, but doing well, thanx. I slept in and had some nice 'relief' when I woke!dix wrote:Quiet on here this evening. How is everyone?
Dix.
No, math never seems to bore me. I love numbers! I work sudoku in my sleep too!Lucky wrote:aren't you guys bored of that math yet?![]()
lets ask Little Miss Jay for a "help"![]()
Honey, can you tease us with something like beautiful hips in a silk pantyhose and mini?![]()
Cum on, who are ready to give up and use a point for such a tease?
Should be like thisraistlan1982 wrote:smiller wrote:From a mathematical point of view dubble. 6 is the best. You have the highest actuarial expectation.
I may also go for six.
Actuarial expectation for orgasms over the next two weeks depending on first roll:
1) 4,50
2) 5,33
3) 6,00
4) 6,50
5) 6,83
6) 7,00
Anything below 4 doesn't make sense in my mathematical point of view
I actually get different numbers.l
1) 3.5*(6/6) + 1 = 4.5
2) 3.5*(5/6) + 2 = 4.92
3) 3.5*(4/6) + 3 = 5.33
4) 3.5*(3/6) + 4 = 5.75
5) 3.5*(2/6) + 5 = 6.17
6) 3.5*(1/6) + 6 = 6.58
First there is an expectancy of 3.5 on the roll for next week, but you have to account for the probability that you might lose out on that roll. Finally, add in how many you take this week.
However, remember that expectancy only pans out over the long run and anything is possible in one week!
Anyway, you have the same conclusion, just different numbers.
Lucky wrote:aren't you guys bored of that math yet?![]()
lets ask Little Miss Jay for a "help"![]()
Honey, can you tease us with something like beautiful hips in a silk pantyhose and mini?![]()
Cum on, who are ready to give up and use a point for such a tease?
Ok, your problem here is that you are eliminating the possibility that numbers can be rolled next week. For example, if you take 2 this week, then you are saying that there is no chance of rolling a 1 next week [by saying (1/6)*0]. However, no matter what is rolled this week, the expected value of next weeks roll is still 3.5smiller wrote:Should be like thisraistlan1982 wrote:smiller wrote:From a mathematical point of view dubble. 6 is the best. You have the highest actuarial expectation.
I may also go for six.
Actuarial expectation for orgasms over the next two weeks depending on first roll:
1) 4,50
2) 5,33
3) 6,00
4) 6,50
5) 6,83
6) 7,00
Anything below 4 doesn't make sense in my mathematical point of view
I actually get different numbers.l
1) 3.5*(6/6) + 1 = 4.5
2) 3.5*(5/6) + 2 = 4.92
3) 3.5*(4/6) + 3 = 5.33
4) 3.5*(3/6) + 4 = 5.75
5) 3.5*(2/6) + 5 = 6.17
6) 3.5*(1/6) + 6 = 6.58
First there is an expectancy of 3.5 on the roll for next week, but you have to account for the probability that you might lose out on that roll. Finally, add in how many you take this week.
However, remember that expectancy only pans out over the long run and anything is possible in one week!
Anyway, you have the same conclusion, just different numbers.![]()
But anyway. Haven't used anything so far.
1) 1 + (1/6)*1 + (1/6)*2 + (1/6)*3 + (1/6)*4 + (1/6)*5 + (1/6)*6 = 4,50
2) 2 + (1/6)*0 + (1/6)*2 + (1/6)*3 + (1/6)*4 + (1/6)*5 + (1/6)*6 = 5,33
3) 3 + (1/6)*0 + (1/6)*0 + (1/6)*3 + (1/6)*4 + (1/6)*5 + (1/6)*6 = 6,00
4) 4 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*4 + (1/6)*5 + (1/6)*6 = 6,50
5) 5 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*5 + (1/6)*6 = 6,83
6) 6 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*0 + (1/6)*6 = 7,00
Never thought I'd hear the day you'd admit that dix!dix wrote:I'm fine thanks, feeling a bit better now.
As for "honey" even I'm not that brave/cheeky
Dix.
koala17 wrote:Hello..
.. just used my first point..good start I'd say, but I'm still not overly optimistic.. yea, I'm well aware that the end-game is crucial, Saturday and Sunday will sort out the winners..!
