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 [GP] Change FLAT RATE bonuses
 [GP] Change FLAT RATE bonuses j35t3r.us
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 Theguyoverthere
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 lgoasklucyl
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 dhallmeyer
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 e_i_pi
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			e_i_pi wrote:The chances of having a mixed is the same as the chances of having a coloured set you know

 Woodruff
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		e_i_pi wrote:The chances of having a mixed is the same as the chances of having a coloured set you know
TheSaxlad wrote:The Dice suck a lot of the time.
And if they dont suck then they blow.

 Joodoo
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		Joodoo wrote:e_i_pi wrote:The chances of having a mixed is the same as the chances of having a coloured set you know
then we should make all of the sets worth 10 armies / 8 armies

 e_i_pi
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 Timminz
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 owenshooter
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 Kotaro
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 Optimus Prime
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		 j35t3r.us
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		owenshooter wrote:if you want to remove the luck factor from flat rate, then don't play flat rate.

 GenuineEarlGrey
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		My secretary already typed my response.Optimus Prime wrote:I happen to like my flat rate spoils just the way they are to be honest. No need to go fixing something that isn't broken.


 cicero
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 KernowWarrior
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 5
5 
		 iambligh
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		j35t3r.us wrote:Thats what? 7 for and 3 against. More replies please.
As stated above, cards have the same chances to be drawn but are worth different amounts. This is bad math. Make it more rare for the higher handins, makes no sense to have higher handins same probability as lower handins. I mean heck... Flat rate means FLAT RATE, not different rates!

 Woodruff
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		iambligh wrote:what about 20 for a full-house?

 oVo
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		Optimus Prime wrote:I happen to like my flat rate spoils just the way they are to be honest. No need to go fixing something that isn't broken.

 Kotaro
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		 PLAYER57832
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		e_i_pi wrote:Joodoo wrote:e_i_pi wrote:The chances of having a mixed is the same as the chances of having a coloured set you know
then we should make all of the sets worth 10 armies / 8 armies
That's what I mean.
RRR: 6 armies
GGG: 6 armies
BBB: 6 armies
RGB: 10 armies
is exactly the same as
RRR: 10 armies
GGG: 6 armies
BBB: 6 armies
RGB: 6 armies
statistically
lancehoch wrote:To answer the question from the thread title, actually mixed sets are more common than any single instance of a single colored set:
3 cards: 27 possibilities- 1/27 red, 1/27 green, 1/27 blue, 6/27 mixed, 18/27 no set
4 cards: 81 possibilities- 9/81 red, 9/81 green, 9/81 blue, 36/81 mixed, 18/81 no set
5 cards (note you can have a mixed set and a plain color set, I am counting these as mixed): 243 possibilities- 31/243 red, 31/243 green, 31/243 blue, 150/243 mixed, 0/243 no set
in percentages (mixed only):
3 cards: 22.22%
4 cards: 44.44%
5 cards: 61.73%
So to answer your question, yes it is very common to get a mixed set.
 lancehoch
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		 ahunda
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