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Author Topic: [ROLLIN.IO] Rollin 2016 New Year // Contests & Giveaways!! / CLOSED.  (Read 23201 times)
LoyceV
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December 25, 2015, 10:41:09 PM
 #541

At current rolling speed the end result will be 1,835,958,571 bets.
My latest estimate: 1,827,270,769 bets.

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December 25, 2015, 10:50:31 PM
 #542

Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1793997579

user : somuchee
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December 25, 2015, 11:19:26 PM
 #543

username: fishscornful
Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1794106748
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December 26, 2015, 12:16:10 AM
 #544

finally i found 1 egg
in roll History

it is the beginning of a new year lol  Grin

https://rollin.io/dice/history/1701012016

username Rollin : Bee

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December 26, 2015, 12:31:33 AM
 #545

Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1794381314

user: retinaglug
ndnh
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December 26, 2015, 07:38:29 AM
 #546

Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1793997579

user : somuchee

somuchee wins 12 mBTC

username: fishscornful
Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1794106748

fishscornful wins 12 mBTC


Hit the Profit Contest II Code : S5

https://rollin.io/dice/history/1794381314

user: retinaglug

retinaglug wins 12 mBTC
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December 26, 2015, 07:40:58 AM
 #547

finally i found 1 egg
in roll History

it is the beginning of a new year lol  Grin

https://rollin.io/dice/history/1701012016

username Rollin : Bee



Rollin Easter Egg Contest Winner : Bee



25 mBTC sent your way!


Hearty Congratulations to Bee!! Cheesy



Solution revealed:

New Year, 1st January 2016, 01 01 2016.
https://rollin.io/dice/history/1701012016


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December 26, 2015, 07:59:34 AM
 #548


Rollin Easter Egg Contest Winner : Bee



25 mBTC sent your way!


Hearty Congratulations to Bee!! Cheesy



Solution revealed:

New Year, 1st January 2016, 01 01 2016.
https://rollin.io/dice/history/1701012016



thank u so much Rollin.io n ndnhc Grin

recieved 25Mbtc !!  Grin



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December 26, 2015, 08:15:18 AM
 #549

On-thread Trivia!




aaaand the question for today is:


Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Q. An emperor wants to find the cleverest of all men in his country to appoint him as his minister. There were three who made it to the last. The emperor places a crown on each of their heads, such that each man could see all of the other crowns, but none their own. Each crown was either gold or silver. The emperor gave his word to the wise men that at least one of them was wearing a gold crown; and that the contest would be fair to all three men. They were also not allowed to speak to each other. The emperor declared that whoever stood up and correctly announced the color of his own crown first would become his new minister. The men sat for a very long time before one stood up and correctly announced the answer. What did he say, and how did he figure it out?




Post your answer(s) with your Rollin account. Rollin account should be at least level 2 OR the bitcointalk account full member and above.
First to answer correctly wins the prize of 5 mBTC for the first question and 10 mBTC for the second..

Remember, no edits. And don't Google. Wink
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December 26, 2015, 09:32:36 AM
 #550

On-thread Trivia!




aaaand the question for today is:


Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Q. An emperor wants to find the cleverest of all men in his country to appoint him as his minister. There were three who made it to the last. The emperor places a crown on each of their heads, such that each man could see all of the other crowns, but none their own. Each crown was either gold or silver. The emperor gave his word to the wise men that at least one of them was wearing a gold crown; and that the contest would be fair to all three men. They were also not allowed to speak to each other. The emperor declared that whoever stood up and correctly announced the color of his own crown first would become his new minister. The men sat for a very long time before one stood up and correctly announced the answer. What did he say, and how did he figure it out?




Post your answer(s) with your Rollin account. Rollin account should be at least level 2 OR the bitcointalk account full member and above.
First to answer correctly wins the prize of 5 mBTC for the first question and 10 mBTC for the second..

Remember, no edits. And don't Google. Wink
He says the color of his crown.
How he figure it out? Simple, because of each man could see the others crown and there's just 3 of them with just 1 gold crown.
Which makes these possiblity :
  • If he saw 2 silver crowns, then his crown is Gold
  • If he saw 1 silver & 1 gold crown, then his crown is silver

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December 26, 2015, 09:33:31 AM
 #551

Let me edit my own answer in a new post, as it doesn't add up Cheesy
Q. An emperor wants to find the cleverest of all men in his country to appoint him as his minister. There were three who made it to the last. The emperor places a crown on each of their heads, such that each man could see all of the other crowns, but none their own. Each crown was either gold or silver. The emperor gave his word to the wise men that at least one of them was wearing a gold crown; and that the contest would be fair to all three men. They were also not allowed to speak to each other. The emperor declared that whoever stood up and correctly announced the color of his own crown first would become his new minister. The men sat for a very long time before one stood up and correctly announced the answer. What did he say, and how did he figure it out?
If someone would see two silver crowns, he would know he wears gold. This didn't happen, as they sat for a very long time, which means there are at least two golden crowns.
This means that one two persons see one silver and one gold crown, which means they still don't know a thing. That leaves the one person who sees gold only, he knows he is wearing silver. Hence he anounces: Iwear silver on my head and becomes minister.

Username: Loyce

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December 26, 2015, 09:49:34 AM
 #552

let's pretend that A is the wisest man .
because no one get picked so there won't be two of the golden crown
A think that there's only one guy wearing the golden crown , and that's himself because they are all wise man , and if they saw the golden crown more than one , they won't sat their for the long time to realize they're not the one got picked Grin
They need to see both the silver crown to make sure that they are getting picked
So there's gonna be only one crown
A will stand up and said : i'm wearing the golden crown Grin
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December 26, 2015, 10:13:58 AM
 #553

the dude probably saw that the other two we're also wearing silver crowns...so he realized that all of them were probably wearing silver crowns..so he stood up and said: "Good game my emperor! GG...no one has the golden crown..only you, now can i be the minister?"



LOL... Cheesy Tongue  Cool

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December 26, 2015, 10:22:41 AM
 #554

On-thread Trivia!




aaaand the question for today is:


Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Q. An emperor wants to find the cleverest of all men in his country to appoint him as his minister. There were three who made it to the last. The emperor places a crown on each of their heads, such that each man could see all of the other crowns, but none their own. Each crown was either gold or silver. The emperor gave his word to the wise men that at least one of them was wearing a gold crown; and that the contest would be fair to all three men. They were also not allowed to speak to each other. The emperor declared that whoever stood up and correctly announced the color of his own crown first would become his new minister. The men sat for a very long time before one stood up and correctly announced the answer. What did he say, and how did he figure it out?




Post your answer(s) with your Rollin account. Rollin account should be at least level 2 OR the bitcointalk account full member and above.
First to answer correctly wins the prize of 5 mBTC for the first question and 10 mBTC for the second..

Remember, no edits. And don't Google. Wink


hmmm..and on the first question?..how should i maximize my odds of living...hmmmm...
simple...i'll use the balls and baskets as deadly weapons and try to kill you first....lol.. ;P

haha!.. not really sure how..but i'll find a way Cheesy

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December 26, 2015, 10:35:01 AM
 #555

On-thread Trivia!




aaaand the question for today is:


Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Finally I can figure it out Grin
If I can put the ball by myself, I will put 5 red + 3 green in the first box and left the 1 green ball in the second box. So whenever I pick the box, I know that the box with just 1 ball on it is have the green ball.
And if I'm not allowed to put the ball by myself, I will just pick the box with less balls. Because the box with more balls is has to be the red ball in it Grin

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December 27, 2015, 02:27:17 AM
 #556

Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Let`s call the 2 boxes, boxA and boxB

the maximize odds for living is

boxA = 1 Green (100%)
BoxB = 3 Green and 5 Red (3/8)

as you have 50% to get boxA and 50% to get boxB, the odds to get a Green ball is:

(1 + 3/8)*1/2 = 11/16 = 68,75%

All other odds are lower because:

if you increase green balls in a boxA - it`ll continue at 100%, but will lower picking green ball at boxB odds
if you put only red balls in a boxA - your odd will be in max 50%
if you make a mist green and red - your odd will be in max 50% too (2green/1red and 2green/4red)
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December 27, 2015, 02:44:30 AM
 #557

A) if my life depended on this , i would cut the green and red balls in half and paste each half with the other half the other color. That way whichever ball is picked i would just flip the ball over to the color green Smiley not sure if that was prohibited .

B) the clever man who stood up would know what his crown was made of by looking at his reflection off the other men's crown. He also knew if his crown was gold or silver by determining if it felt heavy enough to be gold because gold is heavier than silver.


Lol


Rollin username: MzTriple7s


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December 27, 2015, 02:58:21 AM
 #558

Q. An emperor wants to find the cleverest of all men in his country to appoint him as his minister. There were three who made it to the last. The emperor places a crown on each of their heads, such that each man could see all of the other crowns, but none their own. Each crown was either gold or silver. The emperor gave his word to the wise men that at least one of them was wearing a gold crown; and that the contest would be fair to all three men. They were also not allowed to speak to each other. The emperor declared that whoever stood up and correctly announced the color of his own crown first would become his new minister. The men sat for a very long time before one stood up and correctly announced the answer. What did he say, and how did he figure it out?

hmm, i think i understand your idea ndnch... but i think there is a mistake in your question


The key words are

The emperor gave his word to the wise men that at least one of them was wearing a gold crown
and
and that the contest would be fair to all three men

the possible options, because it say it`ll be fair to all three men, so,
1. 2 guys using silver crown isnt fair, because the third man will know he`s using gold crown (unfair)
2. 1 guy using silver crown and 2 gold crown (possible)
3. 3 guys using gold crown - (possible)
4. 3 guys using silver - (impossible)

now we look at option 2 and 3... because other options not possible or unfair
if a guy see 2 gold crown, he can`t know if he`s using Gold(3) or Silver(2)

if a guy see 1 silver and 1 gold, he can know for sure that he`s using a gold crown (2), because option 1 and 4 not possible or unfair
so, the answer is he said is Gold Crown.

This is the only possible answer, the problem is.. you said it must be fair the all three guys

in option 2, the guys that can see 1 silver and 1 gold, can know the answer
so, two of the guys can answer it, but the third one (using silver crown, can`t never know)
so it`s only fair to 2 guys.
So... i think your question is wrong

My answer is> the question have a mistake, because the game was not fair to the 3 guys
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December 27, 2015, 03:44:17 AM
 #559

Finally I can figure it out Grin
If I can put the ball by myself, I will put 5 red + 3 green in the first box and left the 1 green ball in the second box. So whenever I pick the box, I know that the box with just 1 ball on it is have the green ball.

The answer is correct. Cheesy (4 mBTC to Jeremycoin)

Original question:
You are a prisoner sentenced to death. The Emperor offers you a chance to live by playing a simple game. He gives you 50 black marbles, 50 white marbles and 2 empty bowls. He then says, "Divide these 100 marbles into these 2 bowls. You can divide them any way you like as long as you use all the marbles. Then I will blindfold you and mix the bowls around. You then can choose one bowl and remove ONE marble. If the marble is WHITE you will live, but if the marble is BLACK... you will die."

How do you divide the marbles up so that you have the greatest probability of choosing a WHITE marble?


Answer to my variant: (Best Explanation) (3 mBTC to fumblingperch)

Q. You are to divide 9 balls - 4 green and 5 red into 2 boxes. You pick a box at random and a ball from it at random. If it is red, you DIEEEE!, if it is green (I will let) you live. How would you maximize your odds of living?

Let`s call the 2 boxes, boxA and boxB

the maximize odds for living is

boxA = 1 Green (100%)
BoxB = 3 Green and 5 Red (3/8)

as you have 50% to get boxA and 50% to get boxB, the odds to get a Green ball is:

(1 + 3/8)*1/2 = 11/16 = 68,75%

All other odds are lower because:

if you increase green balls in a boxA - it`ll continue at 100%, but will lower picking green ball at boxB odds
if you put only red balls in a boxA - your odd will be in max 50%
if you make a mist green and red - your odd will be in max 50% too (2green/1red and 2green/4red)

.
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December 27, 2015, 03:51:38 AM
 #560

Finally I can figure it out Grin
If I can put the ball by myself, I will put 5 red + 3 green in the first box and left the 1 green ball in the second box. So whenever I pick the box, I know that the box with just 1 ball on it is have the green ball.

The answer is correct. Cheesy (4 mBTC to Jeremycoin)
Thanks.
I'm sorry if my explanation is not that good Grin
BTW, my username is Jeremyroll

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