how?. HERE IS LINK: funnyjunk.com/showcomment/29033536/#c74 (dedz to coonday for finding it) WOW TOP 15!! i know. Md , ", rolls 71 1. . Add it all together and
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how?

HERE IS LINK: funnyjunk.com/showcomment/29033536/#c74
(dedz to coonday for finding it)
WOW TOP 15!!

i know

Tags: lol | the | game | OC
Md , ", rolls 71 1. . Add it all together and getthe number 33.
tinyman
The chance of rolling something that adds up to 33 is less then rolling mints.
HOW IS THIS ' CAMMENT.
Ar. . f animefag
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Views: 56336
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Submitted: 09/30/2011
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Comments(1117):

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User avatar #2 - thehobgobbler (09/30/2011) [+] (32 replies)
**thehobgobbler rolls 734,182,921** equals 36
#375 - analleakage (09/30/2011) [+] (3 replies)
#141 - anonymous (09/30/2011) [+] (10 replies)
**anonymous rolls 037,664** = 26
Brevikjr
User avatar #142 - allysally (09/30/2011) [+] (18 replies)
**allysally rolls 00** dubs and jesus will rise again!
#520 - icefall (09/30/2011) [+] (4 replies)
Actually.

The probability of getting 5 equal numbers in a 9-digit number is around 1 out of 121 or 0.83%. If you want them to be in a row, then the chances are around 1 out of 20 million or 0.000005%.

The sum of 9 random variables with 10 possibilities (0-9) have a normal distribution that range from a sum of 0 to a sum of 81. The average is going to be 40.5 and the standard deviation is going to be around 8.671. Thus is we use normalpdf(33, 40.5, 8.671) we will find that the probability of getting a sum of 33 is 0.0316 or 3.16%.

It can be concluded that it is 3.8 times more likely to get a sum of 33 than getting 5 identical digits in a 9-digit number.
User avatar #487 - CarlosSpicyWeiners (09/30/2011) [+] (18 replies)
**CarlosSpicyWeiners rolls 477,392,519** =47 not hard
#994 - BatmanHerpDerp (09/30/2011) [+] (10 replies)
**BatmanHerpDerp rolls 705,976,580** 47
User avatar #762 - swiftiee (09/30/2011) [+] (8 replies)
**swiftiee rolls 275,408,051** equals 32
#887 - chatpads (09/30/2011) [+] (5 replies)
**chatpads rolls 4**  
  
# of sides.
**chatpads rolls 4**

# of sides.
#397 - chimpwithalimp (09/30/2011) [+] (6 replies)
**chimpwithalimp rolls 042,452,997** Adds up to 42.
#409 - purpledildo (09/30/2011) [+] (3 replies)
**purpledildo rolls 66**
#459 - anonymous (09/30/2011) [+] (15 replies)
**anonymous rolls 6,208** Pish Posh! I can do that anyday! This is obviously gonna equal 16!
User avatar #636 - MrMeatStick (09/30/2011) [+] (8 replies)
**MrMeatStick rolls 458,057** adds up to 29
#835 - wiinskii (09/30/2011) [+] (3 replies)
**wiinskii rolls 44** Dubz bro
#959 - xalim (09/30/2011) [+] (3 replies)
**xalim rolls 11**
#279 - anonymous (09/30/2011) [+] (3 replies)
**anonymous rolls 77**
User avatar #963 - brootal (09/30/2011) [+] (3 replies)
**brootal rolls 81,360** x 0 = 0
#1021 - retributionz (09/30/2011) [+] (9 replies)
User avatar #1029 to #1021 - elephantcannon (09/30/2011) [-]
**elephantcannon rolls 77** Fuck!
#731 - iwillrollpicture (09/30/2011) [+] (2 replies)
#935 - NickReydonJones (09/30/2011) [+] (2 replies)
**NickReydonJones rolls 02**
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