How Lucky Are You? Quiz-style Game Information Page
| Highscores (508 registered players) | ||||
|---|---|---|---|---|
| Member | Score | Time | Date | |
| 1 | Trevor821 | 100% | 0:02.3 min. | 3 Jan, '10 |
| 2 | gmelia | 100% | 0:02.6 min. | 3 Apr, '09 |
| 3 | Eleomora | 100% | 0:05.0 min. | 28 Aug, '09 |
| 4 | rirebel17 | 100% | 0:05.7 min. | 25 Aug, '11 |
| 5 | B100 | 100% | 0:06.7 min. | 24 Jun, '11 |
| 6 | heateh | 100% | 0:08.9 min. | 25 Jul, '12 |
| 7 | sven-the-man2 | 100% | 0:11.3 min. | 15 Jun, '12 |
| 8 | bix21 | 100% | 0:11.5 min. | 2 Sep, '10 |
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Latest Players
Unregistered Player , 1 day agoktreenbean13 , 4 days ago
ktreenbean13 , 4 days ago
ktreenbean13 , 4 days ago
Unregistered Player , 1 week ago
How Lucky Are You? Quiz-style
(The game is now in 'redemption mode' so the odds go out the window.) I have fixed it so anyone can get 100%. Originally,
The odds of getting 100 per cent were 1 in 4800 (5*4*3*2*5*4*2), which is a bit better than the original game with the dwarves, which had odds of 7! = 5040
But despite the fact that there was a clear warning that 100% was unlikely, people played and then complained. So I changed it so they could fix their scores.
If you want to play it as a game of chance, just always select the first dot (or 2nd dot) as the answer--same dot every time. Then you get the old odds.
Comments (19)
tickman
Folks, you can get 100% every time. On questions 1-7, always select the answer followed by an asterisk*.
On questions 8-14, just select the answer where the symbol matches the symbol given as the question.
1 year ago
kiff13
@ando: Huh?
1 year ago
Dal
I rock!!
3 years ago
SuperQuizMaker
VERY COOL
3 years ago
☮♪Cl@r@rojoB@s$(
wow that's so cool
3 years ago
Trevor821
5 stars
3 years ago
ando
this is gay...but funny
3 years ago
mwebb09fh
this game is tough and funny :)
3 years ago
tickman
@Eleomora
The chances of getting 100% in any one playing are 1 in 4800 as described, not 960.
The 1st question has 4 answers, so your chances of getting it right are 1/4 = .25
The 2nd has 5, so your chances there are 1/5=.20
the chances of getting the two correct are 1/5 * 1/4 = 1/(4 * 5) = 1/20 =.05
You multiply the two, as they are assumed to be independent (your success on one does not influence chances on the next).
for the first three, it is 1/4 * 1/5 * 1/5 = 1/(4 * 5 * 5) = 1/100
And for all the questions it is:
1/(4 * 5 * 5 * 4 * 2 * 3 * 2) = 1/4800
No need to divide by five.
But as you say, you are lucky.
I see you've played it several times, which does improve your odds. But the odds given are in terms of a single play.
A lot of people won't play this game because of the long odds: it holds down their overall scores.
So thank you for playing.
3 years ago
Eleomora
:) the chance is 4800/5 = 960
But endly i'm lucky :P
3 years ago