Is this the unluckiest?
928148
ha! ha! he!he! not funny but you just have to laugh
46293
Nope, the lottery is random, and doing either way of the quick pick or your favorite numbers have the same odds. Good luck winning since I never do.
778238
I am a teacher of mathematics and in a 31 year career I have had it happen to me exactly 1 time!!! It is a very very low probability
842300
No such thing as a "worst present".  Appreciate what you are given. Some people get nothing, and might be grateful for what you class as a "worst present".
821118
It is in BETA testing but that is not bad in and of itself.\nIt can be good or bad.  It all depends on what you expect from it.
193209
i ran your query on a market research tool, it shows as a 50% probability of success on the internet. also on yahoo there are two listings for your product and on e-bay there appears to be eight.
1052672
Is this even disputable? Celtics!
701444
It is called an Unbalanced system, some computers run fine, while other will crash! if yours is working fine don't worry!
808864
One guy probably got ahold of a corrupted version.\nFour other people downloaded it from him.\nFrom there, you have 5 bad copies available to you.
249282
Despite the air bubbles, mine seems to be pretty random.\n\nBut I'm curious, did you think that some answers are more common than others? I'll give mine a shake ask what it thinks is the most common answer...\n\nConcentrate and ask again.\n\nDamn!\n\nVery Doubtful.\n\nHmmmm...
13774
Most probably a scam.
1008463
unlucky I would say.. its fair for both teams.. since they both do the same thing.. but having a backup goalie to stop the best germans.. thats unlucky
517252
no, sorry, this sounds like a real mess.  maybe scrap it all and start again
332364
no. sounds like you got unlucky.
999090
is this not ridicules?
883248
Yes, quite a while ago. \nShe now has a new bloke though, unlucky.
236313
Wouldn't the probability than 5 of the 38 thought it was exciting be\n\n38C5(.79^5)(.21^33) = 6.63x10^-18 : basically impossible?  Even if you added in the probabilities of 4, 3, 2, 1, and 0, it's still tiny.\n\nSo I would infer that either the 79% is wrong or the sample was not independently chosen.