ref is malaysian = poor country = arab money!
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2016 U23 Asian Cup MD 2: 15/01/2016: Iran - Qatar; Time, Date, Info and Report
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Originally posted by persianfire View PostHow many imported players does U-23 Qatar have?
The rest all have arab names.
What is suspisious, however, is that they have 2 players with birthdate of 1st January 1993. If they were born 1 day earlier, they would not have been allowed to participate in u23.
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For those who wanna watch something until Iran-Qatar:
IRAN VS. SAUDI opening handball asian cup match. Serves as qualifier for the world champs next year in france.
http://www1.live.irib.ir/#varzesh
telewebion has a better quality i think
LETS GO IRAN!!
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Originally posted by persianfire View PostMalaysia isn't a poor country. They are better than us in GDP per capita.
The ref is limited in what he can do. Iran just need to focus and have a strong mentality. Early goal is key!!!
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Originally posted by Bi-honar View PostNo, don't feel bad LP jaan. IMHO 2-4 a.m. is the absolute worst time to watch a game because you can't get your REM sleep either before or after the match.
For earlier matches you can just stay up and go to sleep after and for later matches you can sleep and get up early, but this time slot is just the worst. I struggled BIG time for the Guam-Iran match and was a total write-off the next day.
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Originally posted by Bessos View PostI don't think they have any. However they have someone with an Iranian name in their team: Ahmad Moein Doozandeh.
The rest all have arab names.
What is suspisious, however, is that they have 2 players with birthdate of 1st January 1993. If they were born 1 day earlier, they would not have been allowed to participate in u23.
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Originally posted by Bessos View PostWhat is suspisious, however, is that they have 2 players with birthdate of 1st January 1993. If they were born 1 day earlier, they would not have been allowed to participate in u23.
In probability theory, the birthday problem or birthday paradox[1] concerns the probability that, in a set of n randomly chosen people, some pair of them will have the same birthday. By the pigeonhole principle, the probability reaches 100% when the number of people reaches 367 (since there are only 366 possible birthdays, including February 29). However, 99.9% probability is reached with just 70 people, and 50% probability with 23 people. These conclusions are based on the assumption that each day of the year (except February 29) is equally probable for a birthday.
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Link for the people who want to see the Syria - China match
http://cdn.livetvcdn.net/webplayer2....3&ci=1510&si=1
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