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The global statistics

The problem: If the various national football player the world instead of building on their football skills on the basis of the economic / social, who would win the championship?
That is, if you count only the GDP or infant mortality who would win? The answer can be found on

http://smanettare.altervista.org/wc_stats/wc_sub.php

How? According to the data (x ) is assigned a score (P ) between 90 and 10 by the classic P = (x-xmin) / (xmax-xmin) * (90-10) +10 with xmin and xmax the minimum and maximum values \u200b\u200bthat x takes . P is the probability of a team (normalized to 100) to score a goal. The two teams trying to make 3 goals apiece. Mechanism trivial, I know. Written in PHP. Since
P is a probability that is generated each time the page changes the outcome of the simulation. If you endless simulations ... Well, enjoy!

scattered Considerations: Please note that the African nations and some Asian ones are very strong when it comes to bad luck. The U.S. is often very strong, unlike those in football. South Africa is hosting the World Cup was a third-world, professional. Also note that Italy has a fairly high death rate. Fear. Some notes

:

• data are taken from a British site, so mischione Italian-English is due to this.
• I do not remember the name of the site.
• alas missing data. are replaced with little grimly plausible zero.
• abbreviations of nations are not official ones. Take good peace.
• the knockout is created with the criterion rather than randomized FIFA. Take good peace here.

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