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Beach soccer, also known as beach football, sand football or beasal, is a variant of association football played on a beach or some form of sand. [2]Football has long been played informally on beaches, but the introduction of beach soccer was an attempt to codify rules for the game in 1992 by the founders of Beach Soccer Worldwide, a company set up to develop the sport and responsible for the ...
The field dimensions are within the range found optimal by FIFA: 110–120 yards (100–110 m) long by 70–80 yards (64–75 m) wide. [2] These soccer field dimensions are wider than the regulation American football field width of 53 + 1 ⁄ 3 yards (48.8 m), or the 65-yard (59 m) width of a Canadian football field.
A football pitch or soccer field is the playing surface for the game of association football. Its dimensions and markings are defined by Law 1 of the Laws of the Game , "The Field of Play". [ 1 ] The pitch is typically made of natural turf or artificial turf , although amateur and recreational teams often play on dirt fields.
The penalty area or 18-yard box (also known less formally as the penalty box or simply box) is an area of an association football pitch. It is rectangular and extends 18 yd (16 m) to each side of the goal and 18 yd (16 m) in front of it.
Los Pynandi World Cup Stadium (Spanish: Estadio Mundialista Los Pynandi), also known as Arena Pynandi , [1] is a beach soccer stadium in Luque, Gran Asunción, Paraguay.It is located on the grounds of the Paraguayan Olympic Committee and was purpose-built to be the host venue of the 2019 FIFA Beach Soccer World Cup.
A player doing a keepie-uppie Association football (more commonly known as football or soccer) was first codified in 1863 in England, although games that involved the kicking of a ball were evident considerably earlier. A large number of football-related terms have since emerged to describe various aspects of the sport and its culture. The evolution of the sport has been mirrored by changes in ...
The perimeter of a stadium is calculated by the formula = (+) where a is the length of the straight sides and r is the radius of the semicircles. With the same parameters, the area of the stadium is A = π r 2 + 2 r a = r ( π r + 2 a ) {\displaystyle A=\pi r^{2}+2ra=r(\pi r+2a)} .
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