Editing 2286: 6-Foot Zone

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This comic is about {{w|social distancing}}, a common practice to prevent the spread of the COVID-19. It has been suggested to maintain 6 feet (i.e. 1.8288 m - in e.g. France and Britain the suggested distance is 2 m) of distance between yourself and other people, to prevent the transmission of respiratory droplets from you to others (or vice versa).
 
This comic is about {{w|social distancing}}, a common practice to prevent the spread of the COVID-19. It has been suggested to maintain 6 feet (i.e. 1.8288 m - in e.g. France and Britain the suggested distance is 2 m) of distance between yourself and other people, to prevent the transmission of respiratory droplets from you to others (or vice versa).
  
[[Randall]] takes this 6 feet of distance, and does calculations of the "area" of distancing, "border", population density, and "real estate value". He finally culminates in determining the number of horses that could also fit in the space.
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[[Randall]] takes this 6 feet of distance, and does calculations of the "area" of distancing, "border", population density, and "real estate value". With 6 feet of distance, these calculated variables are incorrect. Besides the radius of the body, only a radius of 3 feet has to be taken into account for a distance of 6 feet between two people. He finally culminates in determining the number of horses that could also fit in the space.
  
 
Randall's border length and approximate area calculations are based on a zone with an outside radius of approximately 6.8 feet or 82 inches (2.07 m), meaning that the person has a radius of approximately 0.8 feet (9.6 in, 0.24 m). That is, 2π(6.8ft) = 42.7 ft and π(6.8ft)<sup>2</sup> = 145.3 ft<sup>2</sup>.
 
Randall's border length and approximate area calculations are based on a zone with an outside radius of approximately 6.8 feet or 82 inches (2.07 m), meaning that the person has a radius of approximately 0.8 feet (9.6 in, 0.24 m). That is, 2π(6.8ft) = 42.7 ft and π(6.8ft)<sup>2</sup> = 145.3 ft<sup>2</sup>.

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