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This is the fifth comic in the series of [[:Category:Bad Map Projections|Bad Map Projections]] displaying Bad Map Projection #248: Madagascator. It came about 10 months after the fourth [[2489: Bad Map Projection: The Greenland Special ]] (#299), and was followed about 15 months later by [[2807: Bad Map Projection: ABS(Longitude)]] (#152).  
 
This is the fifth comic in the series of [[:Category:Bad Map Projections|Bad Map Projections]] displaying Bad Map Projection #248: Madagascator. It came about 10 months after the fourth [[2489: Bad Map Projection: The Greenland Special ]] (#299), and was followed about 15 months later by [[2807: Bad Map Projection: ABS(Longitude)]] (#152).  
  
This time, [[Randall]] used the classic {{w|Mercator projection}} but instead of placing the North Pole on top and the South Pole on the bottom it is oriented so that the top is the island of {{w|Mahé, Seychelles|Mahé}}.  The map projection is technically an {{w|Oblique Mercator projection}}, with an unusual choice of the cylinder's axis.  Since the Mercator projection tends to visually distort areas near the top and bottom of the resulting map, this gives some areas, notably Madagascar, very unusual shapes, hence the name the ''Madagascator'' — a portmanteau of "Madagascar" and "Mercator"!
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This time, [[Randall]] used the classic {{w|Mercator projection}} but instead of placing the North Pole on top and the South Pole on the bottom it is oriented so that the top is the island of {{w|Mahé, Seychelles|Mahé}}.  The map projection is technically a {{w|Oblique Mercator projection}}, with an unusual choice of the cylinder's axis.  Since the Mercator projection tends to visually distort areas near the top and bottom of the resulting map, this gives some areas, notably Madagascar, very unusual shapes, hence the name the ''Madagascator'' — a portmanteau of "Madagascar" and "Mercator"!
  
 
The Mercator projection became the standard projection for world maps during the 1800s, because a straight line (or {{w|rhumb line}}) in a Mercator map represents a constant bearing relative to true north. Historically, when navigation was performed by compass, this was a very valuable feature, since one (adjusting for the differences between true and magnetic north) could plot a constant-bearing course between two locations by simply looking at their relative direction on the map.
 
The Mercator projection became the standard projection for world maps during the 1800s, because a straight line (or {{w|rhumb line}}) in a Mercator map represents a constant bearing relative to true north. Historically, when navigation was performed by compass, this was a very valuable feature, since one (adjusting for the differences between true and magnetic north) could plot a constant-bearing course between two locations by simply looking at their relative direction on the map.

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