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Draw a right line of any length and mark points of division that
locate the position of redan capitals along the line. In this example a distance
of 100 yards will be maintained between the capitals.
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Drop perpendicular lines from each point of division toward the
interior (unengaged) side of the line. In this case the mathematics of the
line require perpendiculars that are about 44 yards long to produce 90 degree
re-entering angles where the faces of the acute and obtuse redans intersect.
Connect the interior extremities of the perpendiculars with a right line
to establish an interior or rear boundary line. This interior boundary will
contain the vertices of the re-entering angles.
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Taking up the protractor and placing its central point at each
of the points of division on the front boundary line produce alternating
60 and 120 degree angles from collateral points of division. Each line
representing the faces of the redans should e produced to its intersection
with the rear boundary line, which should also be the point where the collateral
redan faces intersect.
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This tracing based on front boundary segments that are 100 yards
apart produces obtuse redans with faces that are 87 yards long and acute
redan faces that are approximately 53 yards long. Assuming the absence of
an artillery armament and a defense in two ranks with each file covering
one running yard of the interior crest 100 lateral yards of front would require
280 men for an adequate defense of the line and all points salient points
of the line would be well within range of small arms fire.
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