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)
EN AR, Arc Relative 20-15
Figure 20-10
Table 20-9
Related Commands Group
AA, Arc Absolute The Vector Group
AT, Absolute Arc Three Point
BR, Bezier Relative
BZ, Bezier Absolute
CI, Circle
RT, Relative Arc Three Point
LA, Line Attributes The Line and Fill Attributes Group
LT, Line Type
PW, Pen Width