[saved-setup]
[labels]
title=Graphmatica demo featuring parametric equations
[annotations]
x0 = 2.9807
y0 = -1.3696
text0 = or, you can use real text!
x1 = 3.5
y1 = -2.8136
text1 = See the Annotate feature
x2 = 3.5
y2 = -3.6103
text2 = in the Labels menu

[grid]
left=-11.2000
right=19.5000
top=5.7011
bottom=auto

[options]
detail=axes

[equations]
x=19; y=2-t {1.5, 3} ' a
x=cos(t)+18; y=1.5sin(t)+0.5 {0, 2p} ' a
x=cos(t)+15.5; y=1.5sin(t)+0.5 {30d, 330d} ' c
x=.2cos(t)+14; y=.2sin(t)+2.5 {0, 2p} ' i
x=14; y=2-t {0, 3} ' i
y=3.7 {11.5,13.5} ' t
x=12.5; y=2-t {-2.5, 3} ' t
x=11.5; y=2-t {1.5, 3} ' a
x=cos(t)+10.5; y=1.5sin(t)+0.5 {0, 2p} ' a
x=9; y=2-t {1, 3} ' m
x=cos(-t)+8; y=sin(-t)+1 {-1p, 0} ' m
x=7; y=2-t {1, 3} ' m
x=cos(-t)+6; y=sin(-t)+1 {-1p, 0} ' m
x=5; y=2-t {0, 3} ' m
x=4; y=2-t {1, 3} ' h
x=cos(-t)+3; y=sin(-t)+1 {-1p, 0} ' h
x=2; y=2-t {-3, 3} ' h
x=cos(-t)+.5; y=1.5sin(-t)+0.5 {-1p, 1p} ' p
x=-.5; y=2-t {0,5} ' p
x=-1.5; y=2-t {1.5, 3} ' a
x=cos(t)-2.5; y=1.5sin(t)+0.5 {0, 2p} ' a
x=cos(-t)-5; y=sin(-t)+1 {-1p, 0} ' r
x=-6; y=2+t {-3,0} ' r
y=2 {-9, -7} ' G
x=2cos(t)-9; y=3sin(t)+2 {0.5p, 2p} ' G