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[Label1]
Caption=ABCD is a convex quadrilateral ~~with diagonals AC and BD intersecting ~~at X. The circumcircles of the triangles ~~AXB, BXC, CXD and DXA have centres ~~P, Q, R and S respectively. Move one of ~~the vertices of the quadrilateral ABCD. ~~What do you notice about the ~~quadrilateral PQRS? ~~Make a conjecture about PQRS ~~and prove your conjecture. ~~
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Y=-1.11860989792981

[Label3]
Caption=Another parallelogramm in a quadrilateral
Charset=204
FontName=Arial
FontSize=16
FontUnderline=True
ForeColor=11862016
BackColor=2631680
Transparent=False
Desc=Label "Problem 5"
X=-10.325704054866
Y=5.83323722446706

[Button1]
Type=0
Caption=Auxiliary construction
Fixed=True
Charset=204
FontName=Arial
FontSize=9
FontBold=True
Forecolor=16711680
X=-4.34984512840871
Y=-4.05548100896234
Figure#1=12
Figure#2=9
Figure#3=10
Point#1=7
Point#2=8

[Button2]
Type=0
Caption=Calculation
Fixed=True
Charset=204
FontName=Arial
FontSize=9
FontBold=True
Forecolor=255
X=1.00434235218656
Y=-4.07949978244414
Label#1=2

[Button3]
Type=3
Caption=Out
Fixed=True
Charset=204
FontName=Arial
FontSize=12
Forecolor=-2147483630
X=9.36166347349918
Y=-3.88335670011818
Path=figures.dgf

[Button4]
Type=3
Caption=< Back
Fixed=True
Charset=204
FontName=Arial
FontSize=12
Forecolor=-2147483630
X=-10.1938113378102
Y=-3.74466538939968
Path=Squares around rhombus.dgf

