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AuxPoints(2).Y=73.2734867580096
AuxPoints(3).X=400.18696884389
AuxPoints(3).Y=98.7768090210881
AuxPoints(5).X=15
AuxPoints(5).Y=15

[Figure37]
DrawWidth=1
FillColor=8421504
FigureName=Відрізок5
FigureType=1
FigureTypeString=Segment
ForeColor=0
NumberOfChildren=0
NumberOfPoints=2
ZOrder=37
Points0=16
Points1=18
AuxPoints(1).X=415.488965468613
AuxPoints(1).Y=124.280131284167
AuxPoints(2).X=384.884972219167
AuxPoints(2).Y=73.2734867580096

[Label1]
Caption=
Charset=0
FontName=Arial
FontSize=12
ForeColor=0
BackColor=2631680
X=0
Y=0

[Label2]
Caption=Expert system  "Triangle"~~Exploration of the triangle properties
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FontName=Arial
FontSize=14
ForeColor=5308416
BackColor=16777215
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Y=4.92036477181582

[Label3]
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FontName=Arial
FontSize=12
ForeColor=2971904
BackColor=16777215
X=-8.65843836398675
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[Label4]
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FontName=Arial
FontSize=14
ForeColor=151
BackColor=16777215
X=-9.3531114937112
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[Label5]
Caption=Perimeter of the triangle: P=[ab+bc+ac] cm~~Area of the triangle S= [AREA(A,B,C)] cmІ~~~~Center of circumscribed circle: O([O.X], [O.Y])~~Radius of circumscribed circle: R = [Dist(A,O)] cm~~Area of circumscribed circle: S' = [Area(O,C)] cmІ~~~~Center of inscribed circle: O1 ([O1.X], [O1.Y])~~Radius of inscribed circle: r = [Dist(O1,Z)] cm~~Area of inscribed circle: S'' = [Area(O,C)] cmІ
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FontName=Arial
FontSize=12
ForeColor=151
BackColor=16777215
X=-8.98314051499295
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FillStyle=-1
ForeColor=0
NumberOfPoints=4
Type=0
Visible=True
Point1=1
Point2=2
Point3=3
Point4=1

[Button1]
Type=3
Caption=Next >
Fixed=True
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FontName=Arial
FontSize=12
Forecolor=-2147483630
X=7.40768932185369
Y=-3.61201380156502
Path=ceva.dgf

[Button2]
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Caption=< Back
Fixed=True
Charset=204
FontName=Arial
FontSize=12
Forecolor=-2147483630
X=-9.03003450391255
Y=-3.6732343744729
Path=pithagoras.dgf

