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<CaR>
<Construction>
<Window x="0.5085604643628692" y="-4.339780001625495" w="17.246963939729312"/>
<Windowdim w="1451" h="787"/>
<Preferences minfontsize="18" minpointsize="3" minlinesize="1" arrowsize="15" digits.lengths="5" digits.edit="5" digits.angles="0" colorbackground="245,245,245" fig3D="false"/>
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<Point name="A" n="0" color="2" showname="true" x="-5.245569620253164" y="3.3721518987341774" shape="dcross">Point à -5.24557, 3.37215</Point>
<Point name="B" n="3" color="2" showname="true" x="9.754430379746836" y="3.3721518987341774" shape="dcross">Point à 9.75443, 3.37215</Point>
<Segment name="s1" n="4" color="1" from="A" to="B" fixed="15">Segment de P1 à P2 de longueur &quot;15&quot;</Segment>
<Circle name="c1" n="10" color="4" hidden="super" fixed="15" midpoint="B" acute="true">Cercle de centre B de rayon 5.205512097086876</Circle>
<Circle name="c3" n="30" color="4" hidden="super" fixed="2.5" midpoint="A" acute="true">Cercle de centre A de rayon 4.0298198272999635</Circle>
<Circle name="c7" n="46" color="4" hidden="super" fixed="2.5" midpoint="B" acute="true">Cercle de centre B de rayon 2.2151279397608663</Circle>
<Plumb name="perp1" n="7" color="3" hidden="super" point="B" line="s1" valid="true">Perpendiculaire passant par B à s1</Plumb>
<Intersection name="E" n="31" color="2" showname="true" first="s1" second="c3" shape="dcross" which="first">Intersection entre s1 et c3</Intersection>
<Intersection name="C" n="11" color="2" showname="true" first="perp1" second="c1" shape="dcross" which="second">Intersection entre perp1 et c1</Intersection>
<Circle name="c4" n="34" color="4" hidden="super" fixed="3.5" midpoint="E" acute="true">Cercle de centre E de rayon 3.5695003997536627</Circle>
<Plumb name="perp2" n="14" color="3" hidden="super" point="C" line="perp1" valid="true">Perpendiculaire passant par P1 à perp1</Plumb>
<Circle name="c2" n="17" color="4" hidden="super" fixed="15" midpoint="C" acute="true">Cercle de centre C de rayon 14.67403322859451</Circle>
<Segment name="s2" n="21" color="1" from="B" to="C">Segment de B à C</Segment>
<Intersection name="F" n="35" color="2" showname="true" first="s1" second="c4" shape="dcross" which="first">Intersection entre s1 et c4</Intersection>
<Circle name="c11" n="62" color="4" hidden="super" fixed="2.5" midpoint="C" acute="true">Cercle de centre C de rayon 3.105929531672995</Circle>
<Intersection name="D" n="18" color="2" showname="true" first="perp2" second="c2" shape="dcross" which="first">Intersection entre perp2 et c2</Intersection>
<Circle name="c5" n="38" color="4" hidden="super" fixed="3" midpoint="F" acute="true">Cercle de centre F de rayon 2.443580892581163</Circle>
<Intersection name="I" n="47" color="2" showname="true" first="s2" second="c7" shape="dcross" which="first">Intersection entre s2 et c7</Intersection>
<Segment name="s3" n="24" color="1" from="C" to="D">Segment de C à D</Segment>
<Segment name="s4" n="27" color="1" from="D" to="A">Segment de D à A</Segment>
<Intersection name="G" n="39" color="2" showname="true" first="s1" second="c5" shape="dcross" which="first">Intersection entre s1 et c5</Intersection>
<Circle name="c8" n="50" color="4" hidden="super" fixed="3.5" midpoint="I" acute="true">Cercle de centre I de rayon 3.04846574581644</Circle>
<Circle name="c16" n="81" color="4" hidden="super" fixed="2.5" midpoint="D" acute="true">Cercle de centre D de rayon 2.5230502457368376</Circle>
<Circle name="c6" n="42" color="4" hidden="super" fixed="3.5" midpoint="G" acute="true">Cercle de centre G de rayon 3.3027689775063305</Circle>
<Intersection name="J" n="51" color="2" showname="true" first="s2" second="c8" shape="dcross" which="first">Intersection entre s2 et c8</Intersection>
<Intersection name="M" n="63" color="2" showname="true" first="s3" second="c11" shape="dcross" which="first">Intersection entre s3 et c11</Intersection>
<Intersection name="Q" n="82" color="2" showname="true" first="s4" second="c16" shape="dcross" which="first">Intersection entre s4 et c16</Intersection>
<Intersection name="H" n="43" color="2" showname="true" first="s1" second="c6" shape="dcross" which="first">Intersection entre s1 et c6</Intersection>
<Circle name="c9" n="54" color="4" hidden="super" fixed="3" midpoint="J" acute="true">Cercle de centre J de rayon 2.2572932933712675</Circle>
<Circle name="c12" n="66" color="4" hidden="super" fixed="3.5" midpoint="M" acute="true">Cercle de centre M de rayon 2.698141220975125</Circle>
<Circle name="c17" n="85" color="4" hidden="super" fixed="3.5" midpoint="Q" acute="true">Cercle de centre P de rayon 4.52167063273859</Circle>
<Intersection name="K" n="55" color="2" showname="true" first="s2" second="c9" shape="dcross" which="first">Intersection entre s2 et c9</Intersection>
<Intersection name="N" n="67" color="2" showname="true" first="s3" second="c12" shape="dcross" which="first">Intersection entre s3 et c12</Intersection>
<Intersection name="R" n="87" color="2" showname="true" first="s4" second="c17" shape="dcross" which="first">Intersection entre s4 et c17</Intersection>
<Segment name="s8" n="126" color="1" from="M" to="H">Segment de M à H</Segment>
<Circle name="c10" n="58" color="4" hidden="super" fixed="3.5" midpoint="K" acute="true">Cercle de centre K de rayon 2.9829127632029957</Circle>
<Circle name="c13" n="70" color="4" hidden="super" fixed="3" midpoint="N" acute="true">Cercle de centre N de rayon 2.2282782507436645</Circle>
<Circle name="c18" n="90" color="4" hidden="super" fixed="3" midpoint="R" acute="true">Cercle de centre Q de rayon 3.495014680970548</Circle>
<Segment name="s7" n="123" color="1" from="G" to="N">Segment de G à N</Segment>
<Segment name="s11" n="135" color="1" from="K" to="R">Segment de K à R</Segment>
<Intersection name="L" n="59" color="2" showname="true" first="s2" second="c10" shape="dcross" which="first">Intersection entre s2 et c10</Intersection>
<Intersection name="O" n="71" color="2" showname="true" first="s3" second="c13" shape="dcross" which="first">Intersection entre s3 et c13</Intersection>
<Intersection name="S" n="91" color="2" showname="true" first="s4" second="c18" shape="dcross" which="first">Intersection entre s4 et c18</Intersection>
<Intersection name="P2" n="166" color="2" first="s11" second="s7" shape="dot">Intersection entre s11 et s7</Intersection>
<Intersection name="P3" n="170" color="2" first="s8" second="s11" shape="dot">Intersection entre s8 et s11</Intersection>
<Circle name="c20" n="98" color="4" hidden="super" fixed="3.5" midpoint="O" acute="true">Cercle de centre O de rayon 3.752893165412792</Circle>
<Circle name="c21" n="102" color="4" hidden="super" fixed="3.5" midpoint="O" acute="true">Cercle de centre O de rayon 3.8728765259550064</Circle>
<Circle name="c19" n="94" color="4" hidden="super" fixed="3.5" midpoint="S" acute="true">Cercle de centre R de rayon 4.021073375259164</Circle>
<Circle name="c22" n="106" color="4" hidden="super" fixed="3.5" midpoint="S" acute="true">Cercle de centre R de rayon 3.2078378021021225</Circle>
<Circle name="c23" n="109" color="4" hidden="super" fixed="3.5" midpoint="S" acute="true">Cercle de centre R de rayon 2.8555908873958553</Circle>
<Circle name="c24" n="113" color="4" hidden="super" fixed="3.5" midpoint="S" acute="true">Cercle de centre R de rayon 2.933413635020395</Circle>
<Segment name="s6" n="120" color="1" from="O" to="F">Segment de O à F</Segment>
<Segment name="s10" n="132" color="1" from="S" to="J">Segment de S à J</Segment>
<Segment name="s12" n="138" color="1" from="Q" to="L">Segment de Q à L</Segment>
<Segment name="s20" n="171" color="5" from="P2" to="P3">Segment de P2 à P3</Segment>
<Intersection name="P" n="99" color="2" hidden="true" showname="true" first="s3" second="c20" shape="dcross" which="first">Intersection entre s3 et c20</Intersection>
<Intersection name="T" n="95" color="2" hidden="true" showname="true" first="s4" second="c19" shape="dcross" which="first">Intersection entre s4 et c19</Intersection>
<Intersection name="V" n="140" color="2" first="s6" second="s10" shape="dot">Intersection entre s6 et s10</Intersection>
<Intersection name="Y" n="154" color="2" first="s11" second="s6" shape="dot">Intersection entre s11 et s6</Intersection>
<Intersection name="Z" n="158" color="2" first="s6" second="s12" shape="dot">Intersection entre s6 et s12</Intersection>
<Intersection name="P1" n="162" color="2" first="s7" second="s12" shape="dot">Intersection entre s7 et s12</Intersection>
<Intersection name="P4" n="174" color="2" hidden="true" first="s8" second="s10" shape="dot">Intersection entre s8 et s10</Intersection>
<Intersection name="P5" n="182" color="2" first="s10" second="s7" shape="dot">Intersection entre s10 et s7</Intersection>
<Segment name="s5" n="117" color="1" from="E" to="P">Segment de E à P</Segment>
<Segment name="s9" n="129" color="1" from="I" to="T">Segment de I à T</Segment>
<Segment name="s17" n="159" color="5" from="Y" to="Z">Segment de Y à Z</Segment>
<Segment name="s18" n="163" color="5" from="Z" to="P1">Segment de Z à P1</Segment>
<Segment name="s19" n="167" color="5" from="P1" to="P2">Segment de P1 à P2</Segment>
<Segment name="s21" n="175" color="5" from="P3" to="P4">Segment de P3 à P4</Segment>
<Segment name="s23" n="183" color="5" from="P4" to="P5">Segment de P4 à P5</Segment>
<Intersection name="U" n="139" color="2" first="s9" second="s6" shape="dot">Intersection entre s9 et s6</Intersection>
<Intersection name="W" n="146" color="2" first="s10" second="s5" shape="dot">Intersection entre s10 et s5</Intersection>
<Intersection name="X" n="150" color="2" first="s11" second="s5" shape="dot">Intersection entre s11 et s5</Intersection>
<Intersection name="" n="186" color="2" first="s7" second="s9" shape="dot">Intersection entre s7 et s9</Intersection>
<Segment name="s13" n="143" color="5" from="U" to="V">Segment de U à V</Segment>
<Segment name="s14" n="147" color="5" from="V" to="W">Segment de V à W</Segment>
<Segment name="s15" n="151" color="5" from="W" to="X">Segment de W à X</Segment>
<Segment name="s16" n="155" color="5" from="X" to="Y">Segment de X à Y</Segment>
<Segment name="s24" n="187" color="5" from="P5" to="">Segment de P5 à P6</Segment>
<Segment name="s25" n="190" color="5" from="" to="U">Segment de P6 à U</Segment>
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</Construction>
</CaR>
