Fichier:Hypercycle (vector format).svg

Fichier d’origine(Fichier SVG, nominalement de 400 × 319 pixels, taille : 24 kio)

Ce fichier et sa description proviennent de Wikimedia Commons.

Description

Description
Italiano: Hypercycle generated by all points P equidistance from a line L
Date
Source Travail personnel
Auteur Claudio Rocchini

Conditions d’utilisation

Moi, en tant que détenteur des droits d’auteur sur cette œuvre, je la publie sous la licence suivante :
w:fr:Creative Commons
paternité partage à l’identique
Ce fichier est disponible selon les termes de la licence Creative Commons Attribution – Partage dans les Mêmes Conditions 3.0 (non transposée).
Vous êtes libre :
  • de partager – de copier, distribuer et transmettre cette œuvre
  • d’adapter – de modifier cette œuvre
Sous les conditions suivantes :
  • paternité – Vous devez donner les informations appropriées concernant l'auteur, fournir un lien vers la licence et indiquer si des modifications ont été faites. Vous pouvez faire cela par tout moyen raisonnable, mais en aucune façon suggérant que l’auteur vous soutient ou approuve l’utilisation que vous en faites.
  • partage à l’identique – Si vous modifiez, transformez, ou vous basez sur cette œuvre, vous devez distribuer votre contribution sous la même licence ou une licence compatible avec celle de l’original.

Source Code

Carmetal project:

<?xml version="1.0" encoding="utf-8"?>
<CaR>
<Construction>
<Window x="-0.6246001852892138" y="-0.2943209022126289" w="5.65685424949241"/>
<Windowdim w="960" h="734"/>
<Preferences minfontsize="19" minpointsize="3" minlinesize="1" arrowsize="10" selectionsize="8" monkeyspeed="20" gridopacity="20" digits.lengths="2" digits.edit="4" digits.angles="2" colorbackground="255,255,255" colorbackgroundx="10" colorbackgroundy="7" colorbackgroundPal="4" fig3D="false" figDP="false"/>
<Objects>
<Point name="P1" n="0" color="4" type="thin" x="-0.31244323342416" y="-0.40690281562216146" shape="circle">Punto</Point>
<Point name="P2" n="3" color="2" x="2.979143520318564" y="1.6522357218209853" shape="circle">Punto</Point>
<Circle name="c4" n="4" color="4" type="thick" through="P2" midpoint="P1" acute="true">Circonferenza di centro P1 per P2</Circle>
<Ray name="r6" n="8" color="4" type="thin" from="P1" to="P2">Semiretta da P1 puntando a P2</Ray>
<PointOn name="P3" n="5" color="2" on="c4" alpha="-1.3008839324204509" x="0.7228408399411335" y="-4.148931912413665" shape="circle">Punto su c4</PointOn>
<Plumb name="p6" n="19" color="4" type="thin" point="P2" line="r6" valid="true">Retta perpendicolare per P2 a r6</Plumb>
<Line name="l1" n="164" color="2" type="thin" from="P2" to="P3">Retta per P2 e P3</Line>
<Ray name="r7" n="11" color="4" type="thin" from="P1" to="P3">Semiretta da P1 puntando a P3</Ray>
<PointOn name="P25" n="665" color="4" type="thin" on="p6" alpha="-9.490235681942561" x="8.01229196989879" y="-6.393383582079987" shape="circle">Punto su p6</PointOn>
<Angle name="a1" n="666" color="1" xcoffset="-0.037363657680490915" ycoffset="-0.30320934785334275" unit="°" first="P1" root="P2" second="P25" display="small" filled="true" acute="true">Angolo P1 - P2 - P25</Angle>
<Plumb name="p5" n="16" color="4" type="thin" point="P3" line="r7" valid="true">Retta perpendicolare per P3 a r7</Plumb>
<Intersection name="P4" n="20" color="4" type="thin" first="p5" second="p6" shape="circle">Intersezione tra p5 e p6</Intersection>
<Circle name="c5" n="23" color="4" type="thin" through="P2" midpoint="P4" acute="true">Circonferenza di centro P4 per P2</Circle>
<Angle name="a2" n="669" color="1" xcoffset="0.19874138967385074" ycoffset="0.2320211446644915" unit="°" first="P4" root="P3" second="P1" display="small" filled="true" acute="true">Angolo P4 - P3 - P1</Angle>
<Ray name="r8" n="26" color="4" type="thin" from="P1" to="P4">Semiretta da P1 puntando a P4</Ray>
<Intersection name="P5" n="27" color="4" type="thin" hidden="true" first="r8" second="c5" shape="circle" which="second">Intersezione tra r8 e c5</Intersection>
<Point name="P6" n="158" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P3,P2,P5)&lt;180,x(P2),x(P3))" actx="0.7228408399411335" y="if(a(P3,P2,P5)&lt;180,y(P2),y(P3))" acty="-4.148931912413665" shape="circle" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(A),x(C))&quot;, &quot;if(a(C,A,B)&lt;180,y(A),y(C))&quot; </Point>
<Point name="P7" n="159" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P3,P2,P5)&lt;180,x(P3),x(P2))" actx="2.979143520318564" y="if(a(P3,P2,P5)&lt;180,y(P3),y(P2))" acty="1.6522357218209853" shape="diamond" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(C),x(A))&quot;, &quot;if(a(C,A,B)&lt;180,y(C),y(A))&quot; </Point>
<Point name="P8" n="160" hidden="super" x="(x(P5)^2*y(P6)-x(P5)^2*y(P7)+y(P6)^2*y(P7)-y(P6)^2*y(P5)-y(P6)*y(P7)^2+y(P6)*y(P5)^2-y(P6)*x(P7)^2+y(P7)^2*y(P5)-y(P7)*y(P5)^2+y(P7)*x(P6)^2+y(P5)*x(P7)^2-y(P5)*x(P6)^2)/(2*x(P5)*y(P6)+(-(2*x(P5)))*y(P7)+(-(2*y(P6)))*x(P7)+2*y(P7)*x(P6)+2*y(P5)*x(P7)+(-(2*y(P5)))*x(P6))" actx="5.739893335862397" y="(-x(P5)^2*x(P6)+x(P5)^2*x(P7)+x(P5)*x(P6)^2-x(P5)*x(P7)^2+x(P5)*y(P6)^2-x(P5)*y(P7)^2-x(P6)^2*x(P7)+x(P6)*x(P7)^2+x(P6)*y(P7)^2-x(P6)*y(P5)^2-x(P7)*y(P6)^2+x(P7)*y(P5)^2)/(2*x(P5)*y(P6)+(-(2*x(P5)))*y(P7)+2*x(P6)*y(P7)+(-(2*x(P6)))*y(P5)+(-(2*x(P7)))*y(P6)+2*x(P7)*y(P5))" acty="-2.7608949918246735" fixed="true">Point à &quot;(x(B)^2*y(P4)-x(B)^2*y(P5)+y(P4)^2*y(P5)-y(P4)^2*y(B)-y(P4)*y(P5)^2+y(P4)*y(B)^2-y(P4)*x(P5)^2+y(P5)^2*y(B)-y(P5)*y(B)^2+y(P5)*x(P4)^2+y(B)*x(P5)^2-y(B)*x(P4)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+(-(2*y(P4)))*x(P5)+2*y(P5)*x(P4)+2*y(B)*x(P5)+(-(2*y(B)))*x(P4))&quot;, &quot;(-x(B)^2*x(P4)+x(B)^2*x(P5)+x(B)*x(P4)^2-x(B)*x(P5)^2+x(B)*y(P4)^2-x(B)*y(P5)^2-x(P4)^2*x(P5)+x(P4)*x(P5)^2+x(P4)*y(P5)^2-x(P4)*y(B)^2-x(P5)*y(P4)^2+x(P5)*y(B)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+2*x(P4)*y(P5)+(-(2*x(P4)))*y(B)+(-(2*x(P5)))*y(P4)+2*x(P5)*y(B))&quot; </Point>
<Circle name="L" n="161" color="2" type="thick" showname="true" through="P6" midpoint="P8" start="P7" end="P6">Circonferenza di centro P8 per P6</Circle>
<PointOn name="Q" n="165" color="2" on="L" alpha="0.35965931700710363" x="1.3042609370095848" y="-0.036445054315230596" shape="circle">Punto su L</PointOn>
<Ray name="r1" n="168" color="2" type="thin" from="P4" to="Q">Semiretta da P4 puntando a P9</Ray>
<Intersection name="P10" n="171" color="2" first="r1" second="c5" shape="circle" which="first">Intersezione tra r1 e c5</Intersection>
<PointOn name="P26" n="672" color="2" type="thin" on="r1" alpha="15.170117334741487" x="-7.186583640898022" y="5.17879347304011" shape="circle">Punto su r1</PointOn>
<Plumb name="p1" n="172" color="2" type="thin" point="P10" line="r1" valid="true">Retta perpendicolare per P10 a r1</Plumb>
<Intersection name="P11" n="173" color="2" type="thin" first="p1" second="l1" shape="circle">Intersezione tra p1 e l1</Intersection>
<Circle name="c1" n="182" color="4" through="Q" midpoint="P11" acute="true">Circonferenza di centro P11 per P9</Circle>
<Angle name="a3" n="673" color="1" xcoffset="-0.15796157058386534" ycoffset="0.26149587713689254" unit="°" first="P11" root="Q" second="P26" display="small" filled="true" acute="true">Angolo P11 - P9 - P26</Angle>
<Intersection name="A" n="183" color="2" type="thin" first="c4" second="c1" shape="circle" which="second">Intersezione tra c4 e c1</Intersection>
<Intersection name="B" n="184" color="4" type="thin" first="c4" second="c1" shape="circle" which="first">Intersezione tra c4 e c1</Intersection>
<Ray name="r2" n="187" color="2" type="thin" from="P1" to="A">Semiretta da P1 puntando a P12</Ray>
<Point name="P14" n="316" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(A,B,Q)&lt;180,x(B),x(A))" actx="3.5507764158917716" y="if(a(A,B,Q)&lt;180,y(B),y(A))" acty="-0.7943674139241965" shape="circle" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(A),x(C))&quot;, &quot;if(a(C,A,B)&lt;180,y(A),y(C))&quot; </Point>
<Point name="P15" n="317" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(A,B,Q)&lt;180,x(A),x(B))" actx="-1.110359265265748" y="if(a(A,B,Q)&lt;180,y(A),y(B))" acty="3.3928241324529553" shape="diamond" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(C),x(A))&quot;, &quot;if(a(C,A,B)&lt;180,y(C),y(A))&quot; </Point>
<Angle name="a4" n="682" color="1" xcoffset="0.20661416276412772" ycoffset="-0.298834234011413" unit="°" first="P11" root="A" second="P1" display="small" filled="true" acute="true">Angolo P11 - P12 - P1</Angle>
<Angle name="a5" n="685" color="1" xcoffset="-0.30151471816025427" ycoffset="0.20268247680707835" unit="°" first="P1" root="B" second="P11" display="small" filled="true" acute="true">Angolo P1 - P13 - P11</Angle>
<Ray name="r9" n="679" color="2" type="thin" from="P11" to="A">Semiretta da P11 puntando a P12</Ray>
<Point name="P16" n="318" hidden="super" x="(x(Q)^2*y(P14)-x(Q)^2*y(P15)+y(P14)^2*y(P15)-y(P14)^2*y(Q)-y(P14)*y(P15)^2+y(P14)*y(Q)^2-y(P14)*x(P15)^2+y(P15)^2*y(Q)-y(P15)*y(Q)^2+y(P15)*x(P14)^2+y(Q)*x(P15)^2-y(Q)*x(P14)^2)/(2*x(Q)*y(P14)+(-(2*x(Q)))*y(P15)+(-(2*y(P14)))*x(P15)+2*y(P15)*x(P14)+2*y(Q)*x(P15)+(-(2*y(Q)))*x(P14))" actx="4.080051389268624" y="(-x(Q)^2*x(P14)+x(Q)^2*x(P15)+x(Q)*x(P14)^2-x(Q)*x(P15)^2+x(Q)*y(P14)^2-x(Q)*y(P15)^2-x(P14)^2*x(P15)+x(P14)*x(P15)^2+x(P14)*y(P15)^2-x(P14)*y(Q)^2-x(P15)*y(P14)^2+x(P15)*y(Q)^2)/(2*x(Q)*y(P14)+(-(2*x(Q)))*y(P15)+2*x(P14)*y(P15)+(-(2*x(P14)))*y(Q)+(-(2*x(P15)))*y(P14)+2*x(P15)*y(Q))" acty="4.482773997190576" fixed="true">Point à &quot;(x(B)^2*y(P4)-x(B)^2*y(P5)+y(P4)^2*y(P5)-y(P4)^2*y(B)-y(P4)*y(P5)^2+y(P4)*y(B)^2-y(P4)*x(P5)^2+y(P5)^2*y(B)-y(P5)*y(B)^2+y(P5)*x(P4)^2+y(B)*x(P5)^2-y(B)*x(P4)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+(-(2*y(P4)))*x(P5)+2*y(P5)*x(P4)+2*y(B)*x(P5)+(-(2*y(B)))*x(P4))&quot;, &quot;(-x(B)^2*x(P4)+x(B)^2*x(P5)+x(B)*x(P4)^2-x(B)*x(P5)^2+x(B)*y(P4)^2-x(B)*y(P5)^2-x(P4)^2*x(P5)+x(P4)*x(P5)^2+x(P4)*y(P5)^2-x(P4)*y(B)^2-x(P5)*y(P4)^2+x(P5)*y(B)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+2*x(P4)*y(P5)+(-(2*x(P4)))*y(B)+(-(2*x(P5)))*y(P4)+2*x(P5)*y(B))&quot; </Point>
<Circle name="c2" n="319" color="2" type="thin" through="P14" midpoint="P16" start="P15" end="P14">Circonferenza di centro P16 per P14</Circle>
<PointOn name="P" n="320" type="thick" showname="true" on="c2" alpha="0.24117720898094178" x="-0.543990769442031" y="1.885354588467374" shape="circle">Punto su c2</PointOn>
<Midpoint name="P17" n="325" color="2" type="thin" hidden="true" first="P" second="Q" shape="circle">Punto medio tra P e P9</Midpoint>
<Point name="P22" n="659" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P3,P2,P)&lt;180,x(P2),x(P3))" actx="0.7228408399411335" y="if(a(P3,P2,P)&lt;180,y(P2),y(P3))" acty="-4.148931912413665" shape="circle" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(A),x(C))&quot;, &quot;if(a(C,A,B)&lt;180,y(A),y(C))&quot; </Point>
<Point name="P23" n="660" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P3,P2,P)&lt;180,x(P3),x(P2))" actx="2.979143520318564" y="if(a(P3,P2,P)&lt;180,y(P3),y(P2))" acty="1.6522357218209853" shape="diamond" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(C),x(A))&quot;, &quot;if(a(C,A,B)&lt;180,y(C),y(A))&quot; </Point>
<Ray name="r11" n="697" color="2" type="thin" from="P11" to="P">Semiretta da P11 puntando a P</Ray>
<Point name="P24" n="661" hidden="super" x="(x(P)^2*y(P22)-x(P)^2*y(P23)+y(P22)^2*y(P23)-y(P22)^2*y(P)-y(P22)*y(P23)^2+y(P22)*y(P)^2-y(P22)*x(P23)^2+y(P23)^2*y(P)-y(P23)*y(P)^2+y(P23)*x(P22)^2+y(P)*x(P23)^2-y(P)*x(P22)^2)/(2*x(P)*y(P22)+(-(2*x(P)))*y(P23)+(-(2*y(P22)))*x(P23)+2*y(P23)*x(P22)+2*y(P)*x(P23)+(-(2*y(P)))*x(P22))" actx="1.0388389916056415" y="(-x(P)^2*x(P22)+x(P)^2*x(P23)+x(P)*x(P22)^2-x(P)*x(P23)^2+x(P)*y(P22)^2-x(P)*y(P23)^2-x(P22)^2*x(P23)+x(P22)*x(P23)^2+x(P22)*y(P23)^2-x(P22)*y(P)^2-x(P23)*y(P22)^2+x(P23)*y(P)^2)/(2*x(P)*y(P22)+(-(2*x(P)))*y(P23)+2*x(P22)*y(P23)+(-(2*x(P22)))*y(P)+(-(2*x(P23)))*y(P22)+2*x(P23)*y(P))" acty="-0.9324697184450556" fixed="true">Point à &quot;(x(B)^2*y(P4)-x(B)^2*y(P5)+y(P4)^2*y(P5)-y(P4)^2*y(B)-y(P4)*y(P5)^2+y(P4)*y(B)^2-y(P4)*x(P5)^2+y(P5)^2*y(B)-y(P5)*y(B)^2+y(P5)*x(P4)^2+y(B)*x(P5)^2-y(B)*x(P4)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+(-(2*y(P4)))*x(P5)+2*y(P5)*x(P4)+2*y(B)*x(P5)+(-(2*y(B)))*x(P4))&quot;, &quot;(-x(B)^2*x(P4)+x(B)^2*x(P5)+x(B)*x(P4)^2-x(B)*x(P5)^2+x(B)*y(P4)^2-x(B)*y(P5)^2-x(P4)^2*x(P5)+x(P4)*x(P5)^2+x(P4)*y(P5)^2-x(P4)*y(B)^2-x(P5)*y(P4)^2+x(P5)*y(B)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+2*x(P4)*y(P5)+(-(2*x(P4)))*y(B)+(-(2*x(P5)))*y(P4)+2*x(P5)*y(B))&quot; </Point>
<Plumb name="p3" n="700" color="2" type="thin" point="P" line="r11" valid="true">Retta perpendicolare per P a r11</Plumb>
<Circle name="HC" n="662" color="5" type="thick" showname="true" through="P22" midpoint="P24" start="P23" end="P22">Circonferenza di centro P24 per P22</Circle>
<PointOn name="P27" n="703" color="2" type="thin" on="p3" alpha="10.064889748723015" x="4.385237697241658" y="-6.889878307426889" shape="circle">Punto su p3</PointOn>
<Angle name="a7" n="704" color="1" xcoffset="0.23025188108477865" ycoffset="-0.2810255912347315" unit="°" first="P11" root="P" second="P27" display="small" filled="true" acute="true">Angolo P11 - P - P27</Angle>
<Ray name="r4" n="328" color="2" type="thin" from="P1" to="P17">Semiretta da P1 puntando a P17</Ray>
<Intersection name="P18" n="329" color="4" type="thin" hidden="true" first="r4" second="c1" shape="circle" which="second">Intersezione tra r4 e c1</Intersection>
<Point name="P19" n="410" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P,Q,P18)&lt;180,x(Q),x(P))" actx="1.3042609370095848" y="if(a(P,Q,P18)&lt;180,y(Q),y(P))" acty="-0.036445054315230596" shape="circle" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(A),x(C))&quot;, &quot;if(a(C,A,B)&lt;180,y(A),y(C))&quot; </Point>
<Point name="P20" n="411" type="thick" hidden="super" showname="true" bold="true" large="true" x="if(a(P,Q,P18)&lt;180,x(P),x(Q))" actx="-0.543990769442031" y="if(a(P,Q,P18)&lt;180,y(P),y(Q))" acty="1.885354588467374" shape="diamond" fixed="true">Point à &quot;if(a(C,A,B)&lt;180,x(C),x(A))&quot;, &quot;if(a(C,A,B)&lt;180,y(C),y(A))&quot; </Point>
<Point name="P21" n="412" hidden="super" x="(x(P18)^2*y(P19)-x(P18)^2*y(P20)+y(P19)^2*y(P20)-y(P19)^2*y(P18)-y(P19)*y(P20)^2+y(P19)*y(P18)^2-y(P19)*x(P20)^2+y(P20)^2*y(P18)-y(P20)*y(P18)^2+y(P20)*x(P19)^2+y(P18)*x(P20)^2-y(P18)*x(P19)^2)/(2*x(P18)*y(P19)+(-(2*x(P18)))*y(P20)+(-(2*y(P19)))*x(P20)+2*y(P20)*x(P19)+2*y(P18)*x(P20)+(-(2*y(P18)))*x(P19))" actx="4.080051389268609" y="(-x(P18)^2*x(P19)+x(P18)^2*x(P20)+x(P18)*x(P19)^2-x(P18)*x(P20)^2+x(P18)*y(P19)^2-x(P18)*y(P20)^2-x(P19)^2*x(P20)+x(P19)*x(P20)^2+x(P19)*y(P20)^2-x(P19)*y(P18)^2-x(P20)*y(P19)^2+x(P20)*y(P18)^2)/(2*x(P18)*y(P19)+(-(2*x(P18)))*y(P20)+2*x(P19)*y(P20)+(-(2*x(P19)))*y(P18)+(-(2*x(P20)))*y(P19)+2*x(P20)*y(P18))" acty="4.482773997190561" fixed="true">Point à &quot;(x(B)^2*y(P4)-x(B)^2*y(P5)+y(P4)^2*y(P5)-y(P4)^2*y(B)-y(P4)*y(P5)^2+y(P4)*y(B)^2-y(P4)*x(P5)^2+y(P5)^2*y(B)-y(P5)*y(B)^2+y(P5)*x(P4)^2+y(B)*x(P5)^2-y(B)*x(P4)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+(-(2*y(P4)))*x(P5)+2*y(P5)*x(P4)+2*y(B)*x(P5)+(-(2*y(B)))*x(P4))&quot;, &quot;(-x(B)^2*x(P4)+x(B)^2*x(P5)+x(B)*x(P4)^2-x(B)*x(P5)^2+x(B)*y(P4)^2-x(B)*y(P5)^2-x(P4)^2*x(P5)+x(P4)*x(P5)^2+x(P4)*y(P5)^2-x(P4)*y(B)^2-x(P5)*y(P4)^2+x(P5)*y(B)^2)/(2*x(B)*y(P4)+(-(2*x(B)))*y(P5)+2*x(P4)*y(P5)+(-(2*x(P4)))*y(B)+(-(2*x(P5)))*y(P4)+2*x(P5)*y(B))&quot; </Point>
<Circle name="radii" n="413" color="1" type="thick" showname="true" through="P19" midpoint="P21" start="P20" end="P19">Circonferenza di centro P21 per P19</Circle>
</Objects>
</Construction>
</CaR>

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actuel11 septembre 2021 à 10:05Vignette pour la version du 11 septembre 2021 à 10:05400 × 319 (24 kio)RocchiniReverted to version as of 08:01, 11 September 2021 (UTC)
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11 septembre 2021 à 10:01Vignette pour la version du 11 septembre 2021 à 10:01400 × 319 (24 kio)RocchiniCorrection of an error
29 mai 2013 à 17:21Vignette pour la version du 29 mai 2013 à 17:21400 × 298 (18 kio)RocchiniUser created page with UploadWizard

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