GSPkN F(!!"c apmdt t$C1UVCLNCtY^l$B1BOCt,1ZC8BtrYC\CtOTPn]XB\CtO9T>g]^WBlB<tuLp esThe three side bisectors of the triangle concur in the Circumcenter of the triangle. A circle centered at the circumcenter can be constructed passing through all three vertices of the triangle.tvW| Side Bisectorst A0VCeAts htB,CXCt)Z._lefiCyCLB t%*D͒,CkBtUZE*CRBt~FCCtGJC5CtHqCCtJfC:\Ct(hMedians connect vertices to opposite midpoints. The three medians intersect at the triangle's Centroid.t R!2V| Medianst%WEach altitude is the perpendicular to a side passing through the opposite endpoint. The three altitudes concur in the triangle's Orthocenter.t-VD|  Altitudes6tKL}The three interior angle bisectors of the triangle concur in the Incenter of the triangle. A circle centered at the Incenter can be constructed tangent to all three sides of the triangle.tTZk| Angle BisectorstltlThe Orthocenter, Centroid, and Circumcenter are always colinear. They fall along the triangle's Euler Line.t|  Euler LinetkpF1BBF%5?F%5?tB@3qCC7כBF%5?F%5? t,1?yCLB,CXC0VCeA t rucx,CXC/{WC8. C? tY.pyyCLBL&fC B? t ~Az0VCeA&oCcB? tXlEquilateral Tri ]n   t$x SPIN IT: ' ) ( ' ) (t38m1HCTB &trwm2"ACOB$tm3_kCKMC %tu  rbCchB|EC/B?$ td s6oCCRC.C?& t tCNDlCB?% t[`$INCENTERoCYB +,tu;Ld7CC8B3B?$1tP#|cYC¾BuC*A?&0tM\b$,CBMC YC?%2 t2 nHCTB,CXC? 0 tY.w~~p"ACOByCLB? 1 t n;q_kCKMC0VCeA? 2tW#\HORTHOCENTER .CB54t a0C`/A!CnCC?%6tsxCIRCUMCENTERmFCB 98tjoD[;CENTROIDgdCNB <;tY.B Show  3=54t.B Hide 3=54t x}S(CB%>tY Show ! 021@:<;t Hide   g021@:<;t4UK?4oCYBl#BF%5?F%5?6CtTuaaMe .CBmFCB??=t_ /@?5mFCB 6BF%5?F%5?? tYThShow ؀2F6-+,tThHide ”zpB5F6-+,tShow @?@G=tHide ?@G=tZwHShow ?789HtwHide  ?789HD|Times New Roman1\PART2~1\TOTALArialWnm