A . P A %"P (A/N)";XP$:XP$"A" t'"P (A/N)";XP$:XP$"A" L("H (A/N)";XP$:XP$"A" $%"E (A/N)";XP$:XP$"A" M"[(-0)/]^2+[(-0)/]^2=1;0,0,,=?";X0,Y0,XA,XB:XR$"ELIPSA": 4$"T:[/]^2-[/]^2=1 (A/N)";XP$:XP$"A" B5."T:[/]^2-[/]^2=-1 (A/N)";XP$:XP$"A" $[8"[(-0)/]^2-[(-0)/]^2=-1;0,0,,=";X0,Y0,XA,XB:XK:XR$"HYPERBOLA": ZB"[(-0)/]^2-[(-0)/]^2=1;0,0,,=?";X0,Y0,XA,XB:XK:XR$"HYPERBOLA": (L"T:=^2 (A/N)";XP$:XP$"A" j(V"T:^2= (A/N)";XP$:XP$"A" LF`"(-0)^2=2**(-0);0,0,=?";X0,Y0,XP:XR$"PARABOLA Y^2": Fj"2**(-0)=(-0)^2;0,0,=?";X0,Y0,XP:XR$"PARABOLA X^2": (t"=*+;,=?";XK,XQ:XR$"PRIMKA"!XR$"PRIMKA"YXKXXQ: ><XR$"PARABOLA X^2"YXP((XX0))Y0: >XR$"PARABOLA Y^2" (XP)(XX0)XX0#Y(XP(XX0))Y0: >XR$"HYPERBOLA" *; XKYXB(((XX0)XA))Y0: >!(XX0XA)(XX0XA)XX0XA/ YXB(((XX0)XA))Y0: >(*XX0XAXX0XA::XX0XAXX0XA*4YXB(((XX0)XA))Y0> XR$"PARABOLA Y^2"  (XP)(XX0)XX0$ Y(XP(XX0))Y0:   XR$"HYPERBOLA" < XKYXB(((XX0)XA))Y0:  ! (XX0XA)(XX0XA)XX0XA0 YXB(((XX0)XA))Y0:   XR$"ELIPSA"  ( XX0XAXX0XA::XX0XAXX0XA+ YXB(((XX0)XA))Y0 VEDA" " 6 = MATEMATIKA" " 7 = CESKY