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dist = [0.387, 0.723, 1.000, 1.523, 5.203, 9.541, 19.190, 30.086, 39.507] function f(x) { y = 1/0; return y } aX = -5; bX = 40; aY = -45/4*3/2; bY = 45/4*3/2 Dx = 5; Dy = 1/0 C1="black"; C2=C1;C3=C1;C4=C1;C5=C1;C6=C1;C7=C1;C8=C1;C9=C1 C3="red" Lx=[0,2.5]; Ly=[0,-2.5] R=dist[0]; P=-0;Q=0; gr1=0;gr2=360 function XX1(t) {x=Math.cos(t)*R+P; if(Ix(x)<1){x=1/0}; return x} function YY1(t) {y=Math.sin(t)*R+Q; if(Ix(x)<1){x=1/0}; return y}; t1=Math.PI/180*gr1; t2=Math.PI/180*gr2 for(j=0;j<=5e3;j=j+1) {t=t1+(t2-t1)/5e3*(j-1);L1x[j]=XX1(t);L1y[j]=YY1(t)} R=dist[1] function XX2(t) {x=Math.cos(t)*R+P; if(Ix(x)<1){x=1/0}; return x} function YY2(t) {y=Math.sin(t)*R+Q; if(Ix(x)<1){x=1/0}; return y}; t1=Math.PI/180*gr1; t2=Math.PI/180*gr2 for(j=0;j<=5e3;j=j+1) {t=t1+(t2-t1)/5e3*(j-1);L2x[j]=XX2(t);L2y[j]=YY2(t)} ... AY=BY="" T1=["Mercurio, Venere, Terra, Marte, Giove, Saturno, Urano, Nettuno, Plutone",17.5,-17.7] T2=["Sole",3,-3]; T0=["1 = dist Sole-Terra",10,10]