%import c64lib %import c64utils %import c64flt ~ main { const uword width = 40 const uword height = 25 ; vertices float[8] xcoor = [ -1.0, -1.0, -1.0, -1.0, 1.0, 1.0, 1.0, 1.0 ] float[8] ycoor = [ -1.0, -1.0, 1.0, 1.0, -1.0, -1.0, 1.0, 1.0 ] float[8] zcoor = [ -1.0, 1.0, -1.0, 1.0, -1.0, 1.0, -1.0, 1.0 ] ; storage for rotated coordinates float[len(xcoor)] rotatedx=0.0 float[len(ycoor)] rotatedy=0.0 float[len(zcoor)] rotatedz=-1.0 sub start() { float time=0.0 while(true) { rotate_vertices(time) c64scr.clear_screenchars(32) draw_edges() time+=0.2 c64.PLOT(0,0,0) c64scr.print("3d cube! (float) ") c64scr.print_ub(c64.TIME_LO) c64scr.print(" jiffies/frame") c64.TIME_LO=0 } } sub rotate_vertices(float t) { ; rotate around origin (0,0,0) ; set up the 3d rotation matrix values float cosa = cos(t) float sina = sin(t) float cosb = cos(t*0.33) float sinb = sin(t*0.33) float cosc = cos(t*0.78) float sinc = sin(t*0.78) float cosa_sinb = cosa*sinb float sina_sinb = sina*sinb float Axx = cosa*cosb float Axy = cosa_sinb*sinc - sina*cosc float Axz = cosa_sinb*cosc + sina*sinc float Ayx = sina*cosb float Ayy = sina_sinb*sinc + cosa*cosc float Ayz = sina_sinb*cosc - cosa*sinc float Azx = -sinb float Azy = cosb*sinc float Azz = cosb*cosc for ubyte i in 0 to len(xcoor)-1 { rotatedx[i] = Axx*xcoor[i] + Axy*ycoor[i] + Axz*zcoor[i] rotatedy[i] = Ayx*xcoor[i] + Ayy*ycoor[i] + Ayz*zcoor[i] rotatedz[i] = Azx*xcoor[i] + Azy*ycoor[i] + Azz*zcoor[i] } } sub draw_edges() { ; plot the points of the 3d cube ; first the points on the back, then the points on the front (painter algorithm) for ubyte i in 0 to len(xcoor)-1 { float rz = rotatedz[i] if rz >= 0.1 { float persp = (5.0+rz)/height ubyte sx = rotatedx[i] / persp + width/2.0 as ubyte ubyte sy = rotatedy[i] / persp + height/2.0 as ubyte c64scr.setcc(sx, sy, 46, i+2) } } for ubyte i in 0 to len(xcoor)-1 { float rz = rotatedz[i] if rz < 0.1 { float persp = (5.0+rz)/height ubyte sx = rotatedx[i] / persp + width/2.0 as ubyte ubyte sy = rotatedy[i] / persp + height/2.0 as ubyte c64scr.setcc(sx, sy, 81, i+2) } } } }