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209/4-128,133/4-128,  193/4-128,133/4-128,
193/4-128,133/4-128,  193/4-128,109/4-128,
217/4-128,109/4-128,  233/4-128,109/4-128,
233/4-128,109/4-128,  233/4-128,133/4-128,
233/4-128,133/4-128,  217/4-128,133/4-128,
217/4-128,133/4-128,  217/4-128,109/4-128,
685/4-128,71/4-128,  701/4-128,71/4-128,
701/4-128,59/4-128,  701/4-128,83/4-128,
685/4-128,59/4-128,  685/4-128,83/4-128,
717/4-128,59/4-128,  717/4-128,83/4-128,
741/4-128,71/4-128,  749/4-128,71/4-128,
749/4-128,71/4-128,  749/4-128,83/4-128,
749/4-128,83/4-128,  733/4-128,83/4-128,
733/4-128,83/4-128,  733/4-128,59/4-128,
733/4-128,59/4-128,  749/4-128,59/4-128,
757/4-128,71/4-128,  773/4-128,71/4-128,
773/4-128,59/4-128,  773/4-128,83/4-128,
757/4-128,59/4-128,  757/4-128,83/4-128,
805/4-128,83/4-128,  821/4-128,83/4-128,
821/4-128,83/4-128,  821/4-128,71/4-128,
821/4-128,71/4-128,  805/4-128,71/4-128,
805/4-128,71/4-128,  805/4-128,59/4-128,
805/4-128,59/4-128,  821/4-128,59/4-128,
845/4-128,83/4-128,  829/4-128,83/4-128,
829/4-128,83/4-128,  829/4-128,59/4-128,
829/4-128,59/4-128,  845/4-128,59/4-128,
853/4-128,59/4-128,  869/4-128,59/4-128,
869/4-128,59/4-128,  869/4-128,83/4-128,
869/4-128,83/4-128,  853/4-128,83/4-128,
853/4-128,83/4-128,  853/4-128,59/4-128,
893/4-128,83/4-128,  889/4-128,71/4-128,
877/4-128,71/4-128,  893/4-128,71/4-128,
893/4-128,71/4-128,  893/4-128,59/4-128,
893/4-128,59/4-128,  877/4-128,59/4-128,
877/4-128,59/4-128,  877/4-128,83/4-128,
917/4-128,83/4-128,  901/4-128,83/4-128,
901/4-128,83/4-128,  901/4-128,59/4-128,
901/4-128,71/4-128,  909/4-128,71/4-128,
901/4-128,59/4-128,  917/4-128,59/4-128,
793/4-128,109/4-128,  809/4-128,109/4-128,
809/4-128,109/4-128,  809/4-128,133/4-128,
809/4-128,133/4-128,  793/4-128,133/4-128,
793/4-128,133/4-128,  793/4-128,109/4-128,
817/4-128,109/4-128,  833/4-128,109/4-128,
833/4-128,109/4-128,  833/4-128,133/4-128,
833/4-128,133/4-128,  817/4-128,133/4-128,
817/4-128,133/4-128,  817/4-128,109/4-128,
401/4-128,683/4-128,  385/4-128,683/4-128,
385/4-128,683/4-128,  385/4-128,659/4-128,
385/4-128,659/4-128,  401/4-128,659/4-128,
425/4-128,683/4-128,  421/4-128,671/4-128,
409/4-128,671/4-128,  425/4-128,671/4-128,
425/4-128,671/4-128,  425/4-128,659/4-128,
425/4-128,659/4-128,  409/4-128,659/4-128,
409/4-128,659/4-128,  409/4-128,683/4-128,
449/4-128,683/4-128,  433/4-128,683/4-128,
433/4-128,683/4-128,  433/4-128,659/4-128,
433/4-128,671/4-128,  441/4-128,671/4-128,
433/4-128,659/4-128,  449/4-128,659/4-128,
457/4-128,683/4-128,  473/4-128,683/4-128,
473/4-128,683/4-128,  473/4-128,659/4-128,
473/4-128,659/4-128,  457/4-128,659/4-128,
461/4-128,659/4-128,  461/4-128,683/4-128,
489/4-128,659/4-128,  489/4-128,683/4-128,
505/4-128,659/4-128,  521/4-128,659/4-128,
513/4-128,659/4-128,  513/4-128,683/4-128,
529/4-128,683/4-128,  545/4-128,683/4-128,
545/4-128,683/4-128,  545/4-128,671/4-128,
545/4-128,671/4-128,  529/4-128,671/4-128,
529/4-128,671/4-128,  529/4-128,659/4-128,
529/4-128,659/4-128,  545/4-128,659/4-128,
649/4-128,659/4-128,  633/4-128,659/4-128,
633/4-128,659/4-128,  633/4-128,671/4-128,
633/4-128,671/4-128,  649/4-128,671/4-128,
649/4-128,659/4-128,  649/4-128,683/4-128,
385/4-128,321/4-128,  401/4-128,321/4-128,
401/4-128,321/4-128,  401/4-128,309/4-128,
401/4-128,309/4-128,  385/4-128,309/4-128,
385/4-128,309/4-128,  385/4-128,333/4-128,
425/4-128,309/4-128,  425/4-128,333/4-128,
425/4-128,333/4-128,  409/4-128,333/4-128,
409/4-128,333/4-128,  409/4-128,309/4-128,
433/4-128,333/4-128,  449/4-128,333/4-128,
449/4-128,333/4-128,  449/4-128,321/4-128,
449/4-128,321/4-128,  433/4-128,321/4-128,
433/4-128,321/4-128,  433/4-128,309/4-128,
433/4-128,309/4-128,  449/4-128,309/4-128,
457/4-128,321/4-128,  473/4-128,321/4-128,
473/4-128,309/4-128,  473/4-128,333/4-128,
457/4-128,309/4-128,  457/4-128,333/4-128,
505/4-128,333/4-128,  521/4-128,333/4-128,
521/4-128,333/4-128,  521/4-128,321/4-128,
521/4-128,321/4-128,  505/4-128,321/4-128,
505/4-128,321/4-128,  505/4-128,309/4-128,
505/4-128,309/4-128,  521/4-128,309/4-128,
529/4-128,309/4-128,  545/4-128,309/4-128,
537/4-128,309/4-128,  537/4-128,333/4-128,
553/4-128,309/4-128,  569/4-128,309/4-128,
553/4-128,321/4-128,  569/4-128,321/4-128,
569/4-128,309/4-128,  569/4-128,333/4-128,
553/4-128,309/4-128,  553/4-128,333/4-128,
593/4-128,333/4-128,  589/4-128,321/4-128,
577/4-128,321/4-128,  593/4-128,321/4-128,
593/4-128,321/4-128,  593/4-128,309/4-128,
593/4-128,309/4-128,  577/4-128,309/4-128,
577/4-128,309/4-128,  577/4-128,333/4-128,
601/4-128,309/4-128,  617/4-128,309/4-128,
609/4-128,309/4-128,  609/4-128,333/4-128,
};
#include <stdio.h>
void emit(int code, int x, int y)
{
  static int ox=0, oy=0;
  x = (x*128)/160; y=(y*128)/160;
  fprintf(stdout, "  0,%d,%d,\n", y-oy, x-ox);
  ox=x; oy=y;
}

int main(void) {
int i;
 int fx1,fy1, tx1, ty1,  fx2, fy2, tx2, ty2;
  i = 0;
  tx1=raw[i+2]; ty1=raw[i+3];
  fprintf(stdout, "char recording[] = {\n"); emit(0, raw[i],raw[i+1]);// still to swap x,y
  for (;;) {
    if (i == sizeof(raw)) break;
    i += 4;
    fx2=raw[i]; fy2=raw[i+1]; tx2=raw[i+2]; ty2=raw[i+3];
    emit(255, tx1, ty1); // finish previous line
    if (tx1 != fx2 && ty1 != fy2) {
      // move to the next line segment
      emit(0, fx2,fy2);
      tx1=tx2; ty1=ty2;
    }
    tx1=tx2; ty1=ty2;
  }
  fprintf(stdout, "  1\n};\n\n");
}