! Find x and y such that ax+by=GCD(a,b)
INPUT a,b  
CALL Euclid(a,b,x,y,g)
PRINT x,y,g
END
!
EXTERNAL SUB Euclid(a,b,x,y,g)
DEBUG ON                    
BREAK                     
LET q=int(a/b)
LET r=mod(a,b) 
IF r=0 THEN
   LET x=0
   LET y=1
   LET g=b
ELSE 
   CALL Euclid(b,r,u,v,g)
   LET x=v
   LET y=u-q*v
END IF
END SUB
