# Q = 114
# 458 successful iterations

INCREASE Q INCREASE Q INCREASE Q INCREASE Q INCREASE Q INCREASE Q #INCREASE Q INCREASE Q INCREASE Q INCREASE Q INCREASE Q # 11
 
#CLEAR S # s <= (x > 0) assume empty
#CLEAR L assume empty
#CLEAR M assume empty
INCREASE M
REPEAT X TIMES (
    REPEAT M TIMES ( REPEAT L TIMES ( CLEAR M INCREASE S ) INCREASE L )
)

PRINT X
REPEAT Q TIMES (
    REPEAT S TIMES ( # skips iterations 10x faster if there are a lot to skip
        REPEAT Q TIMES ( # repeat 11 times 11 times: 121 times
            # if x > 1
            REPEAT S TIMES (
            
                # o: store x / 2
                CLEAR O
        
                # a: even
                # b: odd
                # c: pass-through
                INCREASE A
                #CLEAR C always clear, used as pass-through
                REPEAT X TIMES (
                    # flip-flop a/b
                    REPEAT A TIMES ( CLEAR A INCREASE C )
                    REPEAT B TIMES ( CLEAR B INCREASE A INCREASE O )
                    REPEAT C TIMES ( CLEAR C INCREASE B )
                )
        
                # if a
                REPEAT A TIMES (
                    CLEAR A
                    # copy x <= o
                    CLEAR X

                    # check only needed in this branch!
                    # other branch always increases value of x
                    # check x/2 > 1 (for next iteration)
                    CLEAR S # s <= (x > 0)
                    CLEAR L # L is set to 2 after the loop, cannot assume empty
                    #CLEAR M assume empty, if not empty then we shouldnt be inside the loop
                    # Better x > 1 alg!
                    INCREASE M
                    REPEAT O TIMES (
                        REPEAT M TIMES ( REPEAT L TIMES ( CLEAR M INCREASE S ) INCREASE L )
                        INCREASE X # copy x <= o
                    )
                )

                # else (if b)
                REPEAT B TIMES (
                    CLEAR B
                    # x += 0.5x
                    # o = 3x-3
                    REPEAT O TIMES ( INCREASE X INCREASE O INCREASE O INCREASE O INCREASE O INCREASE O )

                    # o = 3x
                    INCREASE O INCREASE O INCREASE O 
                    
                    # x += 1
                    INCREASE X
                    # o += 1
                    INCREASE O

                    # print o: 3x+1
                    PRINT O
                )
        
                # mandatory print
                PRINT X
            )
        ) 
    ) 
)