Lukujono

# Set I, the number of iterations, to 196
INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W INCREASE W
 
REPEAT W TIMES (
    REPEAT W TIMES (
        INCREASE I # Increase to 14^2 = 196
    )
)
 
# Set M to 3
INCREASE M INCREASE M INCREASE M

############################## Setting X to be even
# Set P
REPEAT X TIMES ( 
    REPEAT N TIMES (
        CLEAR P
        INCREASE P
    )
    CLEAR N
    INCREASE N
)
CLEAR N

PRINT X

## Checking if X is even
INCREASE E
REPEAT P TIMES (
    REPEAT X TIMES (
        REPEAT E TIMES ( CLEAR E CLEAR T )
        REPEAT T TIMES ( CLEAR T INCREASE E )
        INCREASE T
    )
)

# Is odd
INCREASE O REPEAT E TIMES ( CLEAR O )
REPEAT O TIMES (
    REPEAT X TIMES ( REPEAT M TIMES ( INCREASE J ) ) INCREASE J
    CLEAR X
    REPEAT J TIMES ( INCREASE X  ) INCREASE J
    PRINT X
)
CLEAR T
CLEAR E
CLEAR O
CLEAR J
# Now X is even
#####################

# Set P
REPEAT X TIMES ( 
    REPEAT N TIMES (
        CLEAR P
        INCREASE P
    )
    CLEAR N
    INCREASE N
)
CLEAR N

REPEAT I TIMES (
 
    REPEAT P TIMES (
        # Z = X/2 | E = 1 (if X % 2 = 0)
        INCREASE E
        REPEAT X TIMES (
            REPEAT E TIMES ( CLEAR E CLEAR T )
            REPEAT T TIMES ( CLEAR T INCREASE E INCREASE Z )
            INCREASE T
        )
 
 
        INCREASE O # Is odd
        # If X is even
        REPEAT E TIMES (
            CLEAR K REPEAT X TIMES ( INCREASE K ) # Set K to be X
            CLEAR X
            CLEAR P
 
            INCREASE Q
            REPEAT Z TIMES ( 
                INCREASE X
 
                REPEAT Q TIMES (
                    REPEAT N TIMES (
                        CLEAR P
                        INCREASE P
                        CLEAR Q
                    )
                    CLEAR N
                    INCREASE N
                )
            )
            
            CLEAR N
            CLEAR O
        )
 
        # If X is odd
        REPEAT O TIMES (
            # Print result of 3x+1
            REPEAT X TIMES ( INCREASE K ) INCREASE K # Set J to X
            PRINT K

            # Set X to (3x+1)/2
            REPEAT Z TIMES ( 
                INCREASE X
            )
            INCREASE X

            CLEAR P
            INCREASE P
        )
        CLEAR T
        CLEAR Z
        CLEAR J
        CLEAR E
        CLEAR O
 
        PRINT X
    )
)

Test 1 (public)

Verdict: ACCEPTED