Lukujono

INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A

INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A INCREASE A
INCREASE A INCREASE A INCREASE A

PRINT X
INCREASE B
REPEAT A TIMES ( REPEAT B TIMES ( # WHILE TRUE
    CLEAR Z

    REPEAT X TIMES (
        INCREASE I REPEAT J TIMES (
            CLEAR I CLEAR J
            INCREASE K REPEAT L TIMES (
                CLEAR K CLEAR L
                INCREASE Z
            ) 
            REPEAT K TIMES ( INCREASE L )
        )
        REPEAT I TIMES ( INCREASE J )
    )

    # Z = QUARTER X
    # I = J = MOD2 X
    # K = L = HALF MOD4 2X
    # PQRS = X=1234 MOD4

    INCREASE J
    REPEAT I TIMES ( 
        INCREASE L
        REPEAT K TIMES ( INCREASE R CLEAR K CLEAR L ) 
        REPEAT L TIMES ( INCREASE P CLEAR L )
        CLEAR I CLEAR J
    )
    REPEAT J TIMES (
        INCREASE L
        REPEAT K TIMES ( INCREASE Q CLEAR K CLEAR L ) 
        REPEAT L TIMES ( INCREASE S CLEAR L )
        CLEAR J
    )


    REPEAT P TIMES ( # IF X=1 MOD4
        INCREASE T
        REPEAT Z TIMES ( CLEAR T )
        REPEAT T TIMES ( CLEAR B )

        REPEAT B TIMES ( # IF Z=0 BREAK

        REPEAT Z TIMES (
            INCREASE X  INCREASE X INCREASE X INCREASE X INCREASE X INCREASE X INCREASE X INCREASE X
        )
        INCREASE X INCREASE X INCREASE X
        PRINT X # 12Z+4

        CLEAR X
        REPEAT Z TIMES ( 
            INCREASE Z INCREASE Z INCREASE Z INCREASE Z INCREASE Z
            INCREASE X INCREASE X INCREASE X
        )
        INCREASE Z INCREASE Z
        PRINT Z # 6Z+2

        INCREASE X
        PRINT X # 3Z+1

        CLEAR P
    ) )

    REPEAT Q TIMES ( # IF X=2 MOD4
        CLEAR X
        INCREASE T
        REPEAT Z TIMES ( INCREASE X INCREASE X CLEAR T )
        INCREASE X
        PRINT X # 2Z+1

        REPEAT T TIMES ( CLEAR B )
        REPEAT B TIMES ( # IF Z=0, WE HAVE TO TERMINATE.

        REPEAT Z TIMES (
            INCREASE Z INCREASE Z INCREASE Z INCREASE Z INCREASE Z
            INCREASE X
        )
        INCREASE Z INCREASE Z INCREASE Z INCREASE Z
        PRINT Z # 6Z+4

        INCREASE X
        PRINT X # 3Z+2

        CLEAR Q
    ) )

    REPEAT R TIMES ( # IF X=3 MOD 4
        REPEAT Z TIMES (
            INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y
            INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y
            INCREASE X INCREASE X
        )
        INCREASE Y INCREASE Y INCREASE Y INCREASE Y 
        INCREASE Y INCREASE Y INCREASE Y INCREASE Y
        INCREASE Y INCREASE Y
        PRINT Y # 12Z+10

        INCREASE X INCREASE X
        PRINT X # 6Z+5

        REPEAT Z TIMES (
            INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y
            INCREASE X INCREASE X INCREASE X
        )
        INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y INCREASE Y
        PRINT Y # 18Z+16
        CLEAR Y

        INCREASE X INCREASE X INCREASE X
        PRINT X # 9Z+8

        CLEAR R
    )

    REPEAT S TIMES ( # IF 4 MOD4
        CLEAR X
        REPEAT Z TIMES ( 
            INCREASE Z
            INCREASE X
        )
        PRINT Z # 2Z
        PRINT X # Z

        CLEAR S
    ) )
)

Test 1 (public)

Verdict: ACCEPTED