[0] => A
[1] => B
[3] => D
)
[9110] => Tatasusunan
(
[0] => A
[1] => B
; 3 ] => D
)
[9084] => Susunan
(
[0] => A
[1] => B
;
[9044] => Tatasusunan
(
[0] => A
[1] => B
; 3 ] => D
)
[8961] => Tatasusunan
(
[0] => A
[1] => B
t
) ;[9023] => Tatasusunan ( [0] => A [1] => B ; 3 ] => D ) [9098] => Tatasusunan ( [0] => A [1] => B ; 3 ] => D ) [8976] => Tatasusunan ( [0] => A [1] => B ; 3 ] => D ) [9102] => Tatasusunan ( [1] => B [2] => C )
[8972] => Susunan
(
[0] => A
[1] => B
;
[8968] => Tatasusunan
(
[0] => A
[2] => C
)
);
Tatasusunan ( [0] => A [3] => D );
Tatasusunan ( [0] => A [2] => C ))
Tatasusunan ( [0] => A [1] => B );
Tatasusunan ( [0] => A [1] => B ;[9240] => A [9182] => A [9227] => A [9146] => B [9190] => A [9139] => B [9138] => B [9143] => A [9279] => A [9232] => A)
Adalah yang terbaik untuk melintasi tatasusunan satu dimensi di bahagian pertama, tatasusunan dua dimensi di bahagian kedua dan tatasusunan satu dimensi di bahagian ketiga secara berasingan. Hebat!