{|class="wikitable"

!colspan="4"|${\displaystyle n\equiv 0\quad ({\mbox{mod.}}\,4)}$ |- |

${\displaystyle x_{1}=1,}$	${\displaystyle {\tfrac {n}{2}}-3}$
${\displaystyle x_{2}=3,}$	0
${\displaystyle x_{3}=2}$,	0
${\displaystyle x_{4}={\tfrac {n}{2}}-3,}$	0
${\displaystyle x_{\tfrac {n}{4}}=0,}$	3
${\displaystyle x_{{\tfrac {n}{4}}+1}=0,}$	1
${\displaystyle x_{{\tfrac {n}{2}}-1}=0,}$	1
${\displaystyle x_{\tfrac {n}{2}}=0,}$	2
${\displaystyle x_{n-4}=1}$,	0

|

${\displaystyle x_{1}=2}$,	${\displaystyle {\tfrac {n}{2}}-4}$
${\displaystyle x_{3}=5}$,	0
${\displaystyle x_{4}={\tfrac {n}{2}}-4}$,	0
${\displaystyle x_{\tfrac {n}{4}}=0,}$	5
${\displaystyle x_{{\tfrac {n}{4}}+1}=0,}$	2
${\displaystyle x_{{\tfrac {3n}{4}}-1}=0,}$	1
${\displaystyle x_{n-4}=1}$,	0

|

${\displaystyle x_{1}=3}$,	${\displaystyle {\tfrac {n}{2}}-2}$
${\displaystyle x_{2}=3}$,	0
${\displaystyle x_{4}={\tfrac {n}{2}}-2}$,	0
${\displaystyle x_{{\tfrac {n}{4}}-1}=0,}$	1
${\displaystyle x_{\tfrac {n}{4}}=0,}$	3
${\displaystyle x_{\tfrac {n}{2}}=0,}$	3
${\displaystyle x_{n-4}=1}$,	0

|

${\displaystyle x_{1}=6}$,	${\displaystyle {\tfrac {n}{2}}-2}$
${\displaystyle x_{3}=1,}$	0
${\displaystyle x_{4}={\tfrac {n}{2}}-2}$,	0
${\displaystyle x_{{\tfrac {n}{4}}-1}=0,}$	1
${\displaystyle x_{\tfrac {n}{4}}=0,}$	6
${\displaystyle x_{\tfrac {3n}{4}}=0,}$	1
${\displaystyle x_{n-4}=1}$,	0

|}

${\displaystyle n\equiv 1\quad ({\mbox{mod.}}\,4)}$
${\displaystyle x_{1}=0}$, ${\displaystyle {\tfrac {n-7}{2}}}$ ${\displaystyle x_{2}=3}$, 0 ${\displaystyle x_{3}=3}$, 0 ${\displaystyle x_{4}={\tfrac {n-7}{2}}}$, 0 ${\displaystyle x_{\tfrac {n-1}{4}}=0,}$ 1 ${\displaystyle x_{\tfrac {n+3}{4}}=0,}$ 3 ${\displaystyle x_{\tfrac {n-1}{2}}=0,}$ 3 ${\displaystyle x_{n-4}=1}$, 0	${\displaystyle x_{1}=2}$, ${\displaystyle {\tfrac {n-5}{2}}}$ ${\displaystyle x_{2}=3}$, 0 ${\displaystyle x_{3}=1}$, 0 ${\displaystyle x_{4}={\tfrac {n-5}{2}},}$ 0 ${\displaystyle x_{\tfrac {n-1}{4}}=0,}$ 3 ${\displaystyle x_{\tfrac {n+3}{4}}=0,}$ 1 ${\displaystyle x_{\tfrac {n-1}{2}}=0,}$ 2 ${\displaystyle x_{\tfrac {n+1}{2}}=0,}$ 1 ${\displaystyle x_{n-4}=1}$, 0	${\displaystyle x_{1}=3}$, ${\displaystyle {\tfrac {n-7}{2}}}$ ${\displaystyle x_{3}=4}$, 0 ${\displaystyle x_{4}={\tfrac {n-7~}{2}}}$, 0 ${\displaystyle x_{\tfrac {n-1}{4}}=0,}$ 4 ${\displaystyle x_{\tfrac {n+3}{4}}=0,}$ 3 ${\displaystyle x_{\tfrac {3(n-1)}{4}}=0,}$ 1 ${\displaystyle x_{n-4}=1}$, 0	${\displaystyle x_{1}=7}$, ${\displaystyle {\tfrac {n-3}{2}}}$ ${\displaystyle x_{4}={\tfrac {n-3}{2}}}$, 0 ${\displaystyle x_{\tfrac {n-1}{4}}=0,}$ 7 ${\displaystyle x_{\tfrac {3n+1}{4}}=0,}$ 1 ${\displaystyle x_{n-4}=1}$, 0