$B $B9M;!(B $B>e$X(B: $B $BLa$k(B: $BDs0FMh   $BL\

$BDs0FMh

• $BF~NO!'!V2-Fl$NJLAq$KCe$/!#!W(B

  
  

  
  
  

step1

$BF~NOJ8$r7k9g2A%Q%?!<%s<-=q$K>H9g$9$k(B
$B$3$NJ8$O?^(B5.5$B$N%l%3!<%I$K%^%C%A$9$k!%(B

$B?^(B: $BMQ8@!VCe$/!W$NL\I8

!'!T9%$^$7$$!U\(B\ \hline \end{tabular} \end{center}\end{figure}">

step2

$B0z?t$K6qBNE*$J3JMWAG$,BeF~$5$l$?H=CG>r7o$rF@$k(B

• $B%Y!<%9%i%$%s
  (1)
  $BL\I8

$BDs0F

(1)

$BL\I8

step3

$BI>2A6K@-$GH=CG>r7o$N??56H=Dj$r9T$&(B

• $B%Y!<%9%i%$%s $\mbox{\it {SO-score}}($B2-Fl$NJLAq(B) = 0.83($B9%I>(B)$
• $BDs0F $\mbox{\it {SO-score}}($B2-Fl$NJLAq(B) = -0.33($BITI>(B)$

$BI=(B: $BH=CG>r7o!'L\I8

$\mbox{{\it NP}}_{y}$	$BL\I8 $\mbox{{\it NP}}_{x}$, $\mbox{{\it NP}}_{y}$)	$BL\I8 $\mbox{{\it NP}}_{x}$, $\mbox{{\it NP}}_{y}$)
$B9%I>(B	${\boldmath T}$	${\boldmath F}$
$BITI>(B	${\boldmath F}$	${\boldmath T}$

step4

$B@52r>p=o$H3Fp=o$rHf3S$9$k(B

• $B%Y!<%9%i%$%s
  (1)
  $BL\I8 $B"*!T9%$^$7$$!U(B

• $BDs0F
  (1)
  $BL\I8 $B"*!T9%$^$7$$!U(B($BM^@)(B) $B"*(B $B!T$J$7!U(B

$B$3$NJ8$+$i$O=PNO>p=o$N8uJd$H$7$F!T9%$^$7$$!U$,7k9g2A%Q%?!<%s<-=q$h$jF@$i$l$F$$$k!%@52r>p=o$,!T9%$^$7$$!U$J$N$G!$?^(B5.5$B$N%l%3!<%I$NH=CG>r7o$,@.$jN)$DI,MW$,$"$k!%@8M}!&6a(B($B&U(B, $B2-Fl$NJLAq(B)$B$,??$H$J$k$K$O!$I=(B5.19$B$h$j!$!V2-Fl$NJLAq!W$NI>2A6K@-$,9%I>$H$J$kI,MW$,$"$k!%Ds0F$H=PNO$5$l$F$$$?$N$G!$%Y!<%9%i%$%s2A6K@-$N;;=P$KMQ$$$i$l$?6K@-I=8=$O!$9%I>I=8==89g(B$P$$B$,!VI=8==89g(B$N$$B$,!V9b$$!$69$$!$1s$$!W$G$"$C$?!%$3$NCf$G$O!$FC$K!V1s$$!W$,!V2-Fl!W$H6&5/$9$k$3$H$GITI>6K@-$K1F6A$rM?$($F$$$?!%!V2-Fl!W$d!VJLAq!W$,9%I>$H$J$k6K@-I=8=$rDI2C$9$k$3$H$G2~A1$G$-$k!%$?$@$7!$6K@-I=8=$rDI2C$9$k$HB>$NL>;l6g$NI>2A6K@-$K$b1F6A$9$k$N$G!$0lIt$NL>;l6g$NI>2A6K@-$N$_$r2~A1$9$k$N$OFq$7$$$H9M$($i$l$k!%(B