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$B%$(B $B0lIt= 3(37.5%) 13(46.4%) 15(37.5%) 12(52.2%) 43(43.4%)
$B%&(B $B$[$H$s$I= 1(12.5%) 8(28.6%) 12(30.0%) 6(26.1%) 27(27.3%)
$B6uGr(B
$B%&(B $B$"$^$jI,MW$H$7$F$$$J$$!#(B $B%"(B $B$[$\=
$B%$(B $B0lIt= 1(4.3%) 1(1.0%)
$B%&(B $B$[$H$s$I= 1(2.5%) 1(1.0%)
$B6uGr(B 1(4.3%) 1(1.0%)
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$B6uGr(B
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$B!J(B12$B!KFCDj$N $BI,MWEY(B $B= $B-5(B
(8$BBg3X!K(B $B-6(B
(28$BBg3X!K(B $B-7(B
(40$BBg3X!K(B $B-8(B
(23$BBg3X!K(B $BA4BN(B
(99$BBg3X!K(B $B%"(B $BHs>o$KI,MW$H$7$F$$$k!#(B $B%"(B $B$[$\= 1(2.5%) 1(1.0%) $B%$(B $B0lIt= 2(7.1%) 3(7.5%) 2(8.7%) 7(7.1%) $B%&(B $B$[$H$s$I= 2(25.0%) 2(7.1%) 1(2.5%) 1(4.3%) 6(6.1%) $B6uGr(B $B%$(B $BI,MW$H$7$F$$$k!#(B $B%"(B $B$[$\= 1(2.5%) 1(4.3%) 2(2.0%) $B%$(B $B0lIt= 2(25.0%) 14(50.5%) 15(37.5%) 11(47.8%) 42(42.4%) $B%&(B $B$[$H$s$I= 2(25.0%) 9(32.1%) 11(27.5%) 5(21.7%) 27(27.3%) $B6uGr(B $B%&(B $B$"$^$jI,MW$H$7$F$$$J$$!#(B $B%"(B $B$[$\= 1(2.5%) 1(1.0%) $B%$(B $B0lIt= 1(12.5%) 1(4.3%) 2(2.0%) $B%&(B $B$[$H$s$I= 1(12.5%) 4(10.0%) 1(4.3%) 6(6.1%) $B6uGr(B 1(3.6%) 1(2.5%) 2(2.0%) $B%((B $BA4$/I,MW$H$7$F$$$J$$!#(B $B%"(B $B$[$\= $B%$(B $B0lIt= $B%&(B $B$[$H$s$I= $B6uGr(B $B%*(B $B$I$A$i$H$b$$$($J$$!#(B $B%"(B $B$[$\= $B%$(B $B0lIt= 1(2.5%) 1(1.0%) $B%&(B $B$[$H$s$I= $B6uGr(B 1(2.5%) 1(4.3%) 2(2.0%) $B9g7W(B 8(100.0%) 28(100.0%) 40(100.0%) 23(100.0%) 99(100.0%)
$B!J(B13$B!KBg3X$K$*$1$kM=;;$N;EAH$_!"$=$N<99TJ}K!!"$=$NB>2q7W$K4X$9$kCN<1(B

$BI,MWEY(B $B= $B-5(B
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$B-7(B
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(23$BBg3X!K(B
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(99$BBg3X!K(B
$B%"(B $BHs>o$KI,MW$H$7$F$$$k!#(B $B%"(B $B$[$\= 1(4.3%) 1(1.0%)
$B%$(B $B0lIt= 1(3.6%) 3(7.5%) 2(8.7%) 6(6.1%)
$B%&(B $B$[$H$s$I= 2(25.0%) 1(3.6%) 1(2.5%) 4(4.0%)
$B6uGr(B
$B%$(B $BI,MW$H$7$F$$$k!#(B $B%"(B $B$[$\= 4(14.3%) 6(15.0%) 10(10.1%)
$B%$(B $B0lIt= 2(25.0%) 15(53.6%) 20(50.0%) 13(56.5%) 50(50.5%)
$B%&(B $B$[$H$s$I= 2(25.0%) 4(14.3%) 6(15.0%) 4(17.4%) 16(16.2%)
$B6uGr(B
$B%&(B $B$"$^$jI,MW$H$7$F$$$J$$!#(B $B%"(B $B$[$\= 1(12.5%) 2(5.0%) 1(4.3%) 4(4.0%)
$B%$(B $B%$!!0lIt= 1(4.3%) 1(1.0%)
$B%&(B $B$[$H$s$I= 1(12.5%) 1(3.6%) 1(2.5%) 3(3.0%)
$B6uGr(B 2(7.1%) 2(2.0%)
$B%((B $BA4$/I,MW$H$7$F$$$J$$!#(B $B%"(B $B$[$\=
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$B%*(B $B$I$A$i$H$b$$$($J$$!#(B $B%"(B $B$[$\=
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$B6uGr(B 1(2.5%) 1(4.3%) 2(2.0%)
$B9g7W(B 8(100.0%) 28(100.0%) 40(100.0%) 23(100.0%) 99(100.0%)
$B!J(B14$B!K2q5D$N1?1D!"B>It6I!&B>5!4X$H$N@^>W!"$=$NB>=nL3E*CN<1(B
$BI,MWEY(B $B= $B-5(B
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$B%"(B $BHs>o$KI,MW$H$7$F$$$k!#(B $B%"(B $B$[$\= 1(4.3%) 1(1.0%)
$B%$(B $B0lIt= 1(12.5%) 2(7.1%) 3(7.5%) 4(17.4%) 10(10.1%)
$B%&(B $B$[$H$s$I= 1(12.5%) 2(5.0%) 3(3.0%)
$B6uGr(B
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$B%$(B $B%$!!0lIt= 3(37.5%) 13(46.4%) 18(45.0%) 12(52.2%) 46(46.5%)
$B%&(B $B$[$H$s$I= 1(12.5%) 5(17.9%) 6(15.0%) 3(13.0%) 15(15.2%)
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$B%$(B $B%$!!0lIt= 1(2.5%) 1(4.3%) 2(2.0%)
$B%&(B $B$[$H$s$I= 1(12.5%) 1(2.5%) 2(2.0%)
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