$B%W%m%0%i%`$N=$@5J}K!$H4pACE}7WNL(B

$BE}7W2r@O(B 03 $B%/%i%9(B : $BBh(B04$B2s(B (10/30/03)

$B!!A02s$O%G!<%?$r%U%!%$%k$+$iFI$_9~$s$GR2p$7$?!#(B $B:#2s$O!"4{$K$"$k%W%m%0%i%`$r=$@5$9$kJ}K!$H!"(B $BE}7WNL$NCf$G$b0lHV%7%s%W%k$J%R%9%H%0%i%`$d4pACE}7WNL$K$D$$$F@bL@$9$k!#(B

$B%W%m%0%i%`$N2~NI(B : $BF~NO:Q$_$N$b$N$rM-8zMxMQ(B : $B%3%T!
$B;aL>$,(B 8$BJ8;z$G@Z$l$F$$$k(B
$B%U%!%$%k$K$O!"B>$K$bJQNL$rF~NO!&E>Aw$7$F$"$k(B

$B%R%9%H%0%i%`$bIA$$$F$_$h$&(B : $B%G!<%?$r;k3PE*$KB*$($k(B

$B:#$^$G$N%W%m%0%i%`$r3hMQ(B : les0305.sas ===> les0401.sas
/* Lesson 4-1 */ /* File Name = les0401.sas 10/30/03 */ data naikaku; infile 'naikaku01.prn' firstobs=2; input name $15. sex $ goukei tochi : $BJ8;zNsD9$N;XDjJ}K!(B yotyokin kasituke kariire; : $BD9$$>l9g$O(B 2$B9T$K!#:G8e$O%;%_%3%m%s(B proc print data=naikaku; run; proc means data=naikaku; : $BJQNL$r;XDj$7$J$$$HA4?tCMJQNL$,BP>](B run; : proc chart data=naikaku; : $B%R%9%H%0%i%`$rIA$/(B hbar goukei; : $B?eJ?K@%0%i%U$G!#JQNL$r;XDj!#(B vbar goukei; : $B?bD>K@%0%i%U$G!#JQNL$r;XDj!#(B run;

$BJT=8%3%^%s%I(B : $B9T%3%^%s%I(B (MNC$B%;%_%J!
$B@h=5$NG[I[;qNA(B$B;2>H(B
- [Ctrl]+[X] : $B%$%s%5!<%H%b!<%I(B
- i : $B9TA^F~(B
- d : $B0l9T:o=|(B
- cc : $BNN0h%3%T!<(B($B%3%T!<$7$?$$$H$3$m$r0O$`(B)
- a : $BEv3:9T$N8e$m(B(after)$B$KA^F~(B
- c : $B0l9T%3%T!<(B
- b : $BEv3:9T$NA0(B(before)$B$KA^F~(B
- dd : $BNN0h:o=|(B

$B=PNO7k2L(B : les0401.lst
SAS $B%7%9%F%`(B 1 20:45 Thursday, October 30, 2003 OBS NAME SEX GOUKEI TOCHI YOTYOKIN KASITUKE KARIIRE 1 Koizumi M 5012 3052 1960 0 731 2 Katayama M 7874 1371 6502 0 2697 3 Moriyama F 12606 6907 5699 0 0 4 Tanaka F 74940 31739 43201 0 0 5 Shiokawa M 56561 54336 2225 7500 0 6 Touyama F 24146 10901 13245 0 2200 7 Sakaguchi M 2601 451 2150 0 140 8 Takebe M 5084 2796 2288 0 549 9 Hiranuma M 4723 451 223 0 12682 10 Ohogi F 19554 18354 1200 7102 36000 11 Kawaguchi F 13550 1490 12060 0 0 12 Fukuda M 8089 7272 817 1130 7600 13 Murai M 6492 1669 4823 0 260 14 Nakatani M 1620 0 1620 0 0 15 Omi M 3278 3278 0 1800 1764 SAS $B%7%9%F%`(B 2 20:45 Thursday, October 30, 2003 OBS NAME SEX GOUKEI TOCHI YOTYOKIN KASITUKE KARIIRE 16 Yanagisawa M 5375 2475 2900 0 2205 17 Takenaka M 2808 2651 157 9475 10456 18 Ishihara M 5932 2347 3585 0 3230 SAS $B%7%9%F%`(B 3 20:45 Thursday, October 30, 2003 Variable N Mean Std Dev Minimum Maximum -------------------------------------------------------------------- GOUKEI 18 14458.06 19845.53 1620.00 74940.00 TOCHI 18 8418.89 13920.12 0 54336.00 YOTYOKIN 18 5814.17 10062.90 0 43201.00 KASITUKE 18 1500.39 3072.27 0 9475.00 KARIIRE 18 4473.00 8728.67 0 36000.00 -------------------------------------------------------------------- SAS $B%7%9%F%`(B 4 20:45 Thursday, October 30, 2003 GOUKEI Cum. Cum. Midpoint Freq Freq Percent Percent | 7500 |**************************** 14 14 77.78 77.78 | 22500 |**** 2 16 11.11 88.89 | 37500 | 0 16 0.00 88.89 | 52500 |** 1 17 5.56 94.44 | 67500 |** 1 18 5.56 100.00 | ----+---+---+---+---+---+---+ 2 4 6 8 10 12 14 Frequency SAS $B%7%9%F%`(B 5 20:45 Thursday, October 30, 2003 Frequency | ***** 12 + ***** | ***** 8 + ***** | ***** 4 + ***** | ***** ***** ***** ***** -------------------------------------------------------------------- 7500 22500 37500 52500 67500 GOUKEI Midpoint

$B=PNO$+$i$NCN8+(B :
- $BF~NO$7$?A4JQNL$,@5$7$/FI$_9~$^$l$F$$$k$+(B?
- $B;aL>$O@Z$l$:$KFI$_9~$^$l$F$$$k$+(B?
- $B%R%9%H%0%i%`(B($BEY?tJ,I[(B)$B$+$i%G!<%?$NJ,I[>u67$rH=CG$9$k(B
- $BN_@QIQEY$dN_@Q3d9g$,I=<($5$l$k$N$O2#K@%0%i%U$@$1(B
- $BJ?6QCM$O%R%9%H%0%i%`$N$I$3$K0LCV$9$k$+(B?
- ...
$B%W%m%0%i%`$NJ]B8(B :
Program Editor$B%(%j%"$N%3%^%s%I9T$G%W%m%0%i%`$r(B recall $B8e(B : [$BF~NO(B] file 'les0401.sas'

$B:FEY2~NI(B

$BKh2sA4%1!<%9$rI=<($9$k$N$b>iD9$@$+$i!"@hF,(B 5$B%1!<%9$K8BDj(B
$B%R%9%H%0%i%`$N6h@Z$jI}$r;XDj$7$F$_$h$&(B : $B%R%9%H%0%i%`$N<4;XDj(B

$B:#$^$G$N%W%m%0%i%`$KDI2C(B : les0402.sas
/* Lesson 4-2 */ /* File Name = les0402.sas 10/30/03 */ data naikaku; infile 'naikaku01.prn' firstobs=2; input name $15. sex $ goukei tochi yotyokin kasituke kariire; proc print data=naikaku(obs=5); : $B@hF,$N(B 5$B%1!<%9$@$1$rI=<(!#3NG'MQ(B run; proc means data=naikaku; run; proc chart data=naikaku; hbar goukei; vbar goukei; run; proc chart data=naikaku; hbar goukei / midpoints=10000 to 80000 by 10000; : $B<4$NCM$r;XDj(B vbar goukei / midpoints=20000 to 80000 by 20000; : $B<4$NCM$r;XDj(B run;

$BJT=8%3%^%s%I$r6n;H$;$h(B

$B=PNO7k2L(B : les0402.lst : $B0J2<7G:\J,$K$O0lIt>JN,$"$j(B
SAS $B%7%9%F%`(B 1 20:58 Thursday, October 30, 2003 OBS NAME SEX GOUKEI TOCHI YOTYOKIN KASITUKE KARIIRE 1 Koizumi M 5012 3052 1960 0 731 2 Katayama M 7874 1371 6502 0 2697 3 Moriyama F 12606 6907 5699 0 0 4 Tanaka F 74940 31739 43201 0 0 5 Shiokawa M 56561 54336 2225 7500 0 SAS $B%7%9%F%`(B 5 20:58 Thursday, October 30, 2003 GOUKEI Cum. Cum. Midpoint Freq Freq Percent Percent | 10000 |**************************** 14 14 77.78 77.78 20000 |**** 2 16 11.11 88.89 30000 | 0 16 0.00 88.89 40000 | 0 16 0.00 88.89 50000 | 0 16 0.00 88.89 60000 |** 1 17 5.56 94.44 70000 |** 1 18 5.56 100.00 80000 | 0 18 0.00 100.00 | ----+---+---+---+---+---+---+ 2 4 6 8 10 12 14 Frequency SAS $B%7%9%F%`(B 6 20:58 Thursday, October 30, 2003 Frequency 16 + ***** | ***** 12 + ***** | ***** 8 + ***** | ***** 4 + ***** | ***** ***** ***** -------------------------------------------------------- 20000 40000 60000 80000 GOUKEI Midpoint

$B=PNO$+$i$NCN8+(B :
- $BF~NO$7$?A4JQNL$,@5$7$/FI$_9~$^$l$F$$$k$+$r@hF,(B 5$B%1!<%9$G3NG'(B
- $B%R%9%H%0%i%`$N6h@Z$jI}$r49$($k$HJ,I[$N%$%a!<%8$,JQ2=$9$k(B
- $BJ?6QCM$O%R%9%H%0%i%`$N$I$3$K0LCV$9$k$+(B?
- $BJ?6QCM$,J,I[7A>u$rA[A|$9$k$KB-$k>pJs$G$"$m$&$+(B?
  - $BBP>NJ,I[$N>l9g$@$1(B
  - $B$=$l$G$b9-$,$j$OH=$i$J$$(B
- ...
$B%W%m%0%i%`$NJ]B8(B : $B0J8e$O;X<($r=P$5$J$$!#3F<+$GJ]B8$5$l$?$$!#(B
Program Editor$B%(%j%"$N%3%^%s%I9T$G%W%m%0%i%`$r(B recall $B8e(B : [$BF~NO(B] file 'les0402.sas'

$B1i=,(B : $B?tCMJQNL$K$D$$$FJ?6Q$dJ,I[7A>u$rGD0.$;$h!#(B
1. [Lesson 4-3] $B3'$5$s$NBN3J$d>.8/$$%G!<%?(B : $B3F<+F~NO(B&$BE>Aw:Q$N$O$:(B : s$B!"(Bl
  - $B9V5A$N=i2s$K $BBN3J(B & $B>.8/$$%G!<%?!#(B8$BJQNL!"(B13$B%1!<%9!#(B
  - $B@-JL(B(M/F)$B!"?HD9!"BN=E!"6;0O!";EAw$j(B/$B>.8/$$$NJL(B(G/J)$B!";EAw$j(B/$B>.8/$$3[!"7HBSEEOC2q!"7nJ?6QDLOCNA(B
2. [Lesson 4-4] 8$B2s$N9V5A$N%"%s%1!<%H%G!<%?(B (all03b.prn) : s$B!"(Bl
  - '96, '97, '99, '00, '01, '02, '03$BA04|(B & '03$B8e4|(B $B$N(B 8$B2s$N9V5A$GF@$i$l$?3X@8$N%"%s%1!<%H%G!<%?!#(B
  - $BBN3J(B & $B>.8/$$%G!<%?!#(B8$BJQNL!"(B265$B%1!<%9!#(B
  - $B@-JL(B(M/F)$B!"?HD9!"BN=E!"6;0O!";EAw$j(B/$B>.8/$$$NJL(B(G/J)$B!";EAw$j(B/$B>.8/$$3[!"7HBSEEOC2q!"7nJ?6QDLOCNA(B
  - 1$B9TL\$O!"3FJQNL$N@bL@$,F~$C$F$$$k$N$G!"7W;;;~$K$OFI$_Ht$P$9I,MW$,$"$k!#(B
  - $B!V(BJ:\$B%3%s%T%e!<%?$K$h$kE}7W2r@O(B03($BNS(B $BFFM5(B)\all03b.prn$B!W$KCV$$$F$*$/!#(B J $B%I%i%$%V$O9V5A$N65:`$rG[I[$9$k$?$a$N%I%i%$%V!#(B $B3F<+!"%U%!%$%k$r(B stat $B%7%9%F%`$KE>Aw$7$FMxMQ$;$h!#(B $B$J$*!"65<<$4$H$K(B J $B%I%i%$%V$NFbMF$O0[$J$k$N$G!"(B $BE>Aw$@$1$O(B C $B%k!<%`$G9T$C$F$*$/I,MW$,$"$k!#(B
  - $B%U%!%$%kE>Aw%=%U%H(B FFFTP $B$GE>Aw$9$k!#E>Aw%b!<%I$H4A;z%3!<%I$KCm0U!#(B
3. [Lesson 4-5] $BBhFs.@tFb3U$N;q;:8x3+;qNA(B (naikaku03.prn) : s$B!"(Bl
  - $B;29M(B $BKhF|?7J9$N5-;v(B
  - $BFb3U3UN=!&I{Bg?C!&@/L3 $B;aL>!"C4Ev>JD#!"CO0L!"@-JL!"EZCO!&7zJ*!"MBCy6b!&M-2A>Z7t!"9g7W!"K\?MJ,;q;:!"B_IU6b!" $B!V(BJ:\$B%3%s%T%e!<%?$K$h$kE}7W2r@O(B03($BNS(B $BFFM5(B)\naikaku03.prn$B!W$KCV$$$F$*$/!#(B
  - $B@hF,(B 2$B9T$K$O!"3FJQNL$N@bL@$,F~$C$F$$$k$N$G!"7W;;;~$K$OFI$_Ht$P$9I,MW$,$"$k!#(B
  - $B$J$*!":#2s$O;29M$^$G$K!";aL>$HC4Ev>JD#L>$O4A;z$GF~NO$7$F$"$k!#(B
  - $B%G!<%?FI$_9~$_It(B
    data naikaku; infile 'naikaku03.prn' firstobs=3; input name $12. tantou $16. position $10. sex $ tochi yotyokin goukei honnin kasituke kariire;
4. [Lesson 4-6] $B3F<+$,<}=8$7$?%G!<%?(B

$B4pACE}7WNL(B : $BJ,I[FC@-$NGD0.$KLrN)$DE}7WNL(B
$B:#G/$N%G!<%?(B(13$BL>J,(B)$B$@$1$G$O>/$J$/!"$^$?!"(B $B$h$j2r@O$NLLGrL#$rCN$C$F$b$i$$$?$$$?$a$K!"%5%s%W%k%5%$%:$NBg$-$J%G!<%?$H$7$F!"(B $BA09`$N(B Lesson 4-4 $B$G>R2p$7$?!"(B265$BL>J,$N%G!<%?$r2r@OBP>]$H$9$k!#(B

$B%W%m%0%i%`(B : les0407.sas : les0404.sas $B$r3hMQ$7$F$b$h$$(B
/* Lesson 4-7 */ /* File Name = les0407.sas 10/30/03 */ data gakusei; infile 'all03b.prn' firstobs=2; input sex $ shintyou taijyuu kyoui jitaku $ kodukai carryer $ tsuuwa; proc print data=gakusei(obs=5); run; proc means data=gakusei; run; proc univariate data=gakusei plot; : $B4pACE}7WNL$N;;=P!"(Bplot $B%*%W%7%g%s(B var shintyou taijyuu kyoui kodukai; : $B;XDj$7$?JQNL$K$D$$$F7W;;(B run; :

$B=PNO7k2L(B : les0407.lst
SAS $B%7%9%F%`(B 1 18:42 Wednesday, October 29, 2003 OBS SEX SHINTYOU TAIJYUU KYOUI JITAKU KODUKAI CARRYER TSUUWA 1 F 145.0 38 . J 10000 . 2 F 148.0 42 . J 50000 . 3 F 148.0 43 80 J 50000 DoCoMo 4000 4 F 148.9 . . J 60000 . 5 F 149.0 45 . G 60000 . SAS $B%7%9%F%`(B 2 18:42 Wednesday, October 29, 2003 Variable N Mean Std Dev Minimum Maximum --------------------------------------------------------------------- SHINTYOU 255 168.0270588 8.0840378 145.0000000 186.0000000 TAIJYUU 229 58.7851528 9.0851888 35.0000000 100.0000000 KYOUI 87 86.9080460 7.9863724 56.0000000 112.0000000 KODUKAI 241 51566.39 52037.20 0 300000.00 TSUUWA 48 7961.46 5011.73 200.0000000 30000.00 --------------------------------------------------------------------- SAS $B%7%9%F%`(B 3 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Moments N 255 Sum Wgts 255 Mean 168.0271 Sum 42846.9 Std Dev 8.084038 Variance 65.35167 Skewness -0.38817 Kurtosis -0.25474 USS 7216038 CSS 16599.32 CV 4.811152 Std Mean 0.506242 T:Mean=0 331.9105 Pr>|T| 0.0001 Num ^= 0 255 Num > 0 255 M(Sign) 127.5 Pr>=|M| 0.0001 Sgn Rank 16320 Pr>=|S| 0.0001 SAS $B%7%9%F%`(B 4 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Quantiles(Def=5) 100% Max 186 99% 184 75% Q3 173.5 95% 180 50% Med 169.3 90% 178 25% Q1 162 10% 156 0% Min 145 5% 153 1% 148 Range 41 Q3-Q1 11.5 Mode 170 SAS $B%7%9%F%`(B 5 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Extremes Lowest Obs Highest Obs 145( 1) 182( 251) 148( 3) 183( 252) 148( 2) 184( 253) 148.9( 4) 185( 254) 149( 5) 186( 255) SAS $B%7%9%F%`(B 6 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Missing Value . Count 10 % Count/Nobs 3.77 SAS $B%7%9%F%`(B 7 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Histogram # Boxplot 187.5+* 2 | .******** 16 | .****************** 36 | .************************************ 72 +-----+ 167.5+************************* 50 *--+--* .******************** 40 +-----+ .************ 23 | .****** 11 | 147.5+*** 5 | ----+----+----+----+----+----+----+- * may represent up to 2 counts SAS $B%7%9%F%`(B 8 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=SHINTYOU Normal Probability Plot 187.5+ ++++* | *****+*** | ******** | ********* 167.5+ ******++ | ******+ | +****** | ++****** 147.5+*++** +----+----+----+----+----+----+----+----+----+----+ -2 -1 0 +1 +2 SAS $B%7%9%F%`(B 21 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Moments N 241 Sum Wgts 241 Mean 51566.39 Sum 12427500 Std Dev 52037.2 Variance 2.7079E9 Skewness 1.617132 Kurtosis 3.601477 USS 1.291E12 CSS 6.499E11 CV 100.913 Std Mean 3352.011 T:Mean=0 15.38372 Pr>|T| 0.0001 Num ^= 0 197 Num > 0 197 M(Sign) 98.5 Pr>=|M| 0.0001 Sgn Rank 9751.5 Pr>=|S| 0.0001 SAS $B%7%9%F%`(B 22 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Quantiles(Def=5) 100% Max 300000 99% 200000 75% Q3 75000 95% 150000 50% Med 30000 90% 120000 25% Q1 20000 10% 0 0% Min 0 5% 0 1% 0 Range 300000 Q3-Q1 55000 Mode 0 SAS $B%7%9%F%`(B 23 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Extremes Lowest Obs Highest Obs 0( 261) 180000( 17) 0( 255) 200000( 56) 0( 254) 200000( 184) 0( 249) 300000( 87) 0( 245) 300000( 234) SAS $B%7%9%F%`(B 24 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Missing Value . Count 24 % Count/Nobs 9.06 SAS $B%7%9%F%`(B 25 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Histogram # Boxplot 325000+* 2 * . .* 2 0 175000+****** 16 0 .*********** 31 | .***************** 50 +--+--+ 25000+*********************************************** 140 *-----* ----+----+----+----+----+----+----+----+----+-- * may represent up to 3 counts SAS $B%7%9%F%`(B 26 18:42 Wednesday, October 29, 2003 Univariate Procedure Variable=KODUKAI Normal Probability Plot 325000+ * | | ** 175000+ ********++++ | ******+++++ | ++*******+ 25000+* ************************** +----+----+----+----+----+----+----+----+----+----+ -2 -1 0 +1 +2

$B;;=PE}7WNL$N@bL@(B : $BJ,I[7A>u$rGD0.$9$k$N$KMxMQ(B
- Variable : $BJQNLL>(B
- N : $B%5%s%W%k%5%$%:!"B,Dj8D?t(B
- Mean : $BJ?6Q!"&L$G<($9$3$H$,B?$$(B
  $B2C=EOB$r%5%s%W%k?t$G3d$C$?$b$N(B
  Std Dev : $BI8=`JP:9(B(Standard Deviation)$B!"&R$G<($9$3$H$,B?$$(B
  $B$P$i$D$-$r<($9;XI8!"@55,J,I[$N>l9g!"(B3$B&R$K$[$\A4?t$,4^$^$l$k(B(99.7%)$B!#(B
  Minimum & Maximum : $B:G>.CM$H:GBgCM(B
  Variance : $BJ,;6!"I8=`JP:9$NFs>h(B
  $B&R$H$J$i$s$G!"$P$i$D$-$r<($9;XI8(B
  Quantiles : $B;MJ,0L?t(B
  $B2<0L$+$i!"(B0%$BE@(B(Q0$B!":G>.CM(B)$B!"(B25%$BE@(B(Q1)$B!"(B
  50%$BE@(B(Q2$B!"(BMedian$B!"Cf1{CM!"Cf0L?t(B)$B!"(B75%$BE@(B(Q3)$B!"(B100%$BE@(B(Q4 $B:GBgCM(B)
  $BHO0O(B(Range) : $B:GBgCM(B(Max)-$B:G>.CM(B(Min)
  $B;MJ,JP:9(B : Q3-Q1
  Mode : $B:GIQCM(B(SAS $B$G$O!"J#?t$N%b!<%I$,$"$k>l9g$O:G>.CM$,I=<($5$l$k(B)
  Extremes : $B:G>e0L$H:G2<0L$N?t%5%s%W%k(B
  $BCoCM$N8!=P$K;H$&(B
  Histogram : $BEY?tJ,I[!#IQEY$,>/$J$$>l9g$O!" Stem Leaf : $B $BIQEYJ,I[!"$i$($F!#IQEY$@$1$G$J$/9=@.CM$b2r$k(B
  $B;~9oI=$K$b;w$F$$$k(B
  
  Box Plot : $BH"I&?^(B
  $BJ,I[7A>u$r8+$k!#0[>oCM$N8!=P$K!#(B
  $BH"(B : $B2eC<$O!"$=$l$>$l(B 25%$BE@(B(Q1)$B!"(B
  50%$BE@(B(Q2$B!"(BMedian$B!"Cf1{CM!"Cf0L?t(B)$B!"(B75%$BE@(B(Q3)$B!#(B
  $B%W%i%9(B(+) $B$OJ?6QCM!#(B* $B$O:GIQCM!#(B
  $BI&(B : $BH"$+$i$N5wN%$,!"(B
  1.5x[$B;MJ,JP:9(B] $B$NHO0OFb$K$"$k%5%s%W%k$^$G?-$P$5$l$k!#(B
  $BI&$N30B&$K%5%s%W%k$,$"$k>l9g!"(B
  0(3.0x[$B;MJ,JP:9(B] $B$NHO0OFb(B) $B$d(B
  *($B$=$l$h$j30B&(B) $B$GI=<(!#0[>oCM$N2DG=@-!#(B
  Normal Probability Plot : $B@55,3NN(%W%m%C%H(B
  $BJ,I[$,@55,J,I[$+$I$&$+$r3N$+$a$k(B
  + $B$,4p=`@~!"(B* $B$,BP>]%G!<%?!#$:$l$F$$$k$H@55,@-$,5?$o$l$k!#(B
$BCN8+(B : $B2r@O$K$h$C$FH=$C$?$3$H(B & $B2r$C$?$3$H(B
- $BJ?6QCM$N0UL#$9$k$H$3$m(B : $BBP>NJ,I[$N;~$@$1%$%a!<%8$,0lCW$9$k(B
- $BJ,I[$NJP$j(B : $B>o$K$"$k$H;W$C$F$h$$(B : $B:GIQCM$dCf1{CM$,M-8z(B
- Mode $B$NI=<($O>/$7Cm0U$,I,MW(B(SAS $B$N>l9g(B)
- $B>/?tNc(B
[$B1i=,(B] $B%R%9%H%0%i%`>e$G$N3FE}7WNL$N0LCV$r3NG'$;$h!#B>$NJQ?t$bD4$Y$F$_$h!#(B

$B!VJ?6Q!W$H$O(B? : $BCf4V(B? $B??$sCf(B? $BBeI=CM(B? $BBgBN$NL\0B(B? ...
- $B?HD9$NJ?6QCM(B(168.0cm)$B$O463P$K9g$&(B? $B$G$O!">.8/$$$NJ?6QCM(B(51600$B1_(B)$B$O(B?
- $B!V??$sCf!W$rBeI=$9$k(B 3$B$D$N;XI8(B :
  
  $BJ?6QCM!":GIQCM(B(Mode)$B!"Cf1{CM(B($BCf0L?t(B, Median)
  [$BNc(B1] $BJ?@.(B14$BG/(B12$B7n$K$BBg3XF~;n%;%s%?!<(B $B$,8xI=$7$F$$$k!V(B $B (http://www.dnc.ac.jp/houka/pdf/houka_gaiyou.pdf) $B!W$K!"F@E@J,I[?^$,7G:\$5$l$F$$$k!#(B
  [$BNc(B2] $BJ?@.(B14$BG/>eH>4|$N!V0l@$BSEv$j$NCyC_3[!W!#(B $BAmL3>J(B $BE}7W6I!&E}7W%;%s%?!<(B $B$,8xI=$7$F$$$k!V(B $B2H7WD4::(B($BCyC_!&Ii:DJT(B) (http://www.stat.go.jp/info/guide/asu/2003/26.htm) $B!W$K$O!"A4@$BS$NCyC_9b$rNc$K!"(B3$B$D$N;XI8$,?^<($5$l$F$$$k$N$G!"(B $B$3$l$i$N4X78$,M}2r$7$d$9$$$G$"$m$&!#(B $B$3$3$G$O$=$NCf$+$i0l$D$N?^$@$1$r0zMQ$7$F$*$/$,!">\$7$/$OK\J8$r;2>H$5$l$?$$!#(B
[$BNc(B1] $BK!2JBg3X1!F~3XE,@-;n83;n9T%F%9%H(B(H14.12) : 5357$BL>(B

[$BNc(B2] $BCyC_8=:_9b3,5iJL@$BSJ,I[(B($BA4@$BS(B)
$BJ,I[7A>u$HE}7WNL(B
- $B!VJ?6QCM!W$N0UL#$9$k$b$N(B : $B4|BTCM!#0l$D$N;XI8$K2a$.$J$$!#(B
- $BJ,I[7A>u(B : $BBP>NJ,I[$N>l9g$@$1!V0u>]!W$H9gCW$9$k!#(B
- $BHsBP>N$N>l9g$O?~$ND9$$J}$K$:$l!"FC$K30$lCM$,$"$k$H4V0c$C$?!V0u>]!W$rM?$($+$M$J$$!#(B
- $BHsBP>N$N>l9g$K$O!":GIQCM$dCf1{CM(B($BCf0L?t(B)$B$b6cL#$9$kI,MW$,$"$k!#(B
- ($B!VJ?6QCM!W$NWs0UE*!&0U?^E*MxMQ$,L\N)$D!#(B)
$B
$B%0%k!<%WKh$NE}7WNL(B
$B6=L#$"$k%G!<%?$NFC@-$rL@$i$+$K$7$F$$$3$&(B
- $B3'$5$s$N%G!<%?$r;H$C$?2r@O(B : $B3F<+$N%G!<%?$r2r@O$7$F$_$h$&(B
- $B%U%!%$%kL>$O3F<+$GL?L>$7!"5-O?$7$F$*$/$h$&$K(B
$BIQEY=87W!"%0%k!<%WFbE}7WNL!"(B...

$B9V5A$N%[!<%`%Z!<%8(B$B$XLa$j$^$9(B

$B%W%m%0%i%`$N=$@5J}K!$H4pACE}7WNL(B

$BE}7W2r@O(B 03 $B%/%i%9(B : $BBh(B04$B2s(B (10/30/03)

$B%W%m%0%i%`$N=$@5J}K!$H4pACE}7WNL(B

$BE}7W2r@O(B 03 $B%/%i%9(B : $BBh(B04$B2s(B (10/30/03)