🚀 go-pugleaf

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In article <KISE.92Jul2121735@sympho3.canon.co.jp>
 kise@canon.co.jp (Takashi Kise) writes:

>  Euler$BJ}?X$NDj5A$,NI$/J,$+$j$^$;$s$G$7$?!#(B;-<
> $B4dGH?t3X<-E5$rD4$Y$?$1$I!"!V%*%$%i!<!W$N9`$7$+8+$D$+$i$J$+$C$?!#(B
> $B$I$3$K:\$C$F$$$k$N$G$7$g$&$+!)(B

  $B;d$O!":G=i$N(BEuler$BJ}?X$N5-;v$r$_$F!"(BEuler square $B$GD4$Y$^$7$?!#(B

> $B=>$C$F(B Euler$BJ}?X$H$N4X78$,J,$+$i$J$+$C$?$N$G$9$,!"(B
> $B#6?M$E$D$N#6%0%k!<%W$KJ,$1$kJ}K!$O3N$+$K#42sL\$N%0%k!<%T%s%0$G(B
> $BGKC>$9$kMM$G$9!#!J$"$kJ}$+$i>ZL@$7$^$7$?$H$$$&%a%$%k$rD:$-$^$7$?!K(B

  n^2$B?M$r(Bn$BNs$K$J$i$Y!"(B1st grouping $B$O=D$K!"(B2nd grouping $B$O!"2#$K$H$k$H!"(B
3rd grouping $B0J9_$O!"F10l9T!&Ns$K=EJ#$7$F(B grouping $B$7$J$$%i%F%sJ}?X$K$J$j!"(B
4th grouping $B0J9_$O!"$=$l0JA0$N$I$N%i%F%sJ}?X$HAH$_9g$o$;$F$b!"(BEuler
$BJ}?X$H$J$k(B($BF1$8(B group $B$K$$$l$?#2?M$r:F$SF1$8(B group $B$K$$$l$J$$(B)$B$3$H$,Bj0U(B
$B$G$"$k$3$H$K!":G=i$NJ}$,5$$E$+$l$?$N$@$H;W$$$^$9!#(B
  
> $B$=$3$G:#EY$O!"!V#22s0J>eF1$8AH$KF~$k$N$r$J$k$Y$/8:$i$7$?(B
> $BAH$_9g$o$;$r5a$a$k!W$H$$$&LdBj$r9M$($F$_$?$$$H;W$$$^$9!#(B

$B8_$$$KD>8r$9$k%i%F%sJ}?X$,$$$/$DA*$Y$k$+$H$$$&LdBj$HEy2A$H!"$H$C$F(B
$B$h$m$7$$$N$G$7$g$&$+!#(B


                                     $B?e:j(B  $BBs(B
                                     mizusaki@otsl.oki.co.jp
                                     $B2-%F%/%N%7%9%F%`%:%i%\%i%H%j(B
                                     $B8&5fItBhFs8&5f<<(B