570 
Grottl. Friedr. Lipps. 
m*7oi — J1 ($oi+ — $01 + $oi+ — Ä0i ) + ($o+o+ — $oo + $oo+ — g—\ 
+ ($10+ - $n + ($o0+ - $0°")} ; 
Wi = ij\(sti+ - sfr - $n++$rr)+($ä+ - $iV - $r0++Srr) 
+ ($oI+ $<u — $oi+ + $01 ) + ($u+0+ — Sfo — $oö+ + $m~) | • 
mrjl, = ^|2($i+ + $^ + $2-o+ + $2”) + 3($i+o+ + $iV+$r„++$ro-;! 
+ ($o+o+ + $öo + $oo+ + $oo ) + 2 ($2"° + $2 °) + 3 ($i"° -p 
+ ($o"° + $<T°) j ; 
mifv =p\2 ($o+2++Sfr + $0-2+ + $0-2-) + 3($o+i++$o?J"+$o-I++$o7-) 
+ ($üo+ + $wi + $oo+ + $00 ) + 2 ($2+ -f- Sf~) + 3 ($j)+ Sf~) 
+ ($o+ + $0 ) J ; 
mril = 2 ($++_$+“+$7l+—$2_r)+2(Sf+- $2V + $20+- $2"o-; 
+ 3 ($ii+ - sf~ + $n+ _ $1“)+3 ($i+o+ - $îo—+$r0+ _$ro-) 
+ ($o+i+ - $o+r + $ol+ - $oT) + ($o+o+ - $oV + $o~o+ - $0-0-)| ; 
mrfn = ^j2($+++$+“_$-+_ Sn~) +2($^2++$o+r-$ol+-$r21 
+ 3 ($ä+ + $+- - sû+ - $rr)+3 ($0+i++$0+r - $0i+- ssr) 
+ (Sfo+ + sfr - $To+ - ST) + ($o+o+ + $o+o“ - $öö+ - $oT)j ; 
mrj'H = *2y2{4($22+-f-$22 + $22++$22 ) + 6 ($^+-{-$n +$21++$21 ) 
+ 6 ($12+ + $12 + $12+ + $12 ) + 2 ($20 ‘ + Sfo + $20+ + $20 ) 
+ 2 ($02+ + $02 + $02+ + $02 ) + 9 ($il+ + $U + $11+ + $11 ) 
+ 3($io+ + $10 + $io++ $10 ) + 3($(J'r +$01 +$oi+ + $oi ) 
+ ($üo+ + $m + $oo+ + $00 )} ; 
Setzt man für « = 0, 1, 2 . . . p ; v == 0, 1, 2 ... a, wenn Q 
und a beliebig aber fest gewählte positive ganze Zahlen bezeichnen, 
zur Abkürzung 
[$<)—«, B—v] — Sÿ-H' 0—V + ( 1) • $o"-!Z, o-v + (— 1)' • $e4“, a~v 
+ (-i r°-sf-,a v- 
[$?-J = St-,, 0 + Ä+_-, o + (- l)f + (- 1)?$(7-T 
+ $+^ + (-i)? $(-° 
» “Q—ft l \ -V ^Q-fX j 
[$ff—v] = Sftr + (- ljö.$ot7-, + $o7tv + 
+ $<r-v + (-l)a- $o-* , 
o 
-l)ö.$o77-, 
(39a)