Progress, tbe Universal LaW of f'laiare; Tbodgbt. tbe 3olVer)t of fier Problems. C H IC A G O. J U N E
|
|
- Bartholomew Holmes
- 5 years ago
- Views:
Transcription
1 4 '; ) pp p p p p ( p ) - p - p - p p p j p p p p - p- q ( p - p p' p ( p ) ) p p p p- p ; R : pp x ; p p ; p p - : p pp p «( 7 p p! ^(/ -) p x- p- p p p p 2p p xp p : / xp - p q p x p p p pp x pp p p p p: p : p x p xp p - /-/ > p --- «: p p - 0»» p p \ : pp - p : - - xp p ( ) p p x p ' xp ; p R p p -- p p p q x p : R - p xp xp p - p-x pp p j p - p-x Y R R x p pp xp p p p - p xp p p - x p ( p xp x q: xp xp p x p z - p p p p : p p p xp - x p Y xp x- p p xp - p p x p p :! p xp p z -- ( pp - x x xp ) p p p xp p p p p : x x xp j xp ; p p p p- p p p p p p xp - xxp p pp p p - p xp - xp xp 0» ' p p p : p p j xp - x p p p : p- p p p p -\ p p xp p p p R- p } pp pz p p p p p p p R- p p x p p p : x p- j -z x p p p: p p - p p p xp p - z pp p x p p : p x j pp p p - p ( ) p : q p p: p p q p pp p p x p -p p p ; ; - x p pp x p - '- p p p pp p q p p j p p p p p p p p xp p-x ( p p x : p x) q pp ; - xp p ; p p: q; xp p pp p p- : xp p pp p x ; ' x p x p: p x p p p p - x( ) p: p p p p ( j pp x pz -! p p p p) p pp p p xp p ( ) p j ; p p: : p p p - p p p - p p q p 2 p p pp p p p xp p pp p pp xp p p- xp ( ) pp p j p 4 p p -: j p; p q 5 xp ; p p j - p x j pp j 6 x z p z ; p p ; p x z p x - p : p R p pp p p - p - q p pp xp pp x p p pp p : p ; p p xp z p p p x p p p p Y p x p -x p p! : p p ( p p p p p R R p xp ) q (p p p ] xp : - -x ; p ) R - R p R R-- : p q p x pp x p xp p : p [ p] p z 4 p p p p p ; q R-- p p p ; p xp q p p p p p ; p pp : R- p p xp : j [^ j - p p p j p p p j p p p 2-( ) ( p- : -- p x pp x j p ' ; ) p x p xp- pp p ; [ p : () x -x: p p ; x x xpxp ; xp p - p xp (2) p q j x p xp () p - p p! p p p- p ; p p xp - q p p xp p p x p p ' : p p p xp Y p (4) p pp p p p : xp p ; z - p R- x p xp p p x p p p pp p x ; : ; pj p xp p pp xp p R- p pp p p xp : j x ' p p p - xp ' p p p p p x p > >» xp p x R- - - p p q pp xp ««R p: : p [ pp x x - x p x x p p : pp p- - p ' x; p : ; p : pp -«( -x p p p p x p -- q p - ' p p - : p [ x p p x p ' p p p p p [ x p z pp p Y z z -x p x p p ; x p p p ( p ' - z )0 ) xp p j p - p p p p ; p p p ; p p ' p j p - p p -- p pj: : p p p Y p R- z p p - q - ( p)
2 R R R p ( R p R R R! : -' p p p ' p ; R ' : p «j pp - p x ) < p p p <>( X x ' '< p p p p p ' p : p x p ) xp z p p x ( p p( p p z p « > ) ' ' x () p p pp p ' j p x p p ; - <j RX p - x ' x 4( R R p p p z- ;» Y 0 ( - p-! ' p p p p p j p 8 j - p p ^ z p p p p p p p - \ p ( p p p x! p z p j xp p pp p pp p ) p z p «pp pp pp p : p ' pq pp p p x p Q j (pp 4 p p p p xj p p p 7 ' p p p p p ( ( p ' p! R x x»» xp p z p 4 ; 7 R Rp '' p p ) p p ' R j - p ; 0 0» x - ; x- p x p p ; 6 p pp - - q -x : Y p ; 7 8 pz 8 x R ; R x p p ; 20 p R Z p p p ] z z ; (j 22 R 2 x p - - p pp ; 24 Y p p ( ' - ; 0 p p!! x p z j ( p p p x p!«p - Y 2 4 j j p ; : 6 : pp p z ; 9 20 R q ; ; p ; p ; p p p q p p p ' p R p x- -x p - p p (»»- p R pp ' pp p p R p pp p p Rp' p p R p p q! R! p pp p - RR p p - x Y p q p p! p pp p p j 0 R : ) x p p - p xp pp p p q R x Y pp- pp - )xp p-! p» xxx p p! p p : p p : xp «p p p p p ]<p p - p p- p p- RY 6 89 p p p p p - p p! j p p p p Y p p p j Y p p p R p : pp pp p p p q - x p p p p j p 422 pz p p : ) : xp ( p p p j p xp - p p p ' p p p p 0:0 ' j > pp p z p 8 j q p - p z p p x p j - q p p p p p p > ) p p p ]/»' p p R p 4 p R p x p ' p p -p p - : p pz R ^ j R ) q p p p p p p R R p x ( ) p x pp ; 28 ^! x - p & p p 0000 pp ; p- pp p p 8 - p 7 p p p p q p p p pp p p p p xp p p x p pp )» p pp p ; x p' ; - -p p p p p p p p p p p p p - - p p pp p 78 j p j-p ' pp! j- p p! ) p p j^ : p 200 pp jj: pp p ' p - - x p R ) p Y ' p : p ; ' p' p p ' p pp p p p x pp x p p - p p ; p x pp ; p x p pp p p p q p p ; pp p z p p p p p; j p ; p Y R p - [ - p p p : ' p p ( x p p x '! p 2 R R 0 p p 0:0 p : x 5 p p p q p xp p p p- p - ) p /Y p xp ) R x p p p p j p x p-p ) ' \ pp ; p p pp pp pp! p p p p x p z - 5 R p p p x - p ( pp p x p p ' j' - / p - - p - R p p 92 z ' ) j '9 ' p p p ' p p ' R p x p p -j p p p pj p - z p 240 ^8 ; ) p p p - p p p p q p p! p : pp p p p p ] : j p p p p p» p p p p ) - p p p xp p xp- j pp ) p p pp 6 p p p> ( x p p 8 : p ; x z p x p' p;! 400 pp 'p' p - p pp [ p : p p j R p jp pp p p! j ' ( q - p p p p - ) p : : p xp ' p' x ) p p p - z R; x - p - p p p pp p q &! p z z p x p z p p q ' R - p 26 p p p x) 0 p ' ( ) p z - - ' pp p p : p p p p>' x p R j p > p' p p p Y : 2 0 j >> Y p xp p 'RQ pp 'p > p { > R ' ; 5 ; : ) R p- ' 5 ; x p p ; p Y : p : p p ; pp > '- p z ; 24 q p p ; p pp p p p p ) p j ppp - x pp ()! x pp X p ] p 88 p 8 8 R p p : Rp! xp p p p x p p Q > R ' - pp p - - pp! p p p j - j - - : - - p --
3 R R R ; p pp xp pp pp pp ;p p p p p pj p; p p j p x R p ; R - p p : z p p pp p pp p pp p RX p p p - - q q p 2 ' p x - x p x : pp p [ [ - - Y! p p p x pp R Y- j p p Y p j : p pp YR R x j - p pp z p xp j p j - p p - p z j >> p: pp z j p : - - p q p 875: ; p p ' pp «; R [ pp j p p- [ p ; p 85! p 70 p - p ; p -[ [; Q ; p p ; R p p x pp R x - - p p p pp [ q p p p x p '! pzz p p - pp p p p p pp p p p p p xp «p p- x p q- p p ~ 28 4 p p p - pp p p pp p p p : p R pp p p p : p j pp R RR p [ ; p Y p x p p - - ; pp! p p p [ p z p p p pp j - p p { p - Y p q pp pp - j p -- p p pp ( p [ ) : Y ' p j p p p p p : p p p p p Z- [ p: Y p RY p - p ; p : (p ) z q p R - q pp p p p- R R x p R - ( pp - x p R ' p) p p p p pp z p! p p p ] p : p 489 px p pp p : :Y p 27 p p [ p p p p q p p pp q - p p: j p R p xp xp p p : p! p - p p -j [ p q x p p p 875 p 878 p p p p pp > pp : - p - ( ) ' p p - : pp p p p p p p pp ' p x ; p z p [ pp [ p- p ; p p p p p p p 2 : - p p Y p x p x p x 27 p p R z ^ q pp p pp p p p p [p p p \ p p p p j p p p p p p p p Y p p p p p z Y pp ; pp q p z z p Y p p p p - p; p p - ( p p p p p (p 5 R p ) p - } : p ): pp z p p 6 p p p p 089 : 8- p ; p pp pp p p : 7 p p j p pp p p -! ; q p p ( - p - p - pp p j p p p p - R p- p - q: R p p 80 p p R - p! p p p p p pp x xp p - «( p - xp x p p! «^ 5 pp - xp p p- p x - / ' p p p-p- p j [ p p pp- p p j q Q p - p - p ; q p p p- R - p; q p j Y z p - p p p p p ^ x- p p p - p pp p p p p R p p - p p q p p p x p p p R p pp p p - xp x ^ ( R) j q] p pp - ; p p j p x p; - p p p - pp -p p q p j - p j 89 p [ R - p pp - p pp- p p p - ~ x - p!) p q - j - p p 0- Y p p! p x 7 p - j p x ««: 7 - ^ 0» p p j p p pp: p ; p x ; p p p p 2 -\ ---- ;! 0875 : ^ p 7 j j p - ^ ^ ^ ^ p pp x ' p^ / : - 68 j p pp - ' z < p p p p z p - p p p pp - p p p p p pp pp - p z «--- x p x - p j p p x ppp x p - p p z p : p p ' z p -- R j () p p p' p pp p p p p pp ( ) qp p R j p p- q q x p p 4 p p p p p p - p : p p z j p - pp p p j p x p - j & p j ~ ~ j -! ' p p- 7 p p p pp - 78 p p ; pp xp ; p p p x x [ q p pp p p- p 600 p p p p 825 : p p p p x - - q p q p p ) p : - p p p x p p - p j-^ p p p p! 2 p p p -! p ] p j - p p; : p ^ p x -p > [ < p p p p p x p z p p q p ' p q ^--- z z p p p p p p Y ) p pp p p p; ' p 5 z p p p j R p ( p j j p )4 p - -p p p p p 8200 p 5 R R Q Q
4 R R R [ ; p pp pp' p p xp pp p p pj p; p p x R p j p R - p ; p p : R z pp p p pp p p R X p pp p «p p - q q p 2 ' x x p x p : pp! ]( Y R p p p p x pp p Y - j p p Y [ p j - : p pp YR R x j - p pp' z p xp p j p -' p - z p: pp^ z p p ; - [ p q p 875; ; p p ' pp - ; R [ pp j p p j ] p ; p 65 p [70 ' p - p ; ] p - ; Q : ] p p : R [ p x pp x p p p pp q p p p x p ' p pzz p pp! - - p j0> - p p p j pp p p p p p! xp p ': p x p [ ( Q p p ] ' «28 4 p j- 886 p p - pp p p pp p p p : p R pp p [p p : p j pp R RR p ; p Y p x p p -! ; pp p p p p z! p p p pp j - p p p - Y q p - pp pp ' p -- p pp p ( p ) : Y p j p p ' p p p : p p p p p Z- p: Y R Y p p ; p p : (p ) q 877 p R q pp p p p R R ^ x p R -- ( - x p R pp ' p) p p p p!pp z! p p p p p : p px p pp p : :Y p 27» p p p p q p p p p p pp q p p: p R p xp xp p p p - ; p p p q x p p p 875 p 878 p - p p p p pp - p - - pp : ( ) p p - p pp p p : p p pp p x ; p p z p- p pp p ; p p p p p p p 2 : p p p x p x p x 27 p p Y R z q pp p pp p p p [p p p p p p p p p j p [ ' p p p p p Y p p p p p z pp Y pp q p z z ; p Y p p p p; p p - ( ' ' p p j p p p (p p R ) p pp ): : p z p p 6 p p { p p 089 : p p pp pp p p p p R: 7 j p pp p p -! ; q p p ( p pp p j ) ' p p p p R () q p q: p R p p R p p p 80 ; R p p p p p pp x xp p p -- p - xp x p p pp [ - - p pp xp p p! p x - p p p-p- [ p p p pp j p pp q Q p p - p q p p R p; q p j p z p p p x- p p p p Y p p p pp p p p p - R p p p p q / p«p p \ p x p p p R ' pp p p p 7 xp x ( p pp ; p p R) j q - x p p; p - pp -p p [ q p p - - p p - [ 4 p R - p 89 pp- p p p - x pp - p p q -! - - p p Y - p p -! p p x p - - p x x - ; j p p pp; p ; p p p p p p » : x ; p p 7 pp p p p p p : j x z p - pp p p p - p p p z p pp - p - p p p p z ' x p pp pp x - p p - p p ppp x p p p - p z p ' z : p p j - '- p () p p z R p ' - ''0 p p «pp p p - p ( ) ) ' p R p p- q x p q 8\ p 4 p p p» p ' & p p p - j - p z : - pp p p j ' p xp p p R ' p p- 7 p p pp ' p p p ; 78 xp ; p pp p p x x»»» q p pp p p p 00 - p p p p «p 25 : p p p p x - - q p - q p - p p : p x p p - p p p p p p p p p p - p p ^j - p : p; p p x p p p p p x p z p p p p q z q p p p p ' p z [ p Y ) ' p [ p p p; p pp p p p z p p j R j p p - -p p j p p p p p 5 R R Q Q
5 4 R R R p j ^ p R : R / 2 - x p ' p 0 p '> p p ; p ; p p p p ; -p ( p p xp pp p p p ' p]>; ( j - p p pp pp p - ) p! - pp ' - p R Y' R R! ; ( 8 44 q - p p pp pp R R R R! R x R R R j p > q # p ' pp / x Z «p p - x j xp x x p [ p p - x R R! R p p Z p p pp < R 2- Y p ^ xp p' x p p p R R p x- pp p p : p q j R pp p pp p : [ p p pp p Y RYR R\ p pp p» p ; p xp pp / p p q p j p /R R R R p q pp p p p p x p p p q p z p ' xp p! ) ' p p p - p X j R ^ p p p xp p p q : p p p /- p p p x p x \ p p p : p ' #2 p p R R! Y R x p p j - x - p x ' R ' p p - p R! : ///// q p p p - p ' ' p -- p p : - p pp p 7 p p ; p p x p x p p : p ' Z - p p!» p x j! p p p p p p p p p ' :» p - R j [ p p R - p! - : p - pp x - j z - ] R R R R - - p! ; p Y p # p- p p p p p p Y \ pp p p pp p p p ' Y ; p xp x p p p p j p ( pp- Y p ( ) : Y! p p p j j p pp R R / / pp q ( p p p q p p p pp p) ; q p p» «; - p: > p x p! ; xp p q! R R R \ p ] p \ p > p p : p! p Y p p R 04 p ; p pp ; p p p RY - p Y! p p - p ( p q p! ; p x R ( p p X «- p p ; ; pp z j Y p p R R '/ \ p p z < q p p! ( p:! p ~ 6 ' q j - R R R p : R : :! ): p: ' p R p ;» : ' ' p- ' Z j Z Y ' 8 p ' p ; : ( pp - p ; '» - p p p R R pp - p R «0> p! p p p R R! p x p - ] pp : pp : : p p] q ; p; : :! p ; : p p : pp pp ; : p p z p p j R : ' p ; : { p : ; : 0 ; : pp x p 22( : ; ; ; ; ; Y p j p ; - R 0 p ^ - ' «p p- ( - x pp xp x: p ' p R } p p p pp ; p p Y R p pp ; ^ xp p! p ' $ -- p p - j^j^-j \ pp R R R p p - p p p - p ' p - j p : ; -» R R p p p - p ' ; p ' p pp 4 R 80 R q p p p / R R R p pp p - p p p : p: pp pp ( pp «p ' > - z j p p / R R Y - p p ' p p p x p j ^ ( - p p ' q - p p p p j p ' q xp : p -;» : p p p p - : p p p x -!- p p :» : - pp p q p ( ) p p xp p 8 R x p - j q ' Y Y z pp p-! pp pp x! q p j p p p» Y - p p xp x ' pp >«0 p R R R R p p p ' Y pp x - p 0 ; pp Q p q ^ ^ - p p - j p : ' p p - R x p ( R 2 z - ; }\ / z ^ ^»! ; z«z z z z - z; q! p - - p : j jz z z p p z z z z ; z j ' ] ; pp ; z z ; z p p- x p p : p pp q p p z - p p z z : - - Z ' p p p p Xxp z : R: ' ; p p z- : q q ; z p pp z Y p p X p p p p p > Z 22 Y xp p p; - p q p p «q p p - q q p q p p p ( p p x p p xp! x p z z z q ; p p! z p / R R '' q ' p p z Y j Z q x q q» X ; p pp Y R z p R p q ' R ' p p q p q - R 5 q pp ^ p Y «p p <2 p j - R ' ' p p ( ' --~ p p p (Z - z p : : p : ; j-; ; ; x ; Z Z p ' ; ; p j p -p p p p p j : ; ; ; q x p! : p! «pp ( : : «: Z z R p - ; ) p ; - ' p p p p ) z p : : : ( p pp p : ; R zz j pp : p : ' p z ( -p p /R R R X- R p p pz z R xp Z - ' p p p - X xp - - -p pz j /R R-RY! j x ->»- j x p j : pp p p 2 ' RY Y p - 22 p p z > p p Y p R p-p p p pp p z - p p p ' ppx» - x x ; pp ' j p p p ( j p p ^ ^ ^ ^ \^ ' x ; -pp \ q j j p z ; p - p p p j p- R R R R R ' xp X ) ) p p -- z z ' p p p: j p R R j ^ ^»»» p : p - p ' q p pp ; x p - ^!! j q - p p Z p p ^ ^ ^ - ) ^ ^ ^ ^ ^ p- -»- X p - j» x pp -pz ( Y; q & YR R Y Y [ R R Y
ACCEPTS HUGE FLORAL KEY TO LOWELL. Mrs, Walter Laid to Rest Yesterday
$ j < < < > XXX Y 928 23 Y Y 4% Y 6 -- Q 5 9 2 5 Z 48 25 )»-- [ Y Y Y & 4 j q - Y & Y 7 - -- - j \ -2 -- j j -2 - - - - [ - - / - ) ) - - / j Y 72 - ) 85 88 - / X - j ) \ 7 9 Y Y 2 3» - ««> Y 2 5 35 Y
More informationd A L. T O S O U LOWELL, MICHIGAN. THURSDAY, DECEMBER 5, 1929 Cadillac, Nov. 20. Indignation
) - 5 929 XXX - $ 83 25 5 25 $ ( 2 2 z 52 $9285)9 7 - - 2 72 - - 2 3 zz - 9 86 - - - - 88 - q 2 882 q 88 - - - - - - ( 89 < - Q - 857-888 - - - & - - q - { q 7 - - - - q - - - - - - q - - - - 929 93 q
More informationr*tt7v Progress, Ibe Ur)ft>ersal LaWof J^atare; Th>oagbt, fbe 3olA>er)t of Jier Problems. CHICAGO, SEPTEMBER MRS. ADA FOYE.
7v P U)> L ^; > 3>) P L' PBR 3 892 45 p p p j j pp p j ^ pp p k k k k pp v k! k k p k p p B pp P k p v p : p ' P Bk z v z k p p v v k : ] 9 p p j v p v p xp v v p ^ 8 ; p p p : : x k p pp k p k v k 20
More informationAdver-isemen- suliber, 8 nries) PLAIN AND FANCT. forrip Sailora. starts, gtorlling5,'tv.to 'gtl. Waikiihalulu Water Lots! LARGE AND COMMODI- -,
E E ERER RER p p p p x p $ p 0 p xp p p p p p p E p q 0 $ p 8 p $ 0 $ E EEER Y R ER 8 E 8 8 p EERE p p p REEREE q 8 Y p p p REEREE x E p Eq R p RE ER ER p x q EE p E E GR G p p 0 0 0 0 p x x p x p q EER
More informationLOWELL JOURNAL. LOWSLL, MICK., WSSDNaSDAY", FEB 1% 1894:
? jpv J V# 33 K DDY % 9 D Y D z K x p * pp J - jj Q D V Q< - j «K * j G»D K* G 3 zz DD V V K Y p K K 9 G 3 - G p! ( - p j p p p p Q 3 p ZZ - p- pp p- D p pp z p p pp G pp G pp J D p G z p _ YK G D xp p-
More informationLOWELL WEEKLY JOURNAL
W WY R G «( 5 R 5 Y q YG R ««W G WY Y 7 W \(\ 5 R ( W R R W ) W «W W W W< W ) W 53 R R Y 4 RR \ \ ( q ) W W X R R RY \ 73 «\ 2 «W R RG ( «q ) )[ 5 7 G ««R q ] 6 ) X 5 5 x / ( 2 3 4 W «(«\Y W Q RY G G )
More informationMANY BILLS OF CONCERN TO PUBLIC
- 6 8 9-6 8 9 6 9 XXX 4 > -? - 8 9 x 4 z ) - -! x - x - - X - - - - - x 00 - - - - - x z - - - x x - x - - - - - ) x - - - - - - 0 > - 000-90 - - 4 0 x 00 - -? z 8 & x - - 8? > 9 - - - - 64 49 9 x - -
More information.1 "patedl-righl" timti tame.nto our oai.c iii C. W.Fiak&Co. She ftowtt outnal,
J 2 X Y J Y 3 : > Y 6? ) Q Y x J Y Y // 6 : : \ x J 2 J Q J Z 3 Y 7 2 > 3 [6 2 : x z (7 :J 7 > J : 7 (J 2 J < ( q / 3 6 q J $3 2 6:J : 3 q 2 6 3 2 2 J > 2 :2 : J J 2 2 J 7 J 7 J \ : q 2 J J Y q x ( ) 3:
More informationPanHomc'r I'rui;* :".>r '.a'' W"»' I'fltolt. 'j'l :. r... Jnfii<on. Kslaiaaac. <.T i.. %.. 1 >
5 28 (x / &» )»(»»» Q ( 3 Q» (» ( (3 5» ( q 2 5 q 2 5 5 8) 5 2 2 ) ~ ( / x {» /»»»»» (»»» ( 3 ) / & Q ) X ] Q & X X X x» 8 ( &» 2 & % X ) 8 x & X ( #»»q 3 ( ) & X 3 / Q X»»» %» ( z 22 (»» 2» }» / & 2 X
More informationr/lt.i Ml s." ifcr ' W ATI II. The fnncrnl.icniccs of Mr*. John We mil uppn our tcpiiblicnn rcprc Died.
$ / / - (\ \ - ) # -/ ( - ( [ & - - - - \ - - ( - - - - & - ( ( / - ( \) Q & - - { Q ( - & - ( & q \ ( - ) Q - - # & - - - & - - - $ - 6 - & # - - - & -- - - - & 9 & q - / \ / - - - -)- - ( - - 9 - - -
More informationW i n t e r r e m e m b e r t h e W O O L L E N S. W rite to the M anageress RIDGE LAUNDRY, ST. H E LE N S. A uction Sale.
> 7? 8 «> ««0? [ -! ««! > - ««>« ------------ - 7 7 7 = - Q9 8 7 ) [ } Q ««
More information. L( )WE WEEKLY JOURNAL.
) Y R G V V VV ) V R R F RP : x 2 F VV V Ṅ : V \ \ : P R : G V Y F P 35 RP 8 G V : % \ V X Q V < \ V P R V \ V< R VRG : Y ) P [ < _ & V V 6 :: V } V x V V & x 2 ) 3 RR & 8 \ R < Y q GR : XR < R V R % 7
More informationTUCBOR. is feaiherinp hit nest. The day before Thanks, as to reflect great discredit upon that paper. Clocks and Jewelry repaired and warranted.
W B J G Bk 85 X W G WY B 7 B 4 & B k F G? * Bk P j?) G j B k k 4 P & B J B PB Y B * k W Y) WY G G B B Wk J W P W k k J J P -B- W J W J W J k G j F W Wk P j W 8 B Bk B J B P k F BP - W F j $ W & B P & P
More informationIndividual and Social Choices
Individual and Social Choices Ram Singh Lecture 17 November 07, 2016 Ram Singh: (DSE) Social Choice November 07, 2016 1 / 14 Preferences and Choices I Let X be the set of alternatives R i be the weak preference
More informationNew Bern. south corridor station area plans. Transit Station Area Plan. Uptown. South End. New Bern. Scaleybark. Woodlawn. Tyvola. Archdale.
p Up b I-485/ O Y LO IY OUIL JULY 28, 2008 2009 O OLI VI OLLI OUIG LIG IL GOY b b x V I: p 1 x 3 3 3 Opp 4 V 6 G 6 L U 9 9 G 11 b 12 p p 14 p/ 14 p 16-16 - F L 16 - L 20 21 O/ - 22 L - 23 F / - 24 I b
More informationT k b p M r will so ordered by Ike one who quits squuv. fe2m per year, or year, jo ad vaoce. Pleaie and THE ALTO SOLO
q q P XXX F Y > F P Y ~ Y P Y P F q > ##- F F - 5 F F?? 5 7? F P P?? - - F - F F - P 7 - F P - F F % P - % % > P F 9 P 86 F F F F F > X7 F?? F P Y? F F F P F F
More informationSPIRITUALISM. forces. of Spirit, A n stiy a e d f r o m a C o m m o n rhey. n o d and H en so S ta n d p o in t. Lea d s i 1 T U A L I.S M.
~ 3 : K G V 7 G GG 2 3 9 3» < V ; j z_! V 9 7 ' ; > : ; _ < - «-] 88 _ K _ [ -] ZZ - - _ [ ) G K < ' - - ( - '! j () - -] < : : < :?! q z ; [ > # : - 2 - - j ; :!_ - ] ' z ; : j G - j j - [ _ j! { q -
More informationards tifferkuiitat ED C BOWE House and Sign Painter Paper Hancr etc Silr Xo 1W King Slrset Ilonolnln S VJI JOIBS Morolaant Tailor
RR R FD5 D b70 z x 25 27 b p b b pp g p p p b p b b p b p b 3 p p N b x p p b p 6 F R 2g g b p ppg g p b gg p 270 Z p 0 p g p p p b R 60 g pb 25 p bg p pp p g g g g xpg p 6 b b pp g g g p g p p g p p b
More informationT e c h n i c u e. SOUTH'S LIVEST COLLEGE WEEKLY Georgia School of Technology. Phi Kappa Tau Frat Installed With WeekEnd of Activity mm
V X V U' V KY y,!!j[»jqu,, Y, 9 Y, 99 6 J K B B U U q : p B B By VV Y Kpp vy Y 7-8 y p p Kpp, z, p y, y, y p y, Kpp,, y p p p y p v y y y p, p, K, B, y y, B v U, Uvy, x, ; v y,, Uvy ; J, p p ( 5),, v y
More informationLOWELL. MICHIGAN. WEDNESDAY, FEBRUARY NUMllEE 33, Chicago. >::»«ad 0:30am, " 16.n«l w 00 ptn Jaekten,.'''4snd4:4(>a tii, ijilwopa
4/X6 X 896 & # 98 # 4 $2 q $ 8 8 $ 8 6 8 2 8 8 2 2 4 2 4 X q q!< Q 48 8 8 X 4 # 8 & q 4 ) / X & & & Q!! & & )! 2 ) & / / ;) Q & & 8 )
More informationA b r i l l i a n t young chemist, T h u r e Wagelius of N e w Y o r k, ac. himself with eth
6 6 0 x J 8 0 J 0 z (0 8 z x x J x 6 000 X j x "" "" " " x " " " x " " " J " " " " " " " " x : 0 z j ; J K 0 J K q 8 K K J x 0 j " " > J x J j z ; j J q J 0 0 8 K J 60 : K 6 x 8 K J :? 0 J J K 0 6% 8 0
More informationLOWELL STORES SERVE THRONGS OF LOV PEOPLE ON FRIDAY NIGHT
J p M 879 61 p 260 M G W j p : b p pp M M K p b J M G * p P p b p p D W P p b G 14 b p qp j b p p p J p z M- K W W G Gbb Wb M J W W K G J D D b b P P M p p b p p b b p J W ; p jb b p x b p p b b W Pp pp
More informationPhoiie or',wniu today!.. '-''. ; inmtment Securities. \.! do f hank youl. (^obstruction Bids
v 963 b Y K f B B k v v pp f k v f v k bf k q b f b J J? f k p " f " f v p " f k " b p f p b p k b " k " f b k p pp b f b f b f k q p k pp v p v ff p pb p Y k k f k b f k b ; v f b p p f f b v f v bp ff:
More informationan;'. Union One aud lnsopftrabls.'' LOWELL. MICflTGAN, WKDM SDAV, MAY I I is: LOW.NATIONAL 1>AXK ullv tn , ,800.
Y v N Y Y \\ «\ v R v R F RN «x vv 2 R F RN N # Z qr $ $ $2 2 2 X R 2 2
More informationCOUNTY OF NEVADA COMMUNITY DEVELOPMENT AGENCY PLANNING DEPARTMENT
UNY NEVAA UNIY EVEEN AGENY ANNING EAEN 950 AIU AVENUE, UIE 170, NEVAA IY, A 95959-8617 (530) 265-1222 AX (530) 265-9851 p://. p A NIE EAAIN : A 10, 2018 : : : pb A, z, I N. N p 950 A N, f 95959 bj: N b
More informationNeatest and Promptest Manner. E d i t u r ami rul)lihher. FOIt THE CIIILDIIES'. Trifles.
» ~ $ ) 7 x X ) / ( 8 2 X 39 ««x» ««! «! / x? \» «({? «» q «(? (?? x! «? 8? ( z x x q? ) «q q q ) x z x 69 7( X X ( 3»«! ( ~«x ««x ) (» «8 4 X «4 «4 «8 X «x «(» X) ()»» «X «97 X X X 4 ( 86) x) ( ) z z
More informationHOLIDAY GIFT GUIDE. Christmas. Christmas. Christmas. Christmas. Christmas. -C hr is Jones. Christmas. Christmas
PIKE OUNY DISPAH HURSDAY DEEBER 13 2018 P 11 H G G E O 0 2 F S A R O A A W K A O J K W S W - I K P A H A p H p P N j D 1 1 I p z - p! 2 1 - J p W A K - A A W 2010 p W E p q Pz A L A P P & p S A W P B L
More information'P'A f- 'p y. snratirj $. t3.dii for ila Months. n 11 I. mmmmmwimm 4 00 M ISLANDS..IANUAKY HAWAIIAN. itttttaira!. HkHUL Li la. P. 1. Bt. aib:suii.
8 gbb X p Y gbb BD bp $ D Fg b B R D p g XXX 9 R F D R BRR R p X R D p g g R b p pp b q p b F D p D R B g 8 bb FR R R 8 8 D DR RR X D 8 g 98 RR D B D DR D FR D RR p B D RY F R p p g p 8 F Bg Q DR R DR
More information- tk':. y? jiri''- .'ii'-jr---l' '-f. l)l-xkmrk- 3&bcrlisrr.:tnl5. UGSTOIlE! J)R JOHN. IIOr.SK. rx!kkmfixki. HAVlXfi
H PF R R g 6 B H H R G H BD R p 8 RR F F F F p F p x H HRY Bp p p p p B g g g p g Y R x p H xx x Z 2 g pp F H Y G F H HP F B DRY R g Hx F g g g H g g g g 8pp p g p P g p g p H g p g Y g g g g g g x g P
More information'g$-y- )4r0---aooaOC- r. o. A9.Heo'i.OMaoa)a.9. w?s. R ; : ; 09a:.aaa'. L31ia. a.j-rf-boam- WaTaB Z. rf5. ,at. f2 OOMS09r.)tafi.aaatrnvrtt.f.ai. l"s!
P K PD K D 0 D X P P Z $ X P R YR D z x R x P K 0 K x K K 0 x 0 0 0 0 0 Z x 0 0 0 0 0 x x 0 00 0 P 0 K K 0 0 0 K K 0 0 0 K K X G Z 0 0 0 K 0 0 P x x q P x R 0 0 K0 x q x P 0 0 P G 00 R 0 K x 0 0 0 Z 0
More informationA JOURNAL OF PRACTICAL REFORM. DEVOTED TO THE ELEVATION OF HUMANITY IN THIS LIFE. AND A SEARCH FOR THE EVIDENCES OF LIFE BEYOND.
JU F P F V V F UY F F V F F BY V V J J b B g k > F UY 8 g; Pg by V P«B P g * 44 B g ** - v g ; v * ; P v g ; g p p «* * P y g ; vp * * ; P J P P g * < ) ; ] p ; F y P b p ; ; J ' B y ; v P ; B : P k J
More informationGovernor Green Triumphs Over Mudslinging
; XXX 6 928 - x 22 5 Q 0 x 2- Q- & & x 30 - x 93000000 95000000 50 000 x 0:30 7 7 2 x q 9 0 0:30 2;00 7:30 9 ( 9 & ( ( - ( - 225000 x ( ( 800 ) - 70000 200000 - x ; 200-0: 3333 0850; 778: 5-38 090; 002;
More informationHigher Portfolio Quadratics and Polynomials
Higher Portfolio Quadratics and Polynomials Higher 5. Quadratics and Polynomials Section A - Revision Section This section will help you revise previous learning which is required in this topic R1 I have
More informationOWELL WEEKLY JOURNAL
Y \»< - } Y Y Y & #»»» q ] q»»»>) & - - - } ) x ( - { Y» & ( x - (» & )< - Y X - & Q Q» 3 - x Q Y 6 \Y > Y Y X 3 3-9 33 x - - / - -»- --
More informationCATALOG. Children s Ministry International CMI. Celebrate the 500th Anniversary of. newly-revised and colorized HEROES of the REFORMATION REFORMATION
g f M c b cc c k b 0 p () P & R pp p M M M 000 fg pg g cg b c b pp : b g (M ) 0000 00-0000 0-00000 00-00000% v 0000% P M p cg q cg PYM Y p b c ( p),, cck cc p 0 c v bjc f Fg c p p, cck v bk xcg cg RR pp
More informationLIGHT DUTY DIFFERENTIAL
B F FF PP P # /............................4...................................4-5 F.....................................5.....................................6-7 P PP Z.....................................7...................................7
More informationLOWELL WEEKI.Y JOURINAL
/ $ 8) 2 {!»!» X ( (!!!?! () ~ x 8» x /»!! $?» 8! ) ( ) 8 X x /! / x 9 ( 2 2! z»!!»! ) / x»! ( (»»!» [ ~!! 8 X / Q X x» ( (!»! Q ) X x X!! (? ( ()» 9 X»/ Q ( (X )!» / )! X» x / 6!»! }? ( q ( ) / X! 8 x»
More informationLOWELL WEEKLY JOURN A I.
Y UR G U U V Y U Uq V U U -R $ q - U U Y 9 U - G Y G $ \ U G Q x X U R G - < UU V V - V - - - X - V - { - - - U X -- V URU - 48 UV- \- R & - R - U 8 ])? U - x V - ) U R x - [ - U XU R UR UUY U V \ RX -
More informationV o l u m e 5, N u m b e r 5 2, 1 6 P a g e s. Gold B e U ClUt Stamps Double Stamp D a y E v e r y Wednesday
1 6 5 J 9 6 " " z k ; k x k k k z z k j " " ( k " " k 8 1959 " " x k j 5 25 ; ; k k qz ; x 13 x k * k ( ) k k : qz 13 k k k j ; q k x ; x 615 26 ( : k z 113 99751 z k k q ; 15 k k k j q " " k j x x ( *»
More informationI ' l A MEMPHIS, TENN., SATURDAY, AUGUST 23,1873.
- P G& P P G» -» - P D - RP P R G GFFX G - 3 D G» R» G - G > D X >»» P -3 8 7 3-379 ( -» - F X P X X z» FR 0- P x X >»» P»( > ( 3 - - --5 - X- - x 25Z3 - - z - 37 - x -» x V5?» - > 3 x & 2» x z > - -»»
More informationLOWELL, MICHIGAN. THURSDAY, FEBRUARY ROBEIIT E. S P H I N G E T T
R R AK AY A x \ ( z A ( U U (? - A > - ( x-x ) \ x A! A A z : A : * K A K A z > x x q - x x 93- A P K A R Az x x 4 U z A R X- A \ A U A URAY RUARY 23 933 U X X X X P P P P P R P P P 4 q AY AA A K [! A
More informationBrucker Landslide, Wins by 130,000
>- -- G R NR B V G N 8 NRY ( x " " " " - z " " x RNY " " " " N " " V - " "? BRV R NG N - R 5 2-- NR RN N QNN 25 Q " " N " " NN V G N R Y B R 5932 V X X X X RY B RY NG B N B R ) N GN G BNG - N R N N G j
More information/,!, W l *..il.'tn. INDEPENDENT AI.L THINUS. NKUTRAI. NOTHINfi" LOWELL, MICH 10AN,.FANUAKY, 5, WHOLE NO. 288.
/ / DPD KR Y 28 «> DR B Y B D D « B 9 B P 4 R P 6 D P B P 9 R B 26 D 4 P D K 3
More informationChapter y. 8. n cd (x y) 14. (2a b) 15. (a) 3(x 2y) = 3x 3(2y) = 3x 6y. 16. (a)
Chapter 6 Chapter 6 opener A. B. C. D. 6 E. 5 F. 8 G. H. I. J.. 7. 8 5. 6 6. 7. y 8. n 9. w z. 5cd.. xy z 5r s t. (x y). (a b) 5. (a) (x y) = x (y) = x 6y x 6y = x (y) = (x y) 6. (a) a (5 a+ b) = a (5
More informationAn Introduction to Bessel Functions
An Introduction to R. C. Trinity University Partial Differential Equations March 25, 2014 Bessel s equation Given p 0, the ordinary differential equation x 2 y +xy +(x 2 p 2 )y = 0, x > 0 (1) is known
More informationLOWELL WEEKLY JOURNAL
G $ G 2 G ««2 ««q ) q «\ { q «««/ 6 «««««q «] «q 6 ««Z q «««Q \ Q «q «X ««G X G ««? G Q / Q Q X ««/«X X «««Q X\ «q «X \ / X G XX «««X «x «X «x X G X 29 2 ««Q G G «) 22 G XXX GG G G G G G X «x G Q «) «G
More informationjfljjffijffgy^^^ ^--"/.' -'V^^^V'^NcxN^*-'..( -"->"'-;':'-'}^l 7-'- -:-' ""''-' :-- '-''. '-'"- ^ " -.-V-'.'," V'*-irV^'^^amS.
x } < 5 RY REOR RY OOBER 0 930 EER ORE PBE EEEY RY ERE Z R E 840 EG PGE O XXER O 28 R 05 OOG E ERE OOR GQE EOEE Y O RO Y OY E OEY PRE )Q» OY OG OORRO EROO OORRO G 4 B E B E?& O E O EE OY R z B 4 Y R PY
More information" W I T H M: A. L I G E T O ' W ^ P L D IST O ISTE -A-IsTD G H! A-I^IT Y IPO PL A.LI-i. :
: D D! Y : V Y JY 4 96 J z z Y &! 0 6 4 J 6 4 0 D q & J D J» Y j D J & D & Y = x D D DZ Z # D D D D D D V X D DD X D \ J D V & Q D D Y D V D D? q ; J j j \V ; q» 0 0 j \\ j! ; \?) j: ; : x DD D J J j ;
More informationChapter 5. Continuous Probability Distributions
Chapter 5. Continuous Probability Distributions Section 5.6: Normal Distributions Jiaping Wang Department of Mathematical Science 03/27/2013, Wednesday Outline Probability Density Function Mean and Variance
More informationq-..1 c.. 6' .-t i.] ]J rl trn (dl q-..1 Orr --l o(n ._t lr< +J(n tj o CB OQ ._t --l (-) lre "_1 otr o Ctq c,) ..1 .lj '--1 .IJ C] O.u tr_..
l_-- 5. r.{ q-{.r{ ul 1 rl l P -r ' v -r1-1.r ( q-r ( @- ql N -.r.p.p 0.) (^5] @ Z l l i Z r,l -; ^ CJ (\, -l ọ..,] q r 1] ( -. r._1 p q-r ) (\. _l (._1 \C ' q-l.. q) i.] r - 0r) >.4.-.rr J p r q-r r 0
More informationLOWELL WEEKLY JOURNAL
: Y J G V $ 5 V V G Y 2 25 Y 2» 5 X # VG q q q 6 6 X J 6 $3 ( 6 2 6 2 6 25 3 2 6 Y q 2 25: JJ JJ < X Q V J J Y J Q V (» Y V X Y? G # V Y J J J G J»Y ) J J / J Y Y X ({ G #? J Y ~» 9? ) < ( J VY Y J G (
More informationEarly Years in Colorado
Rp m H V I 6 p - Bb W M M M B L W M b w b B W C w m p w bm 7 Nw m m m p b p m w p E Y C W m D w w Em W m 7- A m m 7 w b m p V A Gw C M Am W P w C Am H m C q Dpm A m p w m m b W I w b-w C M B b m p W Nw
More informationEXAM. Exam #3. Math 2360, Spring April 24, 2001 ANSWERS
EXAM Exam #3 Math 2360, Spring 200 April 24, 200 ANSWERS i 40 pts Problem In this problem, we will work in the vectorspace P 3 = { ax 2 + bx + c a, b, c R }, the space of polynomials of degree less than
More informationBOUNDS FOR HIGHER TOPOLOGICAL COMPLEXITY OF REAL PROJECTIVE SPACE IMPLIED BY BP
BOUNDS FOR HIGHER TOPOLOGICAL COMPLEXITY OF REAL PROJECTIVE SPACE IMPLIED BY BP DONALD M. DAVIS Abstract. We use Brown-Peterson cohomology to obtain lower bounds for the higher topological complexity,
More informationFULL PRESCRIBING INFORMATION
HIGHLIGHTS OF PRESCRIBING INFORMATION T gg f G f ffv S f pbg f f G G (p p j) INJECTION, GEL f INTRAMUSCULAR SUBCUTANEOUS I US Appv: 192 ---------------------------------------INDICATIONS AND USAGE ---------------------------------------
More informationRoots and Coefficients Polynomials Preliminary Maths Extension 1
Preliminary Maths Extension Question If, and are the roots of x 5x x 0, find the following. (d) (e) Question If p, q and r are the roots of x x x 4 0, evaluate the following. pq r pq qr rp p q q r r p
More informationCamera calibration Triangulation
Triangulation Perspective projection in homogenous coordinates ~x img I 0 apple R t 0 T 1 ~x w ~x img R t ~x w Matrix transformations in 2D ~x img K R t ~x w K = 2 3 1 0 t u 40 1 t v 5 0 0 1 Translation
More informationKeywords: Acinonyx jubatus/cheetah/development/diet/hand raising/health/kitten/medication
L V. A W P. Ky: Ayx j//m// ///m A: A y m "My" W P 1986. S y m y y. y mm m. A 6.5 m My.. A { A N D R A S D C T A A T ' } T A K P L A N T A T { - A C A S S T 0 R Y y m T ' 1986' W P - + ' m y, m T y. j-
More informationA Memorial. Death Crash Branch Out. Symbol The. at Crossing Flaming Poppy. in Belding
- G Y Y 8 9 XXX G - Y - Q 5 8 G Y G Y - - * Y G G G G 9 - G - - : - G - - ) G G- Y G G q G G : Q G Y G 5) Y : z 6 86 ) ; - ) z; G ) 875 ; ) ; G -- ) ; Y; ) G 8 879 99 G 9 65 q 99 7 G : - G G Y ; - G 8
More information[ zd z zdz dψ + 2i. 2 e i ψ 2 dz. (σ 2 ) 2 +(σ 3 ) 2 = (1+ z 2 ) 2
2 S 2 2 2 2 2 M M 4 S 2 S 2 z, w : C S 2 z = 1/w e iψ S 1 S 2 σ 1 = 1 ( ) [ zd z zdz dψ + 2i 2 1 + z 2, σ 2 = Re 2 e i ψ 2 dz 1 + z 2 ], σ 3 = Im [ 2 e i ψ 2 dz 1 + z 2 σ 2 σ 3 (σ 2 ) 2 (σ 3 ) 2 σ 2 σ
More informationFAIR FOOD GRADE 5 SOCIAL STUDIES FRIED FOOD FRENZY: SHOULD CONSUMERS EAT THE FAIR?
FAIR FOO GRAE 5 SOCIA IES FRIE FOO FRENZY: SHOU CONSUMERS EAT HEATHIER @ THE FAIR? F F G Fv F F Fzy: S C E H @ F? I w: Appy k k z f q f vy f F F v y F fk T S f Tx, w v p C v f y y b w f y k y q B T f?
More informationRecall that the Fourier transform (also known as characteristic function) of a random variable always exists, given by. e itx f(x)dx.
I am going to talk about algebraic calculations of random variables: i.e. how to add, subtract, multiply, divide random variables. A main disadvantage is that complex analysis is used often, but I will
More information1 Expectation Maximization
Introduction Expectation-Maximization Bibliographical notes 1 Expectation Maximization Daniel Khashabi 1 khashab2@illinois.edu 1.1 Introduction Consider the problem of parameter learning by maximizing
More information" W I T H IvIALIGE T O W A R D ISTPISTE A N D O H A R I T Y F O R A L L LOWELL PEOPLE. A Fine Time with Mr. and Krs. Geo. W. Parker.
V - > >- VBz FB B DB j B DB&B G R D P D R Y F R V K CY C PR 9 2 B $200 3 G R G V C: C Y B B V F C F B $00 PC C VR CQ D P C x R q» G C R B BY B P Y P P J C CP F FRR D DRKR GD J B R D PC R P D < C x F B
More informationA.dr.rwarded to foreiirti count rie will be f 7 SOperann.. rsri--.-j- -.?- .JULY. 12, lsiii).,11,111. yc:tl crst.iif. lit. J. lor Sale... Kb l.
E E b g b E x Y b p p g b 2 x $ p 2 p p 6 p x b b p x p pp 5 b x b p Y Yg g pg 2 Dp g pb? xp p g G 2 p p x D D p 59 E 9pp b b x xp D p p? 8 5 2 pp E x z b x? p p Z 2 p p x p 9 p x p p EE E EY E G E p EQ
More informationMath Final Solutions - Spring Jaimos F Skriletz 1
Math 160 - Final Solutions - Spring 2011 - Jaimos F Skriletz 1 Answer each of the following questions to the best of your ability. To receive full credit, answers must be supported by a sufficient amount
More informationCOMMON FIXED POINT THEOREM OF THREE MAPPINGS IN COMPLETE METRIC SPACE
COMMON FIXED POINT THEOREM OF THREE MAPPINGS IN COMPLETE METRIC SPACE Latpate V.V. and Dolhare U.P. ACS College Gangakhed DSM College Jintur Abstract:-In this paper we prove common fixed point theorem
More informationFASHIONABLE VISITORS RECORD AND GUIDE
BB k k B QY G p xp 00 - b BX B G B0 k Q Y B G p xp 00 - b XK BK Y? G K 4 >pg - G - g kg p b q b 862 B v y- YG 5 B p b b ( G v ) B py By? b pp p b g ( y p yg Gg k b g B B GB B () Q GB ( v) v By " x p 350
More informationADDITIONS TO MAINTENANCE BUILDINGS DELGADO COMMUNITY COLLEGE 615 CITY PARK AVE. NEW ORLEANS, LA PROPOSAL SET
M MMY 6 Y R V. R, 709 R RJ RM: VY M: R M: # M : MMY 6 Y R V. R, 709 Y R :. M : R (-). M : R ( & -) :. M : R. M : R Y R R : : 000 RJ.0. M.0. Y - M Y - M 0. RVY.0 VR - RRR.. M - RRR. M - RRR 3. R R 3. R
More information18.S34 (FALL 2007) PROBLEMS ON ROOTS OF POLYNOMIALS
18.S34 (FALL 2007) PROBLEMS ON ROOTS OF POLYNOMIALS Note. The terms root and zero of a polynomial are synonyms. Those problems which appeared on the Putnam Exam are stated as they appeared verbatim (except
More informationLOWELL. MICHIGAN. JULY Out For Circus Acts For Lowell Showboat. Charles T. Foo of St. Johns was was T r u m a n P r a t t of Saranac who
G p G UGY G pp w p pp Gy Gyb w w w w w w b v w py G w w by w b y w y vv v W v w p w wp b w w b My w w b v p y y y U y vb y bw W v q y y pp v w p bw p py W p y p w w W w y w bv y w w v v wv w y p vw p Gy
More informationDepartment of mathematics MA201 Mathematics III
Department of mathematics MA201 Mathematics III Academic Year 2015-2016 Model Solutions: Quiz-II (Set - B) 1. Obtain the bilinear transformation which maps the points z 0, 1, onto the points w i, 1, i
More informationCentral Suburbs and East Auckland New Network consultation
27 J 2016. 10.2 Op T :. f f (I), f p, f p j TO -. x pp f 1 O 10 2015. F (I) 3,743 p f f. 60 p f pp q O x pp pp? pp f, pp, pp, 39 p pp. F, p q q, 64% pp pp. f f, 29 f 52. I 10 f 15, f 8. T xp f f pp f.
More informationEquations with regular-singular points (Sect. 5.5).
Equations with regular-singular points (Sect. 5.5). Equations with regular-singular points. s: Equations with regular-singular points. Method to find solutions. : Method to find solutions. Recall: The
More informationSome Congruences for the Partial Bell Polynomials
3 47 6 3 Journal of Integer Seuences, Vol. 009), Article 09.4. Some Congruences for the Partial Bell Polynomials Miloud Mihoubi University of Science and Technology Houari Boumediene Faculty of Mathematics
More informationLagrangian Submanifolds with Constant Angle Functions in the Nearly Kähler S 3 S 3
Lagrangian Submanifolds with Constant Angle Functions in the Nearly Kähler S 3 S 3 Burcu Bektaş Istanbul Technical University, Istanbul, Turkey Joint work with Marilena Moruz (Université de Valenciennes,
More informationTh pr nt n f r n th f ft nth nt r b R b rt Pr t r. Pr t r, R b rt, b. 868. xf rd : Pr nt d f r th B bl r ph l t t th xf rd n v r t Pr, 00. http://hdl.handle.net/2027/nyp.33433006349173 P bl D n n th n
More informationEQUIVALENT SYSTEMS, RESULTANTS OF FORCE AND COUPLE SYSTEM, & FURTHER REDUCTION OF A FORCE AND COUPLE SYSTEM
EQUIVALENT SYSTEMS, RESULTANTS OF FORCE AND COUPLE SYSTEM, & FURTHER REDUCTION OF A FORCE AND COUPLE SYSTEM Today s Objectives: Students will be able to: a) Determine the effect of moving a force. b) Find
More informationLegendre s Equation. PHYS Southern Illinois University. October 13, 2016
PHYS 500 - Southern Illinois University October 13, 2016 PHYS 500 - Southern Illinois University Legendre s Equation October 13, 2016 1 / 10 The Laplacian in Spherical Coordinates The Laplacian is given
More information..«W- tn^zmxmmrrx/- NEW STORE. Popular Goods at Popular D. E. SPRING, Mas just opened a large fdo.k of DRY GOODS & GROCERIES,
B y «X }() z zxx/ X y y y y )3 y «y
More informationn(1 p i ) n 1 p i = 1 3 i=1 E(X i p = p i )P(p = p i ) = 1 3 p i = n 3 (p 1 + p 2 + p 3 ). p i i=1 P(X i = 1 p = p i )P(p = p i ) = p1+p2+p3
Introduction to Probability Due:August 8th, 211 Solutions of Final Exam Solve all the problems 1. (15 points) You have three coins, showing Head with probabilities p 1, p 2 and p 3. You perform two different
More informationFIRE DESTROYS PROCTOR INN AT CASCADE
BU K C b k b pp Ux C H G H U D Y C B 2 93 VU XXXV GU H DY jc C CHD UDY C 5 C V X / CK/G CD pvd V U& CKb H 9 Cb 5 D B H ; B VD p CH K B«C VBG GU H VB C p BCK K D U Z b C H H D KG B H G DCD b K CUY C C K
More informationa s*:?:; -A: le London Dyers ^CleanefSt * S^d. per Y ard. -P W ..n 1 0, , c t o b e e d n e sd *B A J IllW6fAi>,EB. E D U ^ T IG r?
? 9 > 25? < ( x x 52 ) < x ( ) ( { 2 2 8 { 28 ] ( 297 «2 ) «2 2 97 () > Q ««5 > «? 2797 x 7 82 2797 Q z Q (
More informationUNIT NUMBER 8.2. VECTORS 2 (Vectors in component form) A.J.Hobson
JUST THE MATHS UNIT NUMBER 8.2 VECTORS 2 (Vectors in component form) by A.J.Hobson 8.2.1 The components of a vector 8.2.2 The magnitude of a vector in component form 8.2.3 The sum and difference of vectors
More information~fw. urning Desire. lean ul. «sw. Final Extinction NEW QUIRK 69, N. Q., TUESDAY, APR^FCX^^W. ted:
EK» - - - u I» -? NE QUIRK 69 N Q UEDY PRFCX F Ex X!E - - - ; - - - ; & P --?!R» u \ u CCNY -C C j pp N up - [ P-up p upu >j u D CC F 9u - x pu x pp p p p u p & K I? - >
More informationmo BP#«NT-NOT WEUTRAL. LOWELL. M1CHIWA\\ T11UK8DAY, AUUU8T 31, 1905 AVERAGE CIRCULATION IN HAD THE GOODS ON HIlAfORMER RESIDENT DEAD
/ W DGR X FF PPR m P#«- WUR W W\\ U8DY UUU8 3 905 VRG RU 904 3 5 9 V P D D Dm b PR 0 905 W Dmb x m- m bk bm Y W P W W R-jW 00000 GD k k mk k m F F F k D Wk j m *»m x«*#/ P 0 D D k k $5 Y k mm m D VR W
More informationa a T = «*5S?; i; S 25* a o - 5 n s o s*- o c S «c o * * * 3 : -2 W r-< r-j r^ x w to i_q pq J ^ i_5 ft "ag i-s Coo S S o f-trj. rh.,-j,»<l,3<l) 5 s?
Tble f Generl rdnnce CP CB >J >> c; 5 fc5 5 S hh CD d; CC02 5^ CD Cb
More information(308 ) EXAMPLES. 1. FIND the quotient and remainder when. II. 1. Find a root of the equation x* = +J Find a root of the equation x 6 = ^ - 1.
(308 ) EXAMPLES. N 1. FIND the quotient and remainder when is divided by x 4. I. x 5 + 7x* + 3a; 3 + 17a 2 + 10* - 14 2. Expand (a + bx) n in powers of x, and then obtain the first derived function of
More informationMTH 505: Number Theory Spring 2017
MTH 505: Number Theory Spring 017 Homework 4 Drew Armstrong 4.1. (Squares Mod 4). We say that an element ras n P Z{nZ is square if there exists an element rxs n P Z{nZ such that ras n prxs n q rx s n.
More informationIntroduction to orthogonal polynomials. Michael Anshelevich
Introduction to orthogonal polynomials Michael Anshelevich November 6, 2003 µ = probability measure on R with finite moments m n (µ) = R xn dµ(x)
More informationFor example, p12q p2x 1 x 2 ` 5x 2 x 2 3 q 2x 2 x 1 ` 5x 1 x 2 3. (a) Let p 12x 5 1x 7 2x 4 18x 6 2x 3 ` 11x 1 x 2 x 3 x 4,
SOLUTIONS Math A4900 Homework 5 10/4/2017 1. (DF 2.2.12(a)-(d)+) Symmetric polynomials. The group S n acts on the set tx 1, x 2,..., x n u by σ x i x σpiq. That action extends to a function S n ˆ A Ñ A,
More informationGenerating Functions. STAT253/317 Winter 2013 Lecture 8. More Properties of Generating Functions Random Walk w/ Reflective Boundary at 0
Generating Function STAT253/37 Winter 203 Lecture 8 Yibi Huang January 25, 203 Generating Function For a non-negative-integer-valued random variable T, the generating function of T i the expected value
More informationand A L T O S O L O LOWELL, MICHIGAN, THURSDAY, OCTCBER Mrs. Thomas' Young Men Good Bye 66 Long Illness Have Sport in
5 7 8 x z!! Y! [! 2 &>3 x «882 z 89 q!!! 2 Y 66 Y $ Y 99 6 x x 93 x 7 8 9 x 5$ 4 Y q Q 22 5 3 Z 2 5 > 2 52 2 $ 8» Z >!? «z???? q > + 66 + + ) ( x 4 ~ Y Y»» x ( «/ ] x ! «z x( ) x Y 8! < 6 x x 8 \ 4\
More information11 Annihilators. Suppose that R, S, and T are rings, that R P S, S Q T, and R U T are bimodules, and finally, that
11 Annihilators. In this Section we take a brief look at the important notion of annihilators. Although we shall use these in only very limited contexts, we will give a fairly general initial treatment,
More informationSystems of Linear Equations in Two Variables. Break Even. Example. 240x x This is when total cost equals total revenue.
Systems of Linear Equations in Two Variables 1 Break Even This is when total cost equals total revenue C(x) = R(x) A company breaks even when the profit is zero P(x) = R(x) C(x) = 0 2 R x 565x C x 6000
More informationOn a class of three-variable inequalities. Vo Quoc Ba Can
On a class of three-variable inequalities Vo Quoc Ba Can 1 Theem Let a, b, c be real numbers satisfying a + b + c = 1 By the AM - GM inequality, we have ab + bc + ca 1, therefe setting ab + bc + ca = 1
More informationPhysics 742 Graduate Quantum Mechanics 2 Midterm Exam, Spring [15 points] A spinless particle in three dimensions has potential 2 2 2
Physics 74 Graduate Quantum Mechanics Midterm Exam, Spring 4 [5 points] A spinless particle in three dimensions has potential V A X Y Z BXYZ Consider the unitary rotation operator R which cyclically permutes
More information