U1.U I. Gaylord, Michigan. Friday, Mar. 13, HELD A QUIET ELEUi IUN. Only Fifty five Ballots Were Cast at the Election on Meaday last

Similar documents
THE WEATHER f. Rain,' colder by night. New Jersey Advocate APPEALING! BENEFK VOL. XVIII. SERIAL NO Among- Those Present SIOUN AUTO CUPS

A L T O SOLO LOWELL. M I C H I G A N. T H U R S D A Y, M A R C H THE ADS Board of Education FOR YOUR GAIN

Monday, July First, And continues until further notice.

^ :" j ' ^ ' ' 7 ' . irnoere admh^dn. In tosea his. i^ll ^ A^ik A A 4 A A> t-y 1/ I t/ f ^ . «*^ :" -". n"oat"pt) A T JJi -t-vxa.

('(IMMr.lti'lAb I It I TI'J ;i tnn t - ' ".rt.r- - ; lire-- K. !llolplll fir on square, f r :h spice f J lir.e,.--, r quarter HAWAIIAN ISLANDS

Adver-isemen- suliber, 8 nries) PLAIN AND FANCT. forrip Sailora. starts, gtorlling5,'tv.to 'gtl. Waikiihalulu Water Lots! LARGE AND COMMODI- -,

HEAGAN & CO., OPP. f>, L. & W. DEPOT, DOYER, N. J, OUR MOTTO! ould Iwv ia immediate vltlui. VEEY BEST NEW Creamery Butter 22c ib,

fiff w 4h WEDNESDAY JULY 23 1SS3 COMKCTIOXKHVI 4 4Ty X 41x1441 as x n rcnsut4 Hotti su KEEPS ALWAYS ON HAND A4 HMlwll l4 Vlt I W

ards tifferkuiitat ED C BOWE House and Sign Painter Paper Hancr etc Silr Xo 1W King Slrset Ilonolnln S VJI JOIBS Morolaant Tailor

INDEPENDENT IN AM, THINfiS. NEUTRAL IN NOTHIfSfi

I ' l A MEMPHIS, TENN., SATURDAY, AUGUST 23,1873.

MIS S BALLS, L.L.A.]

'irv:, -- bbctiisrr. MrMrMS. ri'r. la The DKCEMBER M, Hltrbirial. Barrel Factor; Shop on Fort St., opposite Hipper' FIRE INSURANCE COMPANY,

Commercial I'l Ill icit IS PUBLISHED Kvery Saturday. 3T. p. e me..ar-- s, HONOLULU, HAWAIIAN ISLANDS, FEBRUARY. LtW'J. CLSTT. WHITMi. C. W.

THE LOWELL LEDGER. X

'Xomincrcial (LciiuiuTciai. It II. J XV' tct if. II. II ei siaaspa. card, a ill VOL. 313niral... Cooper and Ganger, at the Old Stand, KINO AND

'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!

LOWELL JOURNAL CRESP0 REIGNS. MICE DESTROY #10,000 CASH. T O W E L L S T A T E B A N K,

Mathematical Induction Assignments

LOWKLL. MICHIGAN. WKDNKSDAV. JUNK is, IS7I. M ' M r. F. n. v j. 1,(1 W . NATIONAL BANK I I P ' O F L O W E L L.

flbc in Russia. PIWiREE COHORTS ARE NOT PULL- ING TOGETHER. SIGHTS AND SCENES IN ST. PETERSBURG.

and A L T O SOLO LOWELL, MICHIGAN, THURSDAY, J U N E Farm Necessities Off State Sales Tax list Now Exempt

TBE feahwav *'(:.*&&&& 112, KO.262S. Many Legion Officials-Si^ atuwared City clerk Wilfre

LOWELL JOURNAL CALLED BY DEATH, States Senator Charles H. Van Wyck, who Monday last suffered a severe Southern railway. It ran a train from

I I I I. NOBLm NOBLE NOBLE S1 JAMES CLAIMS MINING CORPORATION LTD GRID TOPOGRAPHY GEOLOGY 9 MINERAL CLAIMS LEGEND SYMBOL. 00 i. lo 0f 0 Iv SO.

Magic Letterland. Welcome agic. the. Letterland!

A.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.

JiZuan Under New Owner. Strand Makes Generous

W I T H M A L I C E T O W A R D N O N E A N D C H A R I T Y F O R A L L. " A LOWELL MM. Sent to Jackson for 30 Years for Attempt

Almost Sure Convergence of the General Jamison Weighted Sum of B-Valued Random Variables

an;'. Union One aud lnsopftrabls.'' LOWELL. MICflTGAN, WKDM SDAV, MAY I I is: LOW.NATIONAL 1>AXK ullv tn , ,800.

THE LOWELL LEDGER. INDEPENDENT-NOT NEUTRAL.

.?itja&&7. r-- Tv HAWAIIAN. gusintss (Carts. K. BONDS OF STATES UNITED. Uerrhant. Cashed at. 671 ly JOHN AT LKTT, 1131 K AND CEJIEXT, grkcrr, poite

Stillma. Uun. B. Al.'ca ha. already her cargo. - CALENDAR. Island Notes. ua.. Eo'" e"'lej- - :" THE PAOIPXC P. C ADVERTISER CO. i&tilistmtnts.

LOWELL, MICHIGAN, MAY 28, Every Patriotic American Salutes His Nation's Flag

STA6E NO, LR. Council DeIegote Iouncit Seol. Dqte / / Re-centif. IounciI Delegote Iouncil Seol. Dqie. Sl-oging. This is noi o sionpd subdivision

OTSEGO COUNTY HERALD TIME3

O M N I W I L L I A M P E N N H O T E L H O L I D A Y

Cliques in random graphs

trawhmmry ffimmf,f;wnt

and ALiTO SOLO LOWELL, MICHIGAN, THURSDAY, AUGUST 9, 1928 First Results of the 1928 Nationwide Presidential Poll

Exercises and Answers to Chapter 1

jfljjffijffgy^^^ ^--"/.' -'V^^^V'^NcxN^*-'..( -"->"'-;':'-'}^l 7-'- -:-' ""''-' :-- '-''. '-'"- ^ " -.-V-'.'," V'*-irV^'^^amS.

Generating and characteristic functions. Generating and Characteristic Functions. Probability generating function. Probability generating function

Introduction to Probability. Ariel Yadin. Lecture 10. Proposition Let X be a discrete random variable, with range R and density f X.

i r-s THE MEMPHIS, TENN., SATURDAY. DEGfMBER

SCOUT DIRECTOR. %$*r' III uiun yunuinui TONIGHT FOR WORK. Newuk Ctititetut- Admission SO Centg. ef Mlit UHt. Oae Asmsar Riy Pretest Three Ranbtn

. ^e Traveler in taesnok. i the IHilty.-^ifStiiart. BbUaaoa aad WalL.""ras 'crossing a mountain»h ch w e are A«ply inteiwted. Add

12d. Regular Singular Points

ird MKsKS lok ITNKI1 FISHERS CHAMPAGNE CIDER o well and f t ihtt kttmtn in IhU community can always be found on ic ai Jacob WciL No 61 Kin MreeC

W E S T A N D N E W Y O R K. r NEW YORK > (entral * SYSTEM SYSTEM J. Effective January 14, 1939 Effective January 14, 1939 'IP" -6 " The Direct Route

Probability Models. 4. What is the definition of the expectation of a discrete random variable?

ECE 302 Division 2 Exam 2 Solutions, 11/4/2009.

Lecture 5: Moment generating functions

UCSD ECE250 Handout #20 Prof. Young-Han Kim Monday, February 26, Solutions to Exercise Set #7

and SUMMIT RECORD SUBOMT,N.'j., TUESDAY AFTERNOON, FEBRUARY II, 1930

n! (k 1)!(n k)! = F (X) U(0, 1). (x, y) = n(n 1) ( F (y) F (x) ) n 2

THE PAOiriO (Commercial Slbbcrtisrr. Commercial giiberitsrr fl'bi.i.-'iik- 1 PCBLlMIED AT. pare. I tip. lio (.rioef

dy dx dx = 7 1 x dx dy = 7 1 x dx e u du = 1 C = 0

Trader Horn at Strand This Week

Liberty unci Union One and Insep,arable. r ' LOWELL. MICHIGAN, WEDNESDAY, AUGUST 10. 1*7

LOWELL. MICHIGAN, THURSDAY, AUGUST 16, Specialty Co. Sells to Hudson Mfg. Company. Ada Farmer Dies When Boat Tips

~fw. urning Desire. lean ul. «sw. Final Extinction NEW QUIRK 69, N. Q., TUESDAY, APR^FCX^^W. ted:

APPM/MATH 4/5520 Solutions to Exam I Review Problems. f X 1,X 2. 2e x 1 x 2. = x 2

ation and that his estimates of at the close of the present fis-' 1, He believed that $50.-

828.^ 2 F r, Br n, nd t h. n, v n lth h th n l nd h d n r d t n v l l n th f v r x t p th l ft. n ll n n n f lt ll th t p n nt r f d pp nt nt nd, th t

An idea how to solve some of the problems. diverges the same must hold for the original series. T 1 p T 1 p + 1 p 1 = 1. dt = lim

E[X n ]= dn dt n M X(t). ). What is the mgf? Solution. Found this the other day in the Kernel matching exercise: 1 M X (t) =

2.6 The optimum filtering solution is defined by the Wiener-Hopf equation

9740/01 October/November MATHEMATICS (H2) Paper 1 Suggested Solutions. (ii)

Econ 508B: Lecture 5

Power Series Solutions to the Legendre Equation

Lecture 3 - Expectation, inequalities and laws of large numbers

ScienceDirect. ScienceDirec

Lecture 6: Gaussian Channels. Copyright G. Caire (Sample Lectures) 157

Section 27. The Central Limit Theorem. Po-Ning Chen, Professor. Institute of Communications Engineering. National Chiao Tung University

S tu d y P la n n e d Leader9s Expulsion Protested

4 Moment generating functions

LOWELL WEEKLY JOURNAL.

Math Bootcamp 2012 Miscellaneous

CS5314 Randomized Algorithms. Lecture 18: Probabilistic Method (De-randomization, Sample-and-Modify)

ECONOMICS 207 SPRING 2006 LABORATORY EXERCISE 5 KEY. 8 = 10(5x 2) = 9(3x + 8), x 50x 20 = 27x x = 92 x = 4. 8x 2 22x + 15 = 0 (2x 3)(4x 5) = 0

14 EE 2402 Engineering Mathematics III Solutions to Tutorial 3 1. For n =0; 1; 2; 3; 4; 5 verify that P n (x) is a solution of Legendre's equation wit

NPDES Small MS4 General Permit (4RR040000) Annual Reporting Form. Title: Public Works Director. County: Crawford Address:

1 Series Solutions Near Regular Singular Points

if-.- starts, gtocilingsyfa., la Set.- TO LET. Valuable Real Estate for Sale! THE FOLLOWING ROOMS AXD OF.

[Read Ch. 5] [Recommended exercises: 5.2, 5.3, 5.4]

700 STATEMENT OF ECONOMIC

A = A U. U [n] P(A U ). n 1. 2 k(n k). k. k=1

MAHALAKSHMI ENGINEERING COLLEGE-TRICHY

Progress, tbe Universal LaW of f'laiare; Tbodgbt. tbe 3olVer)t of fier Problems. C H IC A G O. J U N E

Convergence in Distribution

Additional Practice Lessons 2.02 and 2.03

UP TUB G. R. & I. Wo took tho train at EALERS ID Uragi.PatentKtdloinei.Psrlumtry

AT AT. - bbf'rtistr. Commercial IS. parv N t r;prt';mi. l.i'ie. 1 'Ji r. Uu.rier t otunm..., lliiisl tttmjn..., al BUILDER, Steam Boilers, Furnaces,

On corrections of classical multivariate tests for high-dimensional data

:,,.. ;,..,.,. 90 :.. :, , «-»,, -. : -,,, -, -., ,, -, -. - «-»:,,, ,.,.

Solid Thermodynamics (1)

Section 11.7 The Chain Rule

MATH 391 Test 1 Fall, (1) (12 points each)compute the general solution of each of the following differential equations: = 4x 2y.

Transcription:

3 ( ER 000000 00 200 «0000 ( ( $25 25 N $2 $4 2«0 N RD X E «?\ ) «! (} 9 x «0!! GERGE PRE D G «N NDY EE R G 3 908 x D K K P!! 7 G K P P R x E K«8 R E \ $ 50 2 0 «225 250 $ 3 50 70 88 300 350 400 2 25 2 63 3 00 5 00 00 7 «!!! «Y 2 23 D ;; & R NDRN RE GD N 3 75 450 525 ED QE EE N E REE RN N N E K ««««» x EE RRD N 32 D D G Q E P»!! / \ x x Y 4 RDE & Q G EQ P P E & E 907 D P x E Q D EENNG E P E ~ K R G R «K «! ; Q R x G» P $ «( < %%%%% %»»% % %%%\%«%\\«%«%% RE Y GNG D! NYNG? P P R Y & P %%««%\«%\x %%%

»»»» » «»! + G! P! P KX P EER RRNGN x R DRE NN! 907 807 P E [ 907 G R ]»»»»»»»<» NER PRYNG D? P»+»«<» Y N D P »? <? G D P 0 RDE x; E D? P ~ \!» P P D G N P ; x! P P D? D P? Y? N! N D < Y D! R?! x P? 7 x P N D? x Y x N P D?» <»! <2 D! x! x N! P? E!! P x P P x D! Y? Ex / » ~!! E X»» KK x < N x»~ N x N» «!» Q } P N! P «Z? x! «! K % K \!;! E! P!!!! »» K D?!! G Y x P K? EKR x! PPE E P x D D! E Y ~ P x P D E? Y? «D &? E! P? D P!!! P? P x N E? P D P! x?! D EXPN D? E «R XKN N!!?? N Y!!?! ; E P xx»«!! < {? «7 Z E ««x»»» ««Z D P x Y P D K x D? P G N ;? G x?! ; \ ;»? P Y? E! P ;! x? P N < N! D? 9 ~ 7 » < < x? x»«;;;; ; ; ;;; N P N E??? R D D x N «?! Y Y Y 4 x» «!! ( x x D ( Y Y! E? N D ) )x R!? P» ; P P x < x! x» (»««<!»<! P G G R G E RP P 9«/ Y R P ER x» K x (] ~» D D! x NE EN K % «P K E D»«) x GE P G ~»»»; x»» ~»»== R! K «( ««5? ( D 8 0 E P ; E? < «P G G R R P G K E K!? N? G x 9 K 2 & ; 8!! 9 x K x «G R E E xx ; N K E P ; ««< E E P R G < ; D PGN K! «# <»»? E P x «x 3 x x N 8 G DRPED DED 8» x ( P R x N E E P < 4 4 x ;» P R N <% E E R DEYED G & G K N 6 N K 3 P Q x K? x 2 4 2 ;!; «5 $5 80 ; D x N \ KED XP G E P ( $5 00 D 9 R x x Y $ D P «! 9 2 9 D x» x 4 D P < E 8 Y 3 D N? P x x G K &» 2??!»» \ RN N x ; x R x x ; < «? PN«X RN \ Y? 9 x K? ( N ; N E «x < x N» E N KKD RN P! E G G G 00 % $! ; $ Ex P EEPNE 6 E»»» «««~!!!2»(«««Kx»» «P 0 D P& G ( E Y x x 0X»0 P! 907 D x N K x! [! x»» 6»» «»<? 907 P 2300 ) P [ E N x P N D»9 N 97 P 907 99469»24 ; 002 Ex 79 P 9 97 98 N 00000 4 « K«~%~ » E EXPDED N ND K R D R E NE ND PRE DRG P E ERN DNE DNNG E PN NGER

GN PE P G «GENN R NER E P R N E D R E G \ P P G E P P 400 E»»» K» «P K («8 D P ; R» % & K D GD RD E E YR RPN x P R[? <; < x G K P EG NY E x G P R «x Q«(!«< < G ««R K E «««««~«! R ERE 20 R E P 0 N E D R ;; ; ; ; «R 20 x x ; KNE KKEE G NEY X «D» E x # x ; x x ; x 0 x D R E Y E x x 0 \ K K <»«~ < «0 N»» x»»!#» 0 D «x »» «( «E P x G K P G x G RE PNGNN8 DKRK R G PYN ND QE x G PY8N ND RGEN G 4 08 N ENKE RED R \ X DNG R P!! K!! x G «DEN K 8 x G E EER PN E 2 G 75 «50 25 25»» / K /»»» E /! ( RED KNG #» X DNG K D PYN ND RGEN EG 3 E ; E! 7 8 R G x E x D N $ 00 $ 4 00 3 E G 5 9!» x 0 ««/ ; EXPERENE PYRG 22& «««<< 4 968 N EZE x R N G D NE DR ER x D E < Q D D N K 3 Dx E K D N ~»»»<» 22»« G 2 4 P x 2 2 \ 3 x D» ;»«~» K P Y 25 x # D 300 D 4 PR R D P E EENG P E D 4»<»~ R # «G» G 4»»»«( < <»» E x R R! E R» GE ENGNE R E D R»D( E «x ( 3 5 G N 3 0 «Y K KK R R»»?? $ N! KK PQ 0 8 220 ; 2 RKERY N ZR 600D R EXN K» R N 8 D K D» 0 K x ZDXD P G E # Q P»» D E Y ; RE R NR YER D E NNN Y YNG N /! ; ;! K ] P E QR/D 32 DE P N REE R $30000000 Y EY DEP XE R REN Y } x x N R D R<K <<«Y N ;; Y G EENN EEER ND PN GRR & N D G K D P x K R P P R EN GYRD E N6 NK K < \ x ; 5 0 «PRRR K 22 P 2 K P 8 3 P \ N Y x G P «<! ;! ) ; «! D K & 3! P 3 N N P 76» ( «P R P ( D P NRY P P P P P P 4«P P P < P!) ; P ; ] ; x P ( Y R K R P 85 P P ; ; R R 908 NY N x ; P!!!! P K! P ] K < 0 / N \ ; ; 0 ( G X \ \ D P 5 08 P G K Y 2! x Y G X K P K E P P ;!! «P x xx G G 0 & P R K E «K 2 x P P Q \< \! N0E G N ( R G 4 4 «KDDN DER NRNE RE EE P 52 GYRD GN «K 6!«N P N Q@» P P / ] PN GZNE 0 Y0N D & Q G G «E PYN ND RGEN NY N P 9 G R D P P P 2 G 2 4 G G N 22 R E? & DEN R 8 GD R E E R Y D Y N R!! E E 5 0 D R D E RE Y N G? 22 x x \! ««)! «D < ; P x P K x «x ~»»»»» P P! «x «! / P \ \» \ P R P < ) G «) x» K» \»» # R» «N»» ; ++ «P P «x<» 3 ; ««K ;» «» «P «< N E EG NY NK $\ $ 00 300 300 300

E NDER E P x x \ x x Y R Y ND G 0 8 0 P ; \! x P K E 2000 RE P P Y Y $ 8 0 0 0 P E E D 7 ( <x 3 PRNG K G K G Q x P 8 N «x ~?«P Y «K (! K x D 48 x «K 48 Y x ( 4 5 x! x ) Y K R E NDDE R NP RERER 3 K NG XX RPx G G Y»»!!! 2!! x «) 4&Q x \<! ;;! N E KN E N ND RE P G ( N D ( R NP 8 6 E D R R 24 ; R G D E N Y x N 9 908 P? & P P G D x Y + D N D 2 4 90 G G 5 x»/ NG RE R P» D K R» D K» K RNK RNDP x & Y x Y D D NGREGN G 00 N ) K 2» G D ~ E 30 E 730 R Q % <» D««P «» «;»; «; 6 /»» «; «< D 30 G D & ; N P $ 00 N D D x & < \ D R ; Z ; D 2 G D P D 2 2 2 Q D K x R 2 0 x x 33 K < \»» E & P ; N Y 3 5 G G» 5 x»<«««««; ;«! <(» 3» ~ & P K ~<! «« R Ex \»» $ 2 5 RRNG!» «R 00 P D 227 $ 8 5 P 9» < P N K? Y ( x N D D E R NP < G R E R E R R R RNER $500 D G K! x Y Y ; E x G «R < x» E / N P 2 4 P x ) { ( Y! % ;;\ ; ] ( D ) ] P «\» «P 29 P R N» R! E P G! G 0) x N D x x «P \ ~ x «««K) G D D? P K& x 7KGR < P X P ;»» 9 R DEDED RNRE G E G G DN + R R E 4 R Y R Q RE G GN & N N N ~~ Y N REPN R NP ERK E DEPR EE NK RKE DRG E GERGE PER PEN RPRE \ N RN ] ] NDER EX N NEER N»\» x» K x D / Y 8 0 5 P RER N» ~ \ N 9/9 Px / R5 P Y R E! (!» E R DE RE XED D NEDNG K! x» x» \ ~ x Q x! N x x PRN Y R E RRY PEN D 8 5 P R x 2 5 5 NP RERER N «Q P N ) x x x x x G R Ex R P x G x G 8 D 8 x P RDY P R 4 E DY R E N R E N x «) x } N 8!05 x < < x «; ;! x R ERE RR NE P»» DERED~EER P K P K P G NNERG 8 G ) «! G G \» P D D P N»» D ] D G K x G P G G G 3 5! )< D ; «0< 00 $400 00 N # 0 0 0 00 $ 5 0 0 )0 $ 9 5 0 00 D K $50 0 0 ) N D ; $ 2 0 0 0 00 $000 D ««P ) P? x»! P E < x «/» & E PPENNG N E P R Y NE EDN [ ]? K ; ; P» ) N ND RRDR G P $ ] 7 / N P G \ <! K G K 4! x x ) x ) x x? 0 x ] D N \ \ Y P E x! Nx P N G»» x K N x x K x K!! «? x»»»» ; [] \ x» K ;! D 3 2 Y < \?? «K x! ; ; x < N x D x ] 2 K? x x Q N 5» N ER ER Q ( ] Y «N E N «! ; ; Q x ; R x! N!!! x N»?!! ««!» ;! ;;;; \! \»? R»? ; <( < x ;; ] N <»! ] x \ K ««R ; < PP! x» ) ««««Q «# x x P x E DN EN NRN ~ «EE ;

N XE $! 009 ENE EE P EXE ERE P 0 NE E N P R / R G 2 6 D 90 R (»)! «; (2) ( P ) x (22) E (9) x G ( ) 27 x D 2 D 8 G E R G E K N E N D G P P 0 00 30 530 Y 6 E 70 P 00 P P 9 554 26 R K «256 E PR 5!!! G =K G G E N N D GD EERYNG NE G R NER RDE ED R R E P P 003 7 00 5 E 600» K P E GN EDE R R P 8 $500 00 G 26 E P ;; D P! 47 E P P R K R K P!;; ; 0 R D 22 < G R 0 D 29 D xk 23 ( G 8 R K N N E K G Y R D RDN NGREGN EN R R P 908 5 908 x x / E G x E R E N x 9 P P K ; x N R Y E GN G D P» 700 K N E E DR NE 0 G 3 N P R E 4 D «08 400 N D 600 Y P E E N G P RNE ND RE GD 7 3 EEK NG <» D G 8 00 $! $0 $200»( 50 400 R! X 75 25 375 R 275 00 600 425 35 D!»08 700 250 55 P ; 0 8 3 & E 0 x 3 0 x NK EN 2 E R E N 6 0 P < E E K K N E R D x 4 K E R N ; ; x ] G x x x NE! G E E D» G RED NE /4 D K N EN» «# 0 K «N \ E N\D NE KX E» 0 \» N E DE 0 RK RKE RE ) x K N K 4!«D N! REPN EKR» P «/ KK 4 «< K E GN < 0 < K P R» «] ; «x < K R 0»»! ( N N 4 K E» 5 N «7 \ # K K / N EN 5 { < 5» \ N 30 08 P < \ D K NK K N» 4 E E RRD 6 ;» 0 N » < E P N»» 2 K P»! 4 ; «N» E <! ( x!~\% REDER \ 0 0 7 7 %! P! K \ x 2 P 5 «R E D R»< ; < «R \ Y» K ] < 0 P \ < \ \» \ \4 N 2 \ \ ; ««! < E ] ] < / 4 «< ««4 \ [! ;» G K N ; \» \ ; N / ; K! < < «G ( \» < R» E D D Y REGRE DEY E E GRERE R GNER E PEE R ER 7 RN RD & R 73 «/ D «K #» ; EK D P G RKERY GRE N Y GE K EDN PNGRP RERD GN ENR! E