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To the Game of Chess

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To the Game of Chess A C O M P L E TE G U I D E TO THE G A M E O F C HE S S , FRO M THE l b t to t s o ut n nt: nstmxt un of r b g g gba z b S l io a Gl a i g a b in . H F L E Y E R . AQ , ’ on B o r . CM” C m b u t or t o T1): y s Own Pap e ) rom a n “ CHESS EDITO R. OF ’ ” Ha n n ove A n m 77u G en t le n u iza l a d rs du mg , ma s Yo r , n Ed a A merica n a . M TH A A N G R I F F I F R R , O ST PA UL ’S W EST CO RNER F . CHURC HYA RD, LO NDO N. 1 882 . C O N TE N TS . PA G E. Preface t I -The Elem en ts Par . —G II . ames — III Problems — H N t e IV . is torical o s A T P R I . THE ELE MEN TS . The Materials for Play Notation Board Pieces Firs t Ru les Movements of the Pieces Taking of Pieces m ti of the Pro o on P. M em e ts of the K ov n . K M m ovement Check Checkmate Draw Valu e of t he Pieces Simples t Checkmates Con s tru ction of t he Boarda n d NTS vi . CONTE . PA RT II. G A ME S . PA C! The Variou s Ways of Playin g Some Technical Term s The Laws of t he G am e Prelim inary G am e The O penings . Brief A nalysis of a Few of t he Openin gs G ames A ctually Played G ames Playedover the Board Correspondence G am es BlindfoldG am es Displacem ent G ames Solution s to the En d1n gs of t he G ames The Endings of G ames Middle G ames The En dings with Few Pieces En d-G ames a n dCompositions Solu tions t o the En d-G ames T PA R III. R B 'M P O LE S . Expla n ations Definitions Ru les Methods of Compos ition Ordinary Problems Self-Mate Problem s Conditional Problems Special Problems The Solving of Problem s Solu tion s of the Prob lem s T i CONTE N S . vi . A T P R IV. HIS TORI CA L N T O E S . The Origin of Chess P t of romo ion the P. K M i n s move Problem , Notations Va lue o f Chess A ppen dix : Priz e Problem Index of A u thors F SI NS A ND A BBRE VIA TI S LI S T O G ON . a for c C e s as x l n ed S t nd the pie es in h s , e p ai a 14 a n d15 on p ges , thus double check . m check ate. ou check m d ble and ate . takes (but in t he text it signifies “ the u pl s . m n times (in ultiplicatio ). equals. and . e numb r . idest -h t at is . ' videhcet = m na ely. PRE FA CE. fr m s a n da rt i c es u is h En i s h G er. o book l p bl gl , m a n Du tch Da n i s h Swedis h It a i a n S a n i s h , , , , l , p . t u u es Fren ch a n d Ru s s i a n a n Th e u a es . e o ; g , , l g g bo k es ecia u s eda re t h s e b BILG UER La n e s STA NT N p lly o y , , U O W om a n ) TO M LINS N M a s s a n dLI DE w . 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W hite , , , r Thi s book con t a in s m a n y p a rticu la rs hi th ert o u n u is h ed et n w i n t ha t t here i s r o m for im rov e p bl , y k o g o p m n t t h e A u t hor w i ee o i edto hi s c rres on den t s e , ll f l bl g o p if t hey w ill ki n dly s u gges t a n ythin g te n din g t ow a rds th e p e rfect in g of on e of t he o ldes t a n d m os t wide s rea d m ea n s of in te rc u rs e a m on n a t ion s w h s e p o g , o n ds hi a n d w e fa re m a it is h o ed b e t h u s st i frie p l y , p , ll fu rth er p ro m ote d. u l 1881 . H . F L M E R J . YE y, . A C O M P L E T E G U I D E TO THE G A M E O F C H E S S , FROM THE a hzt tn t e S olutirmant t cnatrndnn s f rnb Emb h i fi hmx . T PA R I . THE ELEMENTS MA TE A S A THE RI L FOR PL Y . i of i 6 4 THES E cons st a square board d vided into equal squares, e of 32 altern at ly white and black , and a set men , namely , 16 white and 16 black , a s shown in the following diagram u 12 T1111 A LPHA BET or on s s . is a s d The NOTA TION for describing t he boa rd a n d men b e I A BET w d of W u pon the LA T N A LPH , which , ith the ad ition the , is t he following A B C D E F G H I J K L M N O P Q R S T U V l m n o r s t u v a b c d e f g h i j k p q W X Y Z u dfor the d K a n dof which a to h (or A to H) are se boar , and s to P for the men, as follow m n u n 3 o .
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