212-surprising-checkmates.pdf

April 19, 2019 | Author: Dhinesh3693 | Category: Traditional Games, Chess, Abstract Strategy Games, Traditional Board Games, Competitive Games
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212 Surprising Checkates

by Buc Albs  & Fd Wils

 Rss Errss  Mr C USA

 rprig hete by Bre Abro  Fre io

IB: -303-3 �)opyrght 0  Iio  Fre Br Aerto A Right eeve No pr of thi ook y e e, repro tore   retrev yte or tritte i y er or for whtoever or by y e ee troi eetrotti geti tpe photoopyg reorg or otherwie withot the expre writt periio ro the pbiher exept i the e of bre qotio eboie  rti rte or revew . Pbihe by: Re Eterprie  PO. Box 33 I Mor  00 UA http//wwwre-trio (}rterprie.o over eig y Je Lowre Prte i th Ue te o Aer

h i  evie etio wh itio ter of  q km, oriiy pihe y over Pbito i 

Tal o Cott

Acknowegmens

4

Symbo n Abbeviion

4

Inocon

5

Denion



h  Wh Me in On Mov 1- 1



Che  Wh M n wo Mov 1-5 c Me in wo Mov 15 

6 86

Cher  Wh M n Thre Move  - 1 Anwr Digram

   17

 Supis Chckmts Acnowdgmnt Spcia than t h fwing ppl who ithr cntribd poiion chcd oin, r mad fl ggion: Adam Mrc Grgry aar an Sarwai Bn Shanba J Tannnbam Tom Schrad Mi Sniwc Emmi rn Andy Anl Andrw Fx Gln Har Nd Wal Ohn Tmpl and Marianna Lomr.

Symb & Abbriation     <



or r or or r r

K Q R B N P

tand r King and r Qn tand r Ro and fr Bihp and r Knight and r Prc h cr yo ar aiming or.

Th ymbo r h pawn i P b i rary d. A pawn m i indicatd by a wr ca lr which idni h l f th ming pawn. x 00 000

tand fr a captr tand r ingid caling and or qnid caing hr d llwing a m nmbr indica a blac mo man tha a pawn i promotd to a pic indicatd by a capial lttr immdiatly to h right f h lah mar

.p

tand r n pn a pcal yp  pawn captr. A pawn adancing two qar may b caprd by an ppoing pawn anding n h sam ran on an adjacnt .

Th nmy pawn captr th adancing pawn a hogh i had adancd on qar.

+ #  ? ??

and r chc and or ma r chcma xcam man a ry god mo db xcam! man a brilliant mo man a bad mo man a loing bndr

4

roduio

ertness to such oppountes when they occu n you own gmes

I s now genelly recognz ht especlly beneth the mster eve, h oucome of  chess gme s mosy etermne by tccl ros An hese errors cn be boh of commsson n omsson Whch o us hs no "n he het of bte uine  we-pye gme by not pying enon o ou oponent's lst move, theeby oveookng hs or her thre o checkme in one or two moves

he st  00 posions in this book e checkmtes you cn cheve in one move (whe to move n mte n one)  n to m ke them moe cut, os re ther poblem-ike hey e n ohe wors, unlkey to occur n  re gme Alhough one o the uthors Fe Wilson, s he ceessly fel no the mte in positon 4 urng  trnng gme wth  stuen tl since you know the right move i  check, mke he eot to n h most eecive one.

onvesely who hsn mse he oppounty to p y  cute mi. rhps by iling to noe ht he enemy king hs no }ih q so ht ll possble check shou obviously b consere o by givng he wrong d'd or dl  hk? Twenty of the soutons nvove [Note ilce trms r ene  the iscovere checks, but setch you n of the ntroucon] brin to see which move s necessy to reven n enemy pece ro nterosing o empe o to tke ven worse, how mny tm hve we  verlooke n rctivem wy  posble ight sue  not even bothering to look fo it  ecuse being so consume wh ou As you pproch this st group o positions, be in mn tht mny o own ns we on noce tht he hem empoy spec chess moves such oponent st mov ws  serou tcticl mstke An how oen, e  cstng ong, or the  pasant Pwn hvng ms  brilnt sho hve we cpture oun tht t ws hre or one mov only, n  w ou one oportny to Aso be on he ookou or ong oves, wn?

speclly ones involvng the ueen inlly, emembe ht  pinne piece cn give mte i the enemy piece pinnng it to you king s itsel pnne to i king by nother o your pieces

As chess teches o mny yer o experence we beleve the best wy to ovecome shor tctic oversighs s to combne prcce wih stuy olvng bems wth quick cev tcc soluions wl ncese your

u you sk, how oen o you ell hve o hnk bou me-n-one ung



 Supisi Chckmts praia ply Coidr h folowi am whh w d vy iuv for mdia ud o play ovr No ha a xpaaio i ymbo ad Abbviao pd h roduo.] P  Cake vs. J. rolim Ead vru Luxmbour Iaioal h Oympad Amrdam 195 Opi: Mod f

b

4 6 24 g6 N Bg7 4f4 N7 5N 5?

hi p mov ia a wii aa  Ba rpl 9f, h  Nx5! x 5  I  N f7+ w h xha. Bla probm  ha v houh h ha radd u, h i o y i  dam bu ah a u mddam ad hi i, rappd  h r  a ay ar fo Whi br dvopd p. Th pay ou  Ke8 I ON5 ! Nx+ gx K7



b



l







Try o uad 7 aa h h fo If lBxb2 h 12Rb B5 . f Bd 15 c6 5N f! wi a pi

A vry bad mov A h olowi  of od xha Ba wll b uabl o al ad wil om d viou aa. 5   5 woud hav b a muh b mov

120-00 K6 Nb4+ 

7 6    

fxe5 dx5 7dxe5 Nxe5 8Qxd8+ Kx8 9Bg5+! 

b

6

Iduc 13  Kb6

H  6 

I 13.. K5? hn 14.d5! Kx4 and y hav ma n w mvs, 15Bd2 + Ka4 1B5 ma. 14Rd5!! Resigns

  abdefgh An(J'sis: r    

S, kay, wha  Bak nd 14  a5 15Be3+ cS 16Rxc5! a

b

c









 7 6    



Nw k ha? a h an nal psak n. W ahagd  s Whs Bak saly rng  a p, y 14  Nf6 aakng Wh's k Aay n as 15Rb5 s ma. W ar ay an y nd h matnn qky, as  s h ms mmda ha hnd Whs 14 d5! And w hp y ndha Blaks kng has n gh sqars



g

h

h hra   1 .  ax 17.xH dsvrd h k 7 . . Ka5 1xaH ma 6Bh6

wv, wha  Blak ss h ha and dnds y 4 c5 S h nx gam

 6    

W hav nd ha  say aks nrmda  ays a t 3 snds  nd 5Bd8 mate! whh a rs 14. . . . Bt mm  y w payng hs gam and y mssd 15Bd8 ma, Bak wld nw hav sm hans  sav th psn

abf

7

1 Supisi Chckms whh we beee s Blks best hne o mnee o o  os poston Mny studensgnoe Bks l moe nd wn o p y  7  R  mmedey oelookng he t ht  Bk e pes  7  Be3   wh hek so now Blk s wnnng Les mpse stdents slly ke fom one to thre mnues to nd he rgh de hee th thee s probby some e song dsoered nd/o double hek be nmey 17Rc6 mae

Look t he n dgm poston whh ourd n  g me beween two of he songst gndmses n he word  th me b  Rehesky Zurh Cnddtes 195 Whe o ly

H   

H 7 

6 5 4

f

3 2

Llo Szb pyed 20N6+ nd me Rsheky quky reped 20B6?' c





Congrtulte youself  yo und the onemoe mtes n these poson rly qukly bu wys emembe how oe n he posbty o  ky mte none n se een n  serous gme between epeened plyer I yo e wng to do he wok neessy o soe the I 00 tky one moers n ths book we beee youl rey mss suh opportunt n you own gmes gn! If mny mesnone  oerlooked t nds to eon tht  tremendous numbe o mentwo re lso msed nd no ju by bgnners nd ntermedes

H 7    .  













Inedby Szb pyed21B6? nd med 1Qg6 wh mte ne moe Somehow zb eher oerlooked o  ogot tht Blk's  pwn ws pnned gns hs kng by Whe bhop on d.

Inin Reporedy, e e reazed is mtake Szab as so upset tat despie sl av a reat positioa advatae e oy maaed o dra te ame

T ast eve positio  s book ar a Wie mate--tree By e ime you e to em e ik you  be ready to aayze a slily loer eque ad so e ue you to ry em

Oter examples o rea masers buderi are foud i poio 133, re Ludk Pama (Bak) a just payed is rook to 7 omleely oblivious to Juio Bobo{  brilliat rely ad i positio 13 er Bori Spasky overlooked a to-move mat aait E Vadimirov i 19 1 (altou asky did  ayay

or examle #20  employs a fairly ommo typ of s ar e o fore a kkm (i ) ad  ereor useful to ko 202 is mu arder o sove bu bot ptaular a beautiful ruy "mid over mattr  you joy fdi tee mio, you ar o ready to tudy more avaed book o e a ad ar almot era o te road to bomi a tro player

S�e o may mao are mised i pratial pay  eie for t most par o reat ad ue ame-like osiio i 20 Poiios 151 20 are Blak mate-i-to beaue e

e poio i i book ar uualy

beeve tat t is vry imortat for layers to lar to tuy rited  posiios rom Bak prpetve

ou o alay arrae i order of i iul ty Wit  te oe mo v r ially ti orde a ot alay be o eay to eermie  Wlo oo or a oe miue to olve poito 59 ad as see a umbr o master ad exprts ak eve or

Our ameike potio a ad o d ou  atua play ad e believe tey ave mu trutiv value Teme o look for iud uee saries t a ot o y deet aay or detroy piees ded e eemy ki bu ao attra by fore te eemy ki oo a suare er

W atuay foud i t eaier to are o te seque of posos  0200 aou s 1520 are blak matesto e eaiest blak mae

ekmate is poble Aso tere ar a umber of mhd ma, ad mate it a a, i seem uusualy ard or beer a termediat to id Fialy may mas ae aud y a uit mov peraps e aret pratial ekmat o pa beaue i ole purpose is o elmate poetial it uare so tat a ustopable ek o e eod move is aait ay rely 9

151 aded bei i Fially i tsmate e dtio e ave e ite i tree

 ase you are urious e ave fou te ardes tomovrs to solve eve for advae player r 48 4 a 50 probably beau ey are robemke ater a ame-ike f you joyed solvi es tree e you mi alo lke o et ome books ially o e bem

   Surisi Chckmas Amog h gmlk womovs ou sudnts hv gnly ound 42, 143 14414 147 173 8, 88, 4 15 18 nd 200 h mos dcul o sov ntngly most studns suly ound t mo dcut o nd th coc st mov    w s  u mov th thn  h souton ws  comnton Al o h comnons n hs ook y h wy  sccs to oc chckmt

 you cnnot solv  gvn poston wthn  sonl moun o m y 5 mnus w commnd h you do no ook up h soluon mmdly u st mov on nd gv t noth y t Also w suggst you o though hs ook  lst wo o h tms ut you l h you cn sov  h xmpls y uckly. Good uck nd hv un

Buc Ason & Fd Wson Nw Yok ty Fuy 2011

Deios back rak y m at  A o chckm dmnsd  un  Rook to  Kg tppd on th s o ghh nk y hs own pwns

qua o whchthy  Kng f night chck cn Sus scp cus 

not tckd y ny nmy pcs mthrd mat A chckm gvn y  Knght o  ng compltly suoundd y hs own pcs

blak-matiwo A chckmt n whch Bck mks h s mov Wt ponds nd Blck chckmts Wh wth hs scond mov

wht mati o A chckm n whch Wh movs nd chckms Bck on th cunt u

c ombatio A tccl mnuv n whch you cc m o gn n dvng o  lst to mpov you

whit mat it wo A chckm n

poson

whch Wh mks h s mov B ck sponds  nd Wh chckmts Bck wh hs scond mov

dcverd  hk A cck cusd y movng  pc so tht h pow o h ttony c hnd  t  s unmskd gvn chck ong h nwly opnd l

whit matit hr A chckm n whch Wh mks h st mov B k sponds o th Wht nd Blk mk th scond movs nd hn Wh chckmts Blck wh hs hd mov

dul hk A dscovd chck n whch oh th movng pc nd th stony c hnd  gv chck

0

Chapter One

it ats in On o 

 7 6 5 4    a





d



f







f





2  7 6 5 4  2  a





d

I

1 Supisi Chckmas

3 8 7 6

2  





L

 









4. 8 7 6 5 4  2  





d







Whe Mes m    e Mve

5 8 7 6 5

6  7 6 5



 Sps Chckmts

7  7 6 5     





d

















8.  7 6 5     a

b



 4

Whe Me  Oe 

9. 8 7 6 5 4  2  a















f





0 8 7 6 5





a

b









212 Supisi Checkmts

  7 6 5   2  a

b



d









f





12.  7 6 5   2

 

b



d



16

Whe aes  Oe e

3  7 6   

  









f





f





4 











1

1 Supis Chckmts

5.  7 6 5   2  a









f





f





6  7 6    2  a





d





We aes  Oe e

7. 8  6 5  

 a

b







f





f





8. 8 7 6 5   2  a

b





e 9

1 Ss Chckmt

9 8  G 5   2  

b







f





f





20 8  6 5 4    

b



d



2

We aes n One e

2  8 

 5

  1 





d

L













22.  

 5

   











1 Supisi Chckms

23  7 6    2  





d





g







24 8 7 6 5   2  











f

Whie M  O Move

25         

b













f

g



26         







e 2

 Supisi Chckms

27  7   4    





d



f





f





28  7   4  2  





d



24

Whe Mae  Oe Moe

29. 8 7

    







d



f





f





30 8 7   4

 











2

 Supis Chckmats

3   7   4

  1 





d



f





f





32.  7   4

   



c

d



6

We ae  Oe e

33 8 7 6 5   



b

c

d



f

g



f





34  7 6 5 4  







d

e

2

1 Sps Chckmat

35







d

e

f





f





36 R  6 

 











2X

Whe ae  Oe Me

37.  7 6 5 4  2

 





J









f





38.

7 6 5 4  2

 

b

c

d





212 Sps  . Chcmats

39  7 6

40.   6 

30

We aes n One oe

4  8 7 6 5 4 

2  

b



J









f





42.



b





e

31

212 psi Checkats

43 8 7  5  

  a

b

c











f





44  7 6 5   2 1 



c





32

We aes  Oe oe

45























46  7

     









33

22 pi Checkmates

47.       2



b



















48      .   

b







4

Wie Maes in Oe Me

49

 6  4  2  















f





50. 

 6  4  2  







e



 Ssi Chckmats

5   6  4    

b









g





g



52. 8 7 6    

 

b



d



3

Whe Maes  Oe e

53 8 7 6 5 4 3 2



b



d





54.

7 6 5   2

 



 d

h 7



h

22 Srprisi Chckmats

55.

 









cl



f



h

f



h

56 8 7 6  4 

  

b







3

We aes  Oe Moe

57  7 ( 5 4 

  a

b



d



f



h

f



h

58  7 6 5 4 

  a

b



d



3

 Supisi hckmats

59

  '

    

b















g



60.      













4

We aes n One e

6.  7 6 

 2  











g

h





h

62  7  5   2  

b



d





 urprs Checkates

63 8 7 6   

2 1 

b

c



e

f



h

f

g

h

64. 8 7 6 5  

2  

b



d

e

2

We tes  Oe oe

65. R 7 6  4

 2  



c

d

e

f



h

f





66.







d



43

 Surpris Chckmat

67 H 7

6 5   2

 

b



d



f

g



f



h

68  7

6 5   2

 

b







44

We Males  Oe Me

69 



b







f

g

h

f

g

h

70  7

6 5 4    

b

c



e 45

22 Sisi Chckmats

7 .  7 6  4  2  









f



h

f





72

7

    2  

b







4

We Mles n Oe Me

73



b

c



e



g



f

g



74.

    







e

4

212 Ssi Chckmats

75. 8 7 6  4  2  





d

e

f

g



f



h

76  7 6  4  2



b

c

d



4

We aes  Oe e

77.  7 6    2

a



c

d



f

g





g



78  7 6    2  a

b



d

e

4

 Sups Chckmas

79.  7 6 5 4 









d











g

h

80 8 7 6   









d



5

We aes  One oe

8    6 5   2  a





d



f



h

f



h

82  7 6   



a





d



5

 Srprisi Chckaes

83.  7 6 5 4  2

a









f



h

f

g

h

84  7 6  4  2  a









52

We aes n One e

85. 8

7 6 5 











f





f

g



86

7





c

d



53

22 Spii hckmat

87.  7 6 5 4    





d



f





f





88. 8 7 6 5 4    



c

d





Whe Mates i Oe Mve

89. 8 7  5 4  2





c







g



f





90 8 7 6 5 4

   



c



e

5

22 Spisi Chckmats

9  8  6 5 4  







d



f



h

f





92   6 5 4    









5

Whie Mas  Oe Me

93. 8 7 6 5 4  2

 

b

c





f





f

g



94. 8 7 6 5 4  2  



c





22 Srprisi Checkates

95 8 7 6    2  



c

d





g

h

f



h

96  7 6 5   2  

b

c

d



58

White Maes i e Mve

97  7 6 5   2  





d



f

g



f

g

h

98

a



c







1 Suisi Chckats

99 8 7 6    2  

b



d









f





00 8 7 6  

 2  

b



d



()

Chapter Two:

White Mates in Two Moves

0 

7 6  4 







cl



f





f





02.  7  5 4 

 



c





6

 Suis Chckmats

03  7 6  4  2  



















h

04











2

Whie Mas .m wo Mves

05  7 G 

06  7  



6

 Spsi Chckates

07  7

6 5 4 

  







d

f





f





08 H 7

6 5 4 

  





d

e

6

Whi Mas  w Mvs

09















h

f



h

0

7 6 ' 



2



b



d



6

212 Su ps   Checkmats



6

 





f



h





h

 2

66

Whe aes   es

 3.  7  5 4  



b







f

g



f





4 8 7 6 5  

 a









67

 Srrisi Chckmats

 5  7    

 





d





 6.  7  5 4 







  8







Whie Mae i T Mves

7

7   4  2









e





h





h

18.  7       











22 Srprii Chckmats

 19 8 7   4  2  



c









h

f





120  7  5 4  2  









7

Whi Mas i w Mvs

2 



b

fde



122.  7  

4 3 2



b







7

f





1 Spsi Checkmates

23   6 5 4  2







d















24   6      

b







7

Wh Mas i wo ovs

25. 8 7 6    2  





d



f





f





26  7 6 5 4  2  

b



d



7

1 Srprsi Chckmats

27 8 

 4  2  



c

















28 8  6  4  2  

b



d





Whe Mat i wo Mo

29

4  2









30.

4  2



7

212 Sps Chckmats

3  7

6 5

 























32













Whi Males  T Mves

33  7   4 . 2  a





d



f





f





34  7  5 4  2  a





d



 Spisi Chckmas

35  7  5 4  2  a





















36    5   2



b



d





Whi Mas i w Movs

37 8 7  

 2  





d















3 8 7    

 









79

 upisi Chckmats

39  7  5 4  2  

b

c

d



f

g



f

g



40.  7 6 5 4  2  

b



d



8

Whe Maes i To Moves

4. 8 7  5 4  2



b



d

e





h





h

4  7  

 2  







e

8

) � u hckmats

43



2









e

f





f





44  7  5











e 

White Mates i w Mves

45  7  5 4  2  





d









f





46    5 4  2  





d



3

'  Sp ckmats

147.

7  5 4 

 





d



f





f



h

48    5 4  2  





d





Wt Mats i w Ms

49. 8 7 6 5 4 3 2  





d









f





50 H 7 6 5 4 3 2  





d



8

 pisi Chcats

Chapter Two Black ates in Two Moes 5 .

  6 5   2 1 a





d



f

g



f





52.   6 5   2 1 





d



6

Back Mae i w Mves

53  7 6 5   2



b

c







54  7 6 5 4  2  



 

 S7

g 

g



22 Srisi Chckmts

55  7  '   2  

b





e

f

g









56  7  ' 4  2  

b

c



e



Bak Mates i wo Moves

57  7 6 5

 2  









f

g









58.  7 6 5 4  2  









9

1 Srprs Chckmats

159.  7   4  2







d







h

f





60  7 6  4 

 



c







Bac Mas in wo Movs

6  8 7   4 

 





d









f





62 8 7   4 







d





 Spis Chckmats

63     4  2

a

b

c

d

e

f





f





64    5 4  2  bd



Bak aes i o oes

65  7  5 4  2







d

e

f





f





66 H 7   4  2 l 









3

1 Srpisi Chckmats

67 8 7  5

 2  

b



d



f





f





68







d



94

Back Mats i w Mves

69     4  2  

b



d



f



h





h

70. H    4 



b









 Spisi Checkmates

7      4  2  









f

g

h



g



72  7   4  2  

b



d



9

Back Mas  wo Mos

3. 

6 5 4  2

4   6 5

 2  





d



9

f





 Sps Checkmates

75 8 7 6  4  2  





d



f

g



f





76 8  6  4  2  





d

e

9

Back Mtes i wo Moves

177   6 

 2  





d



f











178     4 







d

e 99

 Spii Chckmat

79  7  5 4 

 





d



f

g



f

g



80.  7   4  2  

b







100

Back Maes i w Mves

8    6  4  2



b



d



f

g

h

f

g



8. 8  6  4  2 1 

b





e

1 1

 Supsi Chckmats

83   6  4 

 a



c

d



f

g

h

f



h

84   6  4  2  a





d



102

Bac Mate i wo Move

85 8  6   

 





d



f





f

g



86   6  4 

1 





d





 Srpisi Chcmats

187   6  4  2  





d

e

f











188







d

e



Bac Maes i Tw Mves

89. 8  6  4  2

 



 

f

 

90   6    2  





d

e 5







 Surprisi Chckats

9   6  4 

  









f





f

g



92   6  4  

 



c





06

Bak Mtes  w Mes

93     4 

 









f





f

g



94  7 6  4  2



b







.  Checkmats  Sunsg

95.  7 6 

96  7 6 



b



0

Bak Ma in w Mve

97 8 7 6 5 4 3 2  









f











98. 8  6  4   1 











 Surprisi Chckmats

99  7 6

 4  2  









f





f





200  7

 4  2



b



d



 0

Chapter Three

ite Mates in Three Moves

20    6 5  

 





















202   6 5  

 









l l

22 Sisi Chekmate

203.

7 6 '    





d





f

g



204.







d



12

f

g



Whie Maes i hee Mves

205

7 6 5 4 

 

b













f





206











13

 Srpris Chckas

207.  7 6  4  2  





d

e

f





f





208  7 6  4  2





c

d



1

White Maes in Three Move

209.  7 6  4  2  

b



d















2 0   6   

 

b



d



5

1 Spii Cckat

2  .  7 6  4 

 









f

g



f





2 2.



b







1

Ase Ds Whe es  Oe ove

 N  mate .

u

h

4 Nc3 mate.

c











a



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