Cambridge Springs Defense - Eric Schiller - Chess Enterprises - 1984.pdf

Trusted by over 1 million members

Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.



























































mri Sri D

Eri Sillr

 Coaopos, nnsyvana Css npss, n































©

Copyright 9 by Erc Schiller ISBN 92-2- Editor: B. G Dudley Proofreader: Thomas Magar Cover Design: E F Witals, Jr Witals Burke Associates nc Pttsburgh PA































knwmns  wl ik  nk Bb Dly n D Brnr fr lp wi r sr, n l, my sy mmr  mp w wi  li lp  lp frm  Ppl Ppl ip n  Dp D p  rl rl kp rk rk f f my wnrin wnrin s s T T bk bk w w  nr   n mp l if R lp i  n nslfis nsl fisly ly slpp     ris l ps n   i pn, nks  r ny, Gy,  l n L fr l  ir n k ny  rrs n ni i n ri n n  bm n  lr lr Rfns lkin,  Bl nsr, nsr, M  Bibw, E w  n n r  r rn Gn J Griffis P  & P W. rn spr, G. & R D n n  (

D D  n nss Pris D'E s  Lns n   BM 1 979 lssifi ss Gms wi s s Lnn R, 909 D  Mrn Effnn Effnn Tri Brlibw, 1928 D pnin 1 B Gsn Gsn pln pln I  : H prm 198 L Dfns mbi prins Mi R i  i r 1 95 9577 Mrn Mrn s sss pnns pnns    Lnn Pimn 946 Bsf ss pnns Mn min ss Prmns, 1 98 9822 Enylpi f ss pnins E B ss nfrmn 1976

Sctin it  M Fii Pn   n   & Y B srin lili, 

rs Dbi Msw klr i p, 1957 rs Dbi (6  sw kr i pr 1980  Pri D' lrn nni 190 































mrin . cwr, R. Wilson  (

T Qun's Gmbi Dcin Dls ss Dis 1974 Ds kssisc Dmnmbi II Hmbur Ds cc Arci, 1971 Lss-nown ss Msrpics 190&915 w Yok ok  Do Do  974

































Coes

6

r oduct i o n 1 t r

  

M      9

4

 

 9 Ms  

9

   

  V



 

 mms mm s 9  d d R s  s 9 f6

7

 

Rss V (8    4) d 8   d4

9

 

Rbs Rbs  d m Vs

54

 7

P  V 7 d

71

 8

P P    V V  7 f6

83

   9

s  M 7  W

9

d f Ps  f Vs

 00































rouco  Cmbd S Df   o   tt d tt m od b m of of t t t   t t   to of t d. It  b mod m m d  d       A Ak k   oo bo bo ot ot  k Cb Cb d. Lk m. Lk  M mzot Rt Sm d · tko. tko.   mo t t t m t  b b dd  t  to to of of Gdmt Dofm Ljj S V d Yo  tt ot of t Cmbd S  t oto t  4 5 2  6  c f6  B  5  c6 6 f 

Dm 1

k do  q t   t o bt  t  o t  to  o t  d t dt oto of t  4 q q Moo Moo    bk t    d8 d8 d do ot ommt omm t    f to  t t      q q I t m do d o t t b4 b4      t t  o t t  o  t t t om o m t 7 o d6 It   mott to k  m  d  k' tt t t of d4    od od ttk ttk o t      tt oft fo Wt W t to t t t  dk qd bo  o o of k  k bo      t om ob  oo oo    f f t 8    obm  t t  Q   Gmbt Gmbt  H too t q  of t t  t     o t d  mod bot 5 d 5  otd.  t ot d t  k q  od to k k o   W k  d4 t t t 4 (Wt   fd to   t    o o  t d o d fo  fo oto oto of 4)    d t fom t ot d  t m fo W t to z oto of 5 I ddto dd to t  k q m fd f  f  f fom om d b to od     m. m.  o   d  d  d ot ot of fo fo    t t 80     d  b  mo fqt  t  t t  tm   t 50. 50.































Marsha Marsha · Teihm Teihmann ann ambri Srig 1904 f6  B N 7 5 Nf3 Nf3 6 6 e3 Oa5 Oa5 7 Nd2 Nd2 Ne !  1  d5 2  e6 3 N f6 E a arr a ll   ar ar r r i    u u    mr  i i  la  la  i  m m imra imra  r r la w il Euw Euw am a m aria ( 1 974)   a r Srr Srr (  90) i mi i a "ubu "ub u  Si Si  Wi W i mu  i i       m m w w (a m  a m m  9) i  ig  ig i  rr  ba ba i  aaag i ma  i i  l  ir ir aabl a abl   rr- ba bar r   ig iia aaag mii 8 xd5 Ti T i rw rw awa awa   aaag aaag im mal r r   N4   ar a r  Nxd2 8  9 Oxd2 Wi a ar  ir  bau i    g5 will ag a a ju  a a       i    a5 a5 9  exd5 aurall lak wa  g i bi i  gam a 9   Nb Nb  ' k k bau bau  0 4!   g5 B 0 Bd3 0   0 2 a3 i  im i m  ur w lak   a  7 r  quar quar aai abl Nrl la k     ar gi ig u  bi air a g a  W W  akquar akquar bi i l mi i   a bi   ri  u 7 a  a i quar q uar  wig r   qui qui  a rr rr  ak i ai ai   la R  arl arl  a i  r gam Bx3 2   3 bx3 bx3 e8  f Ti ai l  aak i il  rqu i  ambrg ri g  i i  ar  aak  wak aw aw a 3 a 3 3 w w i l  rk rk a w r  gam ia 3 Nb6   1 4  N wul wul a b mr mr auiu bu   lak wul a  i      qui  5 f5 f6 6 Bf N  Qe2 (S  iagram a      ag)































Dagam 2

i ar 7 2  Ma Mahall hall Ox3 20  " lack     h gau gau   Mahal Mahal  I  wuld  air air   id aul wih h mv  h  ack ack qu  wr wr abl  ri h hubad hubad  h ki gi bu a hig h ig ad ad uch a ur wuld ak  lg lg Thi i l l u u ra ah drawback  a5 2  a 3 22  Wh ha ha al a l l   hi hi  c d d r r h aack aack ad hi h i k ig i w w l curd curd  h aw m i h arria rag e7 22  23 g5 Bxf5 24 gxf6 gxf6 Di Marha' cmm h lack qu i uul  d3 a i ur h 5 whch hld ghr h ligh quar  h kigid 25 Bh6 Bg6 26 Oh4 Q 27 xf6

Dagam 3































28 29 30 3 32

 Bxet xg7 Bxg7 x6 b8 7t h6 b2t f2  g b3  f ak ann p wi h pwr   w rk an  aaning king a r a win in i n   34  Ra3 n 5 R4 x4 3 Kx4 wih a ar   a k king i u  3    3 g b6 Be 36 e5 37 g3  5  t 39 f6 b b   0   g7 et  2 e Bg6 3 f6

iagram 4

 piin  riu   a ma  hi m wa n imm ia nar an  aan   bip pawn mig mpari a rawn rawn  i ir  m nw n  gam pa    Mara   T r maining m wr 4 gxg6 hxg6 5 xd5 xd5  6 f  7  2 8  g  t h3 9  5 50 d5  5 d6 xh2 52 e5  53  g3 5 d  55 5 f 56 d7 d8 57 e6 f5 58 d5 Bak gn  a gra ar r  ariain bu prap i wa u a a   r ngr ngr par wnning wnn ing n run 1 1  nng nng wa n r r    n n

































D 5

xd  xd 8  B b4  oe to to the the    nt  ee Chpt Chpte e 9 f 9 3 Now t  too too e fo the bhop b hop oe nce  nce 9    Bb4  e b  0 Be4 ad the   w w  f f   wth wth check check e e Bck eent eent   ecpt ecpte e 9   5 wod e to  cc not ttck  n  n en e n hd hd Lte Lte e  946, 946, whch con· con· tne tne  0 N5 h6 1 1 f3 Bd6 1 2 0 Nf6 Nf6 1 3 h3 Qc7 1 4 fc1 6 1 5 ab1 0 1  b4 0 Bf B Too te 0  0 1 1  Bc3 1 2 bc3 bc3 Qc3 Qc3 1 3 Oc3 Oc3 c3 1 4 f5  ce ce bette bette fo Whte Whte whe 1 1  c3 c3 1 2 3  ao ood ood Bx3 2 a3 Ndf6 3 bx3   Now Bck' B ck' cente cente cbe 14 . . dx .  d  Bx































20 fe f6 K 2 a  lack obiosly misses e poin o Wies maneers maneers Nxd 22 Bxd

iaram 8

t   �?t  ;   v

8f

M   

23 N esns o w woo p, p, wo wo down No ery insp in spirin irin  s i? B  in rond  4 ec an ried aai aai n Pi Pi  lsbry  arco arco rom e same same rond rond wasn' wasn' a proper Cam pr ins since B ack played pl ayed 3  e7 ) and earned a a lpoi lpoin n or is  is ride prins ai n e araion Sl Sle ee e  Tem Temann ann Cambrid prins prins  904 904  d4 d 2  e6 3 N3 N3 Nf6 4 B 6  e3 N7 6 Nf3  7 Nd2 N     Nxe dx 9 B a marian   974) nsders s  s oro oroen en nnaion o  e s o on or Wie 9  B As is is e only ame on recod w is line, one n only dream abo e conseqences conseqences o 9   and 9   or o r een 9    0 3   0 a3 Bxd2































 2  e  K Ae  3 xe5 xe5  Nxe5  4 Bg3 eve 4. 4.f f s fe fe for Bk s e e  e ouble ws fe 5 Bxe5 fxe5 re o vulerbe 0        d exdt  Be2 ee s o o g  g ese wo wo w w e o do 6 xd 1  ex4 ex4 f5 s goo goo fo fo B k, s  ve of of e dw rees usefu sques fo fo  e Bl k kg k g 6 .. Nb6 7 b  Be6  d6 f6 9 hd 20 a N N  Ne7 2 d Blk s meuvered s pees ufull  s o problems  l 22 xa xa 2 f N 6 

Dgrm 10































 i gm 1 1

e e  s sis is r r 1 5 B4 B4 ( 1 5 Bf4 xf xf4 1  exf4 B4 B4 1  x4 x3 x3  5.  1 fxe3 fxe3 5 5 1 Bxe  xe3 xe3 18 d1 d3 d3 1  Ke e4 e4 0 Kf1 Rd8  0 0fxe fxe  1 Bf Rxf   Kxf Kxf Rf8 Rf8 0 Kd1 Rd8 g giubw iubw ( 1 8 8 led e ei ei g e e P i sbur Vrii d e is uerk fequel emled b Pillsbu, d wi I self ve ke u wi lesue i ree imes, is, i m i we ded, sie i k m squres i e eem m He ges    e effiie f s eig s  rgume gis 3 3 referrig  3 Si  i li ( 1 30  s ribued ribued e ig i g res resge ge f f e e e ei igg  Pil P il lsbu  e ws rbb flwig Bgiubw, w e ies frequel sie  lsbur gmes e  is lsis e  e w w ers sw e mbdg mb dgee Srigs Sr igs ke  su    wesme wesme reu reu ws usu l l ided ided b e Ex Vi Vi  f e e mes   o  i ws    ws ws e  i se i  ul ul  f e Exg Ex gee  esuled i  e  fre fre  ere f e e mbridge Srigs Sr igs We e Exge Vrii Vri i  s is bie ew ssems we were re beig ex red i e GD Sssk Ss sk evived  rs d e Krv de de e ssem ssemss wi    b ul ul  Sme o e mbridge mbr idge Srigs Sr igs g g ls i i e suffe d d wever, i seems o be m kig ki g  meb mebk k B  ( 1 8 de des sriri be bess i s e er s s id v v i































Car n an Ln: 9 . . N 7  3 6 6 Nf3 Qa Qa 7 Nd2 Nd 2 B  d d 2  6 3 N3 Nf6  B N7  Q 0 9 B2 

A. 1  d  1  f f  1   A

0 dx

































igm 15

fo  oth sides  Ewe d v de tee f6  3  ite ed ed o tte tte i hmidt  Dom Ws Wsw w 1 9B3, 9B3, te te 1 3 ReB B4 O5 1  Bb2 Nb Nb 1 7 Ob4 O5 1 B 4 5 1 9 Ob3 Be Be   fd1 Oe5 1 5 B4 20 3 5 21 Rd2 Nd7 22 Ob7 d wth othg moe to ly l y o  dw s s ge geed ed.. 1 3. ReB ReB is i s  ometey vb v ble le tetive te tive to te tet tet ed  Bogobov Bogobov Mhish Mh ish st st 1 923 sw sw 1 3 ... Ne5 Ne5 1 4 Oe4 Oe4  Bl k hd o obems. obems. Whte od how how  5 Bf4 B5 1  Od4 RdB d Blk  ,, hve hve edeoy edeoyed ed h s bsho w wth th 1 4 Be7 Be7 ReB 1 5 B b4 O7 O7 1  Rd 1 wth sl igt dv dvt tge ge odi odigg to h hwz wz o o 1  Oe4 Oe4 5 1 7 B3 Bd7  Ewe  sligt d v de tee 4 B4 1  e N5 N5 1 5 e7 l ow owss Bk to k  the the w w wth wth 1 5 ReB 1  B4 B4































Dgm 17

Afte 1.. 1.. Re8

0 Bf6

B

Dgm 18

Nf6































Ate .. .. Bxc

Di 9

7  8 N 9 B

Di 2

Ba6 B































1 . exd exd4 1 1 Nb Qc7 Qc7   1  b b   Ke Keee  Y Yv v Te e Te exx 1 982 1 2 Nxd4 Nxd4 B4 Bd Bd   Bxd Bxd Qx Qx 1 4 Nx4 Nx4 xc4 xc4 1 5 Bxc4 N4 ve the d v  1 2 B4 t to Blck  Gohi   Boo v Boo v Moco Mocow  925 1 2 dxc4 dxc4 1  Bx c4 popoed by Boo v   thk to Whte e plced piece ech  Khd Khd F   k k t 1 9 9    Bd  1 Nb Qc7  2 cxd5 cxd5   2 c5 Be7 1  dxe5 dxe5 Nxe5 Nxe5 =  EC  2exd4 exd4 1  Nxd4 Nxd4    dxc dxc dxc dxc 4 cxd7 cxd7 Nxd7 Nxd7   EC 1Nxd5 Nxd5 cxd5 cxd5  1 4 Bxh 2  1 5 Kh cxd5    Bx Bx 17 x x Bc 4 Nxd5 h icet copeto o hi pece ccod to Neshtdt 1  e4 l ow l ow 1 1 c5      Bxc  et by 12 N  bc3 N4 2 N4 4 3 B7 1  Oxe4 Oxe4 w w ply plyed ed   Tylo  Ni N i ko c ko c Eebeek  978. 978. he text text is toe R  3   exd4 14 Bx8 d 5 B 4  Ewe d v de tee. 4 Bb4

Di 22































Chpe wo lnves o 9 e5

1 1 d4 d5 2   3 N Nf6 4  5 N7 5 e 6 6 Nf 5 7 Nd2 B 8 O2 0 9 Be2

aga  aga 23

n f t atnativs t 5 a tby popa bt w xa ns n  in wic is not witt poi poiss 9  dx   8 is bvsly bvsly bad bad aft aft 1 0 0 5 1 1 N b3  Oc7 Oc7 12 cxd5 cxd5 cxd5 cxd5 13  a a xc3 xc 3 1 4 xf6 fol ow owd d b y 1 5 Oc3 Oc3 wt dvastatn dvastatngg t t aong t il

































Rd  �0  Rfd ehp ehp 1 4   te teg  eve evet t Ne5  tte tte  chw. chw. 7   Nd5 5  6 6 N

Dg 25































Chper hr Arnne Vron 1 d4 d5 2  e6  N  Nf6 4 B N 7 5 e 6 6 Nf  5 7 Nd2 B  O2 0 9 Bh4

iaga 26































Wit can paps obtain a sa advanta wt 0 dxc5, as in Havasi  Asztaos, Asztaos,  aab 24 24 wc saw saw 0   N4    c Ndxc5 2 7 !  B 3 Ndx4 N x4 4 xb4 xb4 Oxb4 Oxb4  Bd3 N 6 6 cxd5 +    lack lack igt consid consid    Bxc3 2 bxc3 Nxd2 3 Oxd2 dxc4 dxc4 and now 4 7 is mt by 4  8  8 si nc  Bd6 N xc5 6 Bxc5 ns into 6. 6. N4 wit  at last last qal ity ity  10  H t tat to c7 is inappopiat:     Oc7  g3 Oc6 Oc6 2 a3 givs giv s Wit a sa sa l bt lastng positional advanta advantag g T bisop sits w l l on g3 Nxf 11 xf 12 dx x  2 N4 N 4 s too optiistic  Capablanca Capablanca · A in 7  matc matc ga, ow Wit can als cl • sal l advant advantag ag at at 2 2  c6  3 cxd5 xd5 xd5  4 d3 Bxc5 Bxc5 ap apss vn vn btt btt  i s  3 a 3 Bxc5 Bxc5 4 cxd5 cxd5 xd5 xd5  5 Nxd5, a s sg· sg· std by cwatz N 1 Ox 14 5 a5































iaga 2

Psitin Psitin aft ft 1 1 dx4  4.. .. Nd Nd3 3 1 5 xd3 xd3 xd3 1 6 Oxd3 Oxd3 f5 f5 1 7 Od2 d7 1 8 Oc1 d3 w wt t d  d cancs f f  lack. B 1 4  ...































Dagam 3

stin at  8   aB 20 K R 2 Bg Bg Rx  Kd2

































 aga 33































Dg 35

































Chp Fo  Wh lnv on Mov 9  5 2   3 NJ Nf6   N 5 eJ 6  NfJ 5 7 Nd2  8 O2 0































ck cntns t p n t pss snc t bsp s tb tanks t t t pn ng t f f  5 wd dnaly cm nt cnsdtin  aft 1 0 c1 d d66 1 1 Nb Nb33 Oc7 Oc7 1 2 cxd5 cxd5 Wt Wt s s n vw bt aft vw mi mi ng ps Yspv ls sgs sgsts ts 1 0 xf6 s  pss pssbi bi ty ty tn Yspv If  lck wan wants ts a qck q ck daw daw  cn cn fw Kaspa Kaspavv · myslv (7 ) i ln i s 1 8 84: 4: dx  dxc4 c4 10 xf6 Nxf6 Nxf6 1 1 Nxc4 Nxc4 xc3 xc3 ( 1 c c7 !   I t  inst inst  tn) 1 2 Oxc3 Oxc3 Oxc3 Oxc3 1 3 xc3 xc3 c5 1 4 2 2 and and t pn pntt was was spit 0 Ncx4  pv givs givs 1 0 Ndx4 Ndx4 dx dx4 1 1 4  4 xc3 wit an ncl pstin Ys pv































D aga 3

































.. ..































 l lurai luraiv v Ga































 B





























































ap Fiv



































































































































































































































































































































































































































































































































































































































































































































































































































D agram 98

Pstn after  xd Athgh Whte's pees pees ae bnhed bnhed p thee s l le that ak  ak an d, s the game gam e petes t t a da d aw w 6 ..   7  7   t Draw agd































hper Seve Whie p res  d d 5 2  6 3 Nc3 N6  B N 5 3  6 N3 5  cxd

Rl R l Schwar Schwar nsders hs h s  be he he be bes s vara var ann r Wh Whe e

D aram aram 99

 7  e ? B 7 7  xd We an d smss he w pawn pawn apures apures 7  exd eads  an nerr l ne  he rhdx ueen's Gamb, sne he he a s sre msplaed msplaed 7   xd leaves leaves he B8 rapped rapped rever rever and al ws ws Whe an a n eas advanae advanae wh eher e her 8 Bx6 x6 9 d3 r 8 Bd3 e 9 ! , sne s ne 9   Bb a a ls   10 0  xc3  1 bx bx3 x3 x3?? 1  Ra1 Ra1 B b 1 3  x8 !  N A   h s s a ver ver rsk ln l ne, e, whh wh h des des n ue u e eua e n her her Bu n n prae?  dx& bx6 9 a, e 9  xa xa 1 0 xa x a B  ak has n prblems n  dx6 bx6 Bb 1 1 e Ba6 1  Rd1  b , Wh Whea ea r r  · Gds Gdsen Lnd Lndnn 1 96. 96. x6  . .  9   d a lernave s 9 h Bb B b 1 0 d as as sues suesed ed b b mh m h and re re en pu n prace b Cvan: 1    x3 x3 1 1 bx3 x3 Bx3 Bx3 1  Rc1 6 6 1 3 d3 e 1  dxe dxe Bxe Bxe 1   0    1 6 3 e e66  7     1  xe xe xe5 xe5 1 9 e 0 and a draw draw was was areed areed n Cvan Cvan · Ljubev, Ljubev, Yusav Champn shp 19 9 4 1  4 B 1 1 e b e daram 100 a he p  he nex pa) 1 1      6 1  h!































Daga Dagam m 1

Pos Poson on afe afe  1  b h s s a pe pe mess mess poson  lack has weak pawn pawnss a a e6 and c6, c6, wh wh  e Wh Wh e ha s a con cons sed ed k k  ngsde ngsde and genera  poo pece acem  acemen en  N R bns bnsen en · Re Re ern 1 28 28 saw 1  c xc 1  bxc bxc  xc 1  Rc 1 b 1 Kd1 and now ack ncoked 1. 1.e e , eqal eqal n. fer er 1 6 dxe dxe c 17 Nd (on 1 7 c c, 1 7.  a s son son se 1 8  b ges ges maed maed afer afer 18  Nb. eanwhe, 17. 17. e s nevable nevable 1 2 a s a sha shap pe e mo move ve n 1 . bxa bxa 1  axb axb a6 1  Ke Ke11  b 1   xb cxb cxb ack  ack w w l l have have conepl conepla a wh  d7b&c d7b&c or d, d, and R h8 h8f f88 o o pn down down he f f Ewe and van der Serren Serren exam ex amne ne on onl l 1  x x  1   xg xg e7 1  xe6 bxa bxa 1  c7 Kd8 Kd8 1  xa8 b 1  e (as ven ven b b Gn Gnfed slos slos and Vkovc) and 1  . . Kf7 1 6 xa8 x a8 a6 b I hnk Wh Wh ee s er hee hee   Ndx Bx  dx  Rc ? 1     O 1 h nen nendng dng 1 6 d =, Ewe and van v an de Serren so nsasfaco s 1. 1. d d77 1  d d Nxd2 1 6 xc xc e 1  Re Re = , Schwar. 1   b deserves consderaon, becase he pan nvolvn 1 h ma be oo oo sow ae ae 1  b 1 6 a ( 1 6 axb axb a6 a6 an and 1 7  b b  1 6a6  a6 17 Ke1 xf1 1 8 Rxf1 h 1  h  0 g d, d, or perh perhap apss 1 6 b6 .

xd   , See aam 01 a he op of he ne a he nomal move ow Whe esn wan o embaass hmself wh 8 B3 N xc3 9  b 10 a d, so he ms move hs een

 1  8 b 8 2  8 































aram 101

Pstn Pstn aer aer     xd   8 3 B n ea eas pat pathh t t eualt s   d d66 9 e4 x 1 0 bx bx e e 1 1 d d 0 1 d  Peev  tanasv, Varna 194 n the ther ther hand,  lak an hse hse t t mx t up wth    a  ? 9 xa xa xa 9 bxa  x, as sues suested ted n C, althu alth uhh Shwar Shwar prefes prefes Wh Whte te afte afterr  1 d d a4 a4 1  d d te the the trap trap 9 0?  x, wnnn wnn n a pe ne an al s nterpse nterpse a tap at at the bshp    h6 9 h4 b4 1 0 R1 R1  1 1 a Bx Bx 1  bx bx xd4 xd4 1  exd4 exd4 0 0 wth wth an an eual eual am amee n uwe uwe  Capa blana, Hastns 190/1 9 Rc Wh te te estabshes estabshes a strn strn threat  0 a  9    e5  9 9   h6, transpsn transpsn ave a ve  B  0 dxe dxe   presen presents ts t t man thr threa eats ts 1 1  wl w l be met met b b ether 1 1 a4 a4 r r  1 xa  xa 1 0  d  h6 h6    0  0 1 1 0  x 1  bx bx a a 1  Rb 1 exd exd4 4 14 xd4 xd4  b6 1  e4 ave Whte a sma sma l advanta advantaee n andau undn Stkhlm  9 1 1 h4 exd4 exd4 1  xd4 xd4 allws allws the nflta nfltat tn n 1   f4  uw ambtus  0x  x 1 1 bx bx a 1  Rd 1 exd exd4 1  Rxd4 Rxd4 1 0 e4 ss t ambtus  1 4 Rd 0   d b6 16 0       4 bru bruh htt the adva advan n tae tae t ak n Marsh Marshal al   R ubnst ubnsten ern 1 9  1 0 xe xe xe 1 1 dxe als ls lsens ens the the pst pstnn t t muh after after 1 1   e6 ? 1  4 b r 1  a x   lak lak need need nt nt set settl tlee fr the mer meree euat f 1   x3 1  axb4 xe xe 1 4 x x x x 1    x x, ,  rennsk  m Lasker, Smutaneus, Sw Swed eden en  9 te t e that that  ak wuld have btaned a b advant advantae ae n 1 4 f4? xb x b   xe a a  anal Whte Whte s prbabl prbabl wrs wrsee afte afterr exhann ueens wth   xb4 ? xb xb4 4 14 axb4 a 1 R d1 b4  1 bx bx 0 14 4 4  1 4 b b R he he 1 e  b6 16 f4 f4 4 1 x4 x4 x4 1  f  1 9   wt wthh an unlear pstn s ven b b s st tals als and































Vkv 1 1  h6 hs h s sn s d sssed sssed n he I nrdn,   l ln chch tung anass n Dutsch chch tung 1 0 a 3  x  3  1 1 bx3 exd 1  ex d ( 1   xd xd   x 3   1  0 1 3 d d33 ( 1 3 e Re s  ee pleas pleasan an r r lak 1 3 Re 1 d 1  1 d  77 1 6 e e6 1 7   b6 1  Rhe 1   ave ave  ak a den e e advana advanaee n Ra bn  aak aaker, er, Ms Ms  1 9, sne sne Whe has has a bad bad kn sn, pawn slands, sl ands, and a eakness eakness a   7b6    1 O exd exd leads leads  eal  ae aerr 1 1 xd xd xd xd 1  exd 0 1  0 0 6 (  e r 1 1    x3 1 x3 (Can (Ca n Whe a ard rd  sare sare an xhan xhan here he re Gan ves ves 1  Rx3 Rx3 dx3 dx3 1 3 x7   1  0   1 e6 6 1 6 d6 x7 1 7 e e 1  d 1  and Whes aak aak rns rn s   sam 1 xd xd 13 exd exd 0 1 0  6 ( Gan Gan , as S Sh ha a pn pn  1 1 exd exd  me mess n n  ns nsd der era a n, n, e e 1 1  7b6 1  xd xd 1  00 00 0 1  xd xd xd 1    h h a sh ed ede e xd5   Bxd5 2 x5 1  dxe dxe e e66 1 3 d d x3 Be6    1 6  6 1 3  nend nendn n 1 3   h h  ±

aram 10

 3 4 1 3 a3 alls alls 1 3  x3 1  x x xb 1  ax ax a   nnn  e ex ex hane hane a a m mn n mm n he her her hand, ak  ak ms ms avd 1   x x 3 3  1  x3 b6 1  d 1  xa3 xa3 1 6 0 6 1 7 h h, , as  n Lan Landa da   lb lb, Zandv 1936 x3 3  1 3  a6 1  e e ves ves Whe e e eer er endame endame aer aer 1   x3 x3 ( 1   x3 1  x x 1  x3   1 6 x x x x 1 7  xa xa 1  xa   an and va der Serren  x5 x2t 5 x x4 6 Kd2

































1 6 0 s rbab beer beer bu bu l  l a an s s  l be ease w  s ame f   7 4  e sn sn was reae reae n  n uwe uwe an Wee Weenn n  aans le  ne an van van er s s msera mseram m 1 9 911   Swar Swar an esa e sa ree ree e la sn S  b es n se an rbem wasever  e laer  e  la se 2

8 2

aram 10

s s a less mlae bu a e same me less ambus nnua n 1    b b        b6 ? 8  2 W n brn e bs n e ame as usua h 9  We s rea rea  us us s eawn eawn  e 9  0 1 0 e x 1 1 bx bx a 1  R b1 b 1 e 1     ex  1        6 1   0 f6 1   e  R   1 6 R  1 ave We a n ee n Selmann Pr Ms Msw w 1 9) 1  x x x 1  x b6 1 6   x x 1  x x Re wr wre e wel l enu enu n run runv v  ervs erv s  u brvn brvn  1 9 90 0 bu We ul ave ave lae 1 6 0 e e66 1  b  n 1  Re Re 1  0 b6 1  e!  1  Re1 e6 s rul rul eve even n rn rne e Vaa nn 19) 1 1  x 1 6  wns wn s e e ueen an erw erwse se































    b  Bb B  Qc2  5  N x  5 Qxd5  7 d d Bd Bd 8 Q2 c8   x  x 2 Bg3 Be7 Be7 w w pye in in Bihev B ihev  Botvinnik Lenin g g  2. 2. 2  h3 +  . yov tied 9. 9.  e e 5 i n the 9th 9th ge o  h    98 98  tch tch gint Kpo Kpov v but e e    Bd Bd     Nxe  2 Nxe Nxe55 Bxe5 Bxe5   b4 Blck o oon on ound ound he in n ineio endge 3 3 Bxc 4 Oxc3 Oxc3 Nxc3 5 bx Ne4   B till wt eve ly Blck my  be to equlize  10 B4  . .   w w eec eectively tively deohed deo hed in Aekh ine  Nimzowitc Zuic  9 9   B d 3  N x c3  2 bxc B  3  3  b  e5  4 Bg3 exd4  5 cxd4  x d2   Nx2 Nb  7 Bb3 B5 8 e4  e e88 9 3 Bc8 2 Ke2 Ke2  K8 2 c7 gve White  m  m ed e d which w eventu eventu  y conveted conveted..

Dig 4

1 1 B Euwe nd nd vn de Stee Steenn ecomend ecome nd   e4 but t i  not en teted teted 11  cx4  .. ..   2    e   3 e4 e 4 N4  4 B b  N g   5 B g3 +   5 5   Nb Nb   3 B8 B8  7 B2 w w vey good good o Wh White ite n Gl igoic  ocon, M del Pt '53   d8 would hve le Bck only lighty woe b6  ex4 0 13 0 14 Bb1  f5  Oc 16 Nx5 5































8

 

7

Th Th   he p coo. bvoy oe hod bg he icve pie o he e B. N7  he gh g h o o he wog de o he d d e e  B Be7 Be 7    Nxc N xc   bxc3 Wh Wh e' o o o o he e e g h h  pe p ee e co co o o  Ao Aoe evv ·       po pohi hi p 

D D    5

  Thee Thee e     o ee eve:  c   Nxc Nxc   bxc bxc N5   Bc Bc    B B      o he he ex ex..     Nxc  2  b5  3 d5   op opo odd by by oze oze    Oxc Oxc Oxc xc    xc bxc 5 b  B    N2  =    v e e e ee e o =    C o    B   b    e e  B b7 b 7    e  B d    e5 Bc7  7  h   B B h h, e G oo oo  A A ch  ch  9     BB wh wh  ce poo  .. ex5 ex5  Bx5 cx5 cx5  5 xc xc B  Ox5   7 OxB OxB Bg gve gve Bc Bc he v. v.    oveoo h ho, v v   e edd 7 . Bxc  B Be 7 e B 9 Oc Oc   7. 7.  .Be .Be  B Oe Bxc3 Bxc3   Be7 Be7  e B 2  N5 N5 w wh h  v vee o Whe Ae  7 B B Oe Oe o  B O5 O5 Bc B c cpe cpe o  d oy he e e  he oo, eeg ee g wh  ce dv h o h h  yg y g qee pw pw. .  7.  B w w popo  C. C. 9 e   bde whch w w e i i ohe - Bece Bece Kovy Vy  92. Ae 9 9 Nxc   bxc N Whe w w b bed ed..  Nxd5 N xd5 Oxd2 Oxd2   Kxd2 exd5 exd5  obvoy o g o o  Wh Whe e y whee wh ee,, d dd'  ech ech      Hi Hi  9 9/ /7 7..































Acally 9. 9.  . a4 a 4 s a sone sone move move b W e can can avd  by sn s n e 9 Rc1 R c1 move ode ode  menoned men oned above above Afe Afe 9   a4 Adojan  l vkv vkv Skaa 1 980 was daw dawnn qckly  1 0 xd5 xd5 Oxd2 Oxd2 1 1 Kxd2 exd5 exd5.. B  wa wa els else e 1 0 0 0 x b2  1 1 Oxb2 Oxb2 Oxc3 Oxc3 a aes es We w a bankp bankp pos poson on an d  0  xa4 fals fal s o o 1 O.. Bb Bb4. 4. 5     As n  ned ed o o  abov abov We ms  se s e e  e 9 Rc1 Rc 1 ode ode  a s  s pos on as owse owse e wal wal ks no  vkovs powe powef f 9 .. a4 a 4 ae ae oe oe 1 1  don' don' eall y come no e pce b fo e cd  old o ld men n n a van de denn Be Be  Sab a b  Am Ams se eda dam m 1 950 nnd nnd     3  2 Qe2 B d 6 1 3  d 2  a5 1 4 4 Qc7  5 B  4 0 1 6 R ac ac 1 B d    w  w a n d  a n de Seen ses 16 16 b6) 1  Bb1 Ra8 Ra8 1 8  4 4 f5 1 9 5 B5  5 5 Qb6 and nw W sod a lad 2 Rc5 accodn   and an de Seen. Seen. Paman Paman emmnd emmnd  3 Ra 1 Oa5 14 Bb 1  a n n a ak       B 1  1 3 a3 We as  as  d mn   pen pen B ak fom fom  n n    a  . .  3 .. 4 a o 1 4 e5 a  5 O2 xc1  6 x  bc o bca ase se Blak an an s s play play  6. Oa5 Oa 5 and anw anw  1 7 x6 w w 7   5  we we and an de Sen 4 . 

aam 106

 s s a ky poson We av av ew acca eampes eamp es sn  ams en































xb 1 a er er 1 6   he he me me sensble nnuan nnu an  ak an an pla 0 xb1 16 e 1  e e   1 Ra1  1 9  x 0 R1 wh wh a raw va  0... ...  (0 (0  1  he hea aen enss  x x  1 R 1  Kran Kran · Lunn Lun n Sw Swesh Cahmpnshp 1 96 96  saw 1  R1 R1 a 1 6 xa x 1    an nw nw lak shu have have plae plae   0 1   1  1 9 6    arn ar n   uwe uwe an an  van e Seen See n wh als sues sues 1  6 nsea  nsea  1 1 a  5  5 hs h s presen presen me me prblems   Whe han 1  e 1 6 K 1  alhuh alhuh C ves 16 16   6 e4 Whe pre press sses es wa wa  n 1 6  b b  e l m naes naes h he ueens 1  e x   Bx  b 1 9 Rb1 e 0 xb xb  Rxb Rx b le  an even psn  Sa Sab b  Uner Uner uens uens res 1 960 16 Rb1 an be me b 6 6     6  Ng5 7    Ne G v n n  up mre mre maeal mae al Whe has has a lea lea n evelpmen an an la  la an an  asle 18  . .

.

a5

 9 3  a an' an' a ar r  pen pen sl l anhe anhe l ne wh wh 1 9  x x f6  9  0 Bg6t eh e h ne es re re awa uwe shws shws ha  s har r r l ak   een aer aer 0 b  1  K  Re 1  e    b6  xb6 x b6 xb6  xe6 wh an unsppable aak aak r    e  b6 xa  Rxa Rb  R xa wh w h rawn hanes hanes Whe uns u u   seam seam hwe hwever ver,,     lak hses    R a6 a6 an n ae   e e

aram 10

































22 23 24 25

f3 f3 Nf4 Nd3

f3 Rh5 R Rxf3

B      w v 

 1 

2 N 27 K  Nb3  dxe&  Nc1 31 exf 32 Kf3  K3  f4  Nd3  f5 37 fd1  K 39 Kf3

 Rf4  

 Rt R R

  Rh4 Rxh2 Re2t R































42 xd Be2 Rx5 4 K Bxd 4 Kxf5   Nx6 esgns I l lusai lusaive ve Game Fleurqun  nepa Uquy Chponshp 45  d f6 f6  N N  e6  B d5  e N 7 5   6 N Qa5 7 xd5 x 8 2 B   N7f

ig 

By  most uitous oute we hve ehed  nom Cmbidge pings posit position, ion, with the i nteestng nteestng deviton 9   N76 0 Bd   B4 oes oes nto  nto onsdetion  0  B  k ogoe ogoess the the usu us u ent ent bek bek nvolv  nvolv ng ee5, nd pys oe n the style o the Tsh xd4   































Dia Diaa 1  1

19 . Kh8 I ack ets eed White wl be abe to show soethn for his ateial afte 9.. 9.. Kxh7 Kxh 7 20 N K K 2  Ox4. Ox4. Bc6 20 Bb1 21 Ng5 4 Of4 22 d1 Whte neve conted conted on on  l acks een ettin ettin into the ae ae th is i  i k k  23  r 23 Nh3 Oxh2 Oxh2 24 Kf1 Oh 1  2 N1 Ox2 et 23    .

Oxg5

24 5 26 27

5 e5 e Bf3

h4 d4 xg4 Nx2 ign































Chpr Eigh Whi Cp rs Cp rs  f6   5   6 3 Nc3 Nf6  Bg5 Nbd 5 3 c6 6 Nf3 5  Bxf6

aram 11

h s s Whes las pn n he amb amb e Spns as al l her h mves mves are me b    e e   as wl l  seen seen n he nex hap haper er Nxf6   "bv "b vusl usl   la la  mus eapure wh he kn h  urse  u wan  pu pu  a sae sae n n  ur ppnen ppnen r     x6 x6 Se Seee I l u save save Game Ga me Shne Shne emann  nes nes belw   an ns pn p n wn  Bd3  reen reen  s   e 9  x Vaan an  0 rue Las Pam· as 1 9 99 9 whh nnue nnue 10 x x   1 1 a  1 1 e QO 1  Q O   ! ) 1 1 QO 1  b b6 1  e e b b 1  Q O  1 b1 s an neesn alernave) an nw  ak shul sh ul have have plae plae 1 1   1  x bx bx 16 b  n nenn Pehapss Whe u r 1 bx bx   as su sue es se e b Vaan Vaan an )  6  6 Pehap ranspsnal al lean  he l  lu u bw bw  uwe ame ae ae 9  b  s as ranspsn  QO 1 0   e 1 1 QO x x  1  bx bx e an an n he he ex ex a aer er 9  e  1 1 xe xe xe xe 1  Q O  s a aher   b 9  QO 10 e e































ie iee. e. Afe Afe . . c  1  N2 c c 1 1 e e Bc3 1 2  33  c3 1 3 b3 b3 dc 1  Nc Ke7 Blck h n ey ey me me n K moch   ekeme 1 27. EC EC  ive ive 1  �  whe whenn 1 O. c 1 1 Bc noe noe o he ne ne noe c i e e ec ecommenble ommenble 1  Bc Bc c5 1 1 �   1 2 ed ed B3 .. c   bc �   fe1 Oc7 1 5 b b 1 Ne5 Ne5 Bb7 7 Be3 n Whie Whie hd n effec effecive ive tck tck going in Uovcic Uovcic - ob o b h h Hvn Hv n 1 5 5 uwe nd n de een een uge uge 1 2..� .. � bu hp eqully goo i 1.. 1.. Ne 1  R1 N 12 B O2 O2 lhough Whe ce cein inly ly h comenion comenion fe fe 13 � in in ol  Ko Koch ch Ben 1 28 28  .. dx Thi Thi     moe ccu ccue e hn hn ..  � 1  � c c ( 1 O . .    d5 d5 d d 1 2 e e B3 1 3 bc3 bc3 d5 d5 1  c   1 5 fd fd 1 Bd7   e Be    o oh h noi - F i  i Cuo Cuo Cndd Cndde e   22 bu pehp uw uwee nd vn de Seen' Seen' 1 2 . N5 i be bee. e.  1 Bc ince Whie Whie i no obiged o le on move 1 . A ecen y i . .  5, bu gn g n we we wee epived epive d of  figh fi ghing ing gme gme by Goe Goee e - I nkiov Ploviv Ploviv 1 8 82 2 which oninue oninue 1  d d ed  1 d5 �  1 2 c1 Bg 1 3 Nd Nd  c c 1  3 Bc5 Bc5 1 5 � Bd Bd 1  ed ed Be nd nd  w w geed 10 Bxc4 0 Thee  he ineeing lenve 1 O.. 5 he hee e i.e. 1 1  d d 1 2 e e dB 1  fe1 B7 1 5 e5 e5 b b 1    B B  1 7   Bd �  1 3 Bd3 dB =+  n nen - Bgio Bgiovv Kikov Kikovnn 1 78 78 given in ful be beo ow w   0 Bxc3 b6   bxc3 1 3 e5 Bb7

































 ood move move wc wc  est estns ns Wtes mbto mb tons ns  N     7 N Notin wo d  ined in ed by 17 Nd   17

.. ..

  9 



7



Dm Dm  1 4

 Nx7 7 2 x Te Wod Cmpon C mpon w l ve to sette sette fo  dw e ts mov move e bt b t ws ws t l y ny ny point n tryn 21 Rfd 1 Qc Qc 22 f3 B































T i Euwe and van de Seen' anay and i a no ye ad pracca e. I 18   . d5 en 1 9 Oc7 Oc7 o 1 9 Oe7 Oe7,, wi e 1 9 Oxd5 cxd5 cxd5 i alo a lo pob pobe. e.



Te o diec eod, aiing or noing le an euaion o lack' openng play i : Kx 14 Nxf7

aga 116

n 14. 14.  x7 1 5 Bxe6  1 6 3 We W e a a e be bee e gae. gae. 1 Bx6t Kg& 1 5. . Ke7 1  e4  ore ore dangerou dangerou o ack B 16 4 No 16 Nxe4 1 7 Oc2 Oc2 wnning wnn ing































  iaa iaa   

sin si n afe afe     f6 Swa esn' esn' be  enin en in i y eein eein  is ni n i a  e e enal advane advane  and ee ee ean ea n viable, vi able, avd in e la  w w i fen fen aises in e ain l nes nes Se, e i nside nside awn awn suue is faued, faued, bu la es an en file n eun I wuld wul d n eend eend adn adn is aains vey sn layes layes w w ae l i ely   ae ae ful  advan advanae ae f f ei sinal lus, lu s, b aains weae layes i i  a fun way  i  u 8 x5 Al is wi en u a ine f e , Wie an aff e uy, sine e Nd bls bl s e e way way I n any even even, , e ea4 ea4 i anal i s n n i in n  be f  use  la































I Wte excge excge k gt gt h h  p pw w w  l  cho ll y wek wek a      Rd  Rc Ra7 7 a  8 B

Dg Dg  1 9

     e Not oy do doe e B ck ce cete te teio tei o  the cete d udeie udei e the Nc5 ut e e lo ope up  weu weu digo dig o o i Bc8 A o hi piece e wel pcd  dx 1 9 Nd Nd B5 B5 0 Bd Bd Bxd   N xd Nx pck up up  pw pw. . x  































u  wa    abu e e an a n apaw N 2  e sa  a auu  mb a   s eaee eaee  24 Bx4 dx4 2 Nx   x e    e6 wns maea maea  2   8 26   2 N4 8 28 d  e esve bw bw 29 x  9 x6  x6 3 x6 en 3     ws w s x 29   Nxd6 d xd6  N 2 xd6 Kxd6 x  Nd 4  Nx i      B B o o va 9

































wever, e slan s weaker an usua beaue We a alea pae w w  s arksuare bsp an an  lak as  uner nrl 3 Bd3  senseless me w rws awa aner emp an eue e pres sure sure n   Peaps   Re 1 was esse esse n n e e runs a a  wu l  wal k n n  a pn bu 1  e  s me me n  n e e p r  e psn d 3  4 e Bd7 5 e Qb6 6 Na4  resres e eulbum n erms  e numbe  bp, b akes awa awa a va uable uabl e supprn suppr n pee n e ener ener eele ee le   a, a,  l  l waes waes mre  me u  e  und un d s wa   We We wul be ae w a permanen perman en weakness weakness a  an n unerpla unerp la waseer Bxa4 6  7 Oxa4 Bd6































26



Bd4

 aam aam  

27 b3   Rd B ak  mply mp ly pay   Bf,  ha  8 R d8 Bd8 he   ldae h p































Nx 39 x 0 Ne h6 1 a Kd 2 Nf6t K Kd6 3 Nd7t Bl a rea reall es a s endgame endgame w ll no  so so easy o wn I f 3 xb  Nxe Nd6  d xa 6  e Bla B la ng w ll b oo far far fom e e   ngsde penn p enned ed n by e opposn opp osngg monar Even afe afe e e bee bee   f6 B la la  s ony sl g ly er er on   Nxg6 xa 6  b6 b6 Ke6 4 Nf6  N  Nd6 6 N 7 b6 Ts move sold ave en eld  eserve nl afe e apaw as reaed e sx ran Moe essa was 7 a6 N ( b6 s eaeed 8   d6 d6  Nd g, g, alog srely Bla an an wn s s e l 































Chp Nn h 7h e fo Wh 1 d4 d 2  6  N N6  B Nd7 5  6 6 Nf 

aram 12































F ina in a y  A ore ore onse onserva rvaive ive appah appah was was adope adopedd in R  insei inseinn  Shle Shleh her er Ma Mahh  9 8 1 0. dx4 x4 1 1 Bx4 x4 Oa4 Oa4 1 2 Bd Ox3 Ox3  3 ax3 Ke22 d d 1  e e Be Be77  6 Ra 1 4 17 B 1 6 1 8 R B7 1 9 3 6 14 Ke 4  Daw areed areed d5 20 B xe7 Kxe7 21 d3 R h8 22 xd  xd 23 4 B ak was was never n oe. oe.







f 

mt t t .tB Daga 127

f

































 1  xe xe   xe  ak a pla eher 1 1 xe xe  9   r p pssl ee ee 1   e6 1  xe xe xe xe 1  xe xe xe (   e e6 6 1 9 !  m h herere herere  a ee eerr me rer   a ee he  e has   ee re  praxs B N 7 3 8 Bh4 ara  ees ees uap u apes es 1 9 966 saw saw  R1 e 9  6 1 0  x 1 1 bx   a  1  R    a 6 1   0 R  1   e  0 1  R e 1 x 1 6  x































ig  30































g e eugh ugh  6 Ke1 (  6 K 1 b3 b3 1  Ke 1 )  6 a   K ( 1  2 2 a )   Ba Ba  8 K1   8 Ke Ke22 b b  a a 1 9   18  8 a a mae f f s s sh Nx 9     0 xdt Bxd Bf5  Nd2     a a 2 B B   3 e    Bxd3 2 Bd3  3 Qxd3































on nc h x y hv n vud by chz 1 0   g  Nxg6 fx 1 Qx Nf6 1 Nx































 o Players Ada  vkv Akh  Euw aca  Ngysy apabaca  Alkhi apabaca · Akhi apablaca  Ed Lask va Ljubjvic

78 78

95 24

4 84 71

































Indx of Variaion































1 0 dxe5

14































e ede's e s lled  e le  s ee e































Forthcomg Tites From Chess Enterprses































Fine Books From Chess Eterprises































Cambridge Springs Defense - Eric Schiller - Chess Enterprises - 1984.pdf

Recommend Documents