tag:blogger.com,1999:blog-74183576836749862772024-03-19T04:38:05.849-05:00A Chess ReaderChess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.comBlogger52125tag:blogger.com,1999:blog-7418357683674986277.post-47736485636155973732016-06-14T17:55:00.000-05:002016-06-20T15:55:38.836-05:00"He is a Chess Genius": Emanuel Lasker's 1893 Chicago Herald interview.<i><b> </b></i>During his visit to Chicago, in summer of 1893,<i><b> Emanuel Lasker</b></i> , gave an interview to <i>The Chicago Herald,</i> which was widely quoted in the chess press of the time. But I had never seen the whole article and interview. So I decided to make the effort to find the interview, it took multiple searches, but at last found the interview in microfilm files of the Chicago Public Library. The interview appeared in <i>The Chicago Herald</i> on Monday, June 26, 1893 on page 9. Here is the article/interview in full:<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"><i><b>He is a Chess Genius,</b></i></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: large;"><i><b><span style="font-size: small;">Lasker, The Great Player Here</span></b></i></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: large;"><i><b><span style="font-size: small;"> Though Not Yet 25 Years Old He Has Defeated, All Contemporary Experts Save Steinitz, Whom He expects To Meet Soon - A Career of Conquest.</span> </b></i></span></div>
<br />
<div style="margin-bottom: 0in;">
<i>“Chess is not only the most
fascinating and intellectual game which the wisdom of antiquity has
bequeathed to man, but it is incomparably the most scientific.
Separated from the most abstruse of sciences by the faintest line of
demarkation,</i>[sic]<i> it is more difficult than integral calculus,
according Jaenisch, the Russian mathematician. Richard A. Proctor,
who devoted to chess as much study as he gave to astronomy, said, “No
man has yet mastered chess, for the plummet of human intellect cannot
fathom its depths”, and Sir William Jones declared that a chess
genius is not born oftener than once a century."</i></div>
<i>
</i>
<br />
<div style="margin-bottom: 0in;">
<i> “Since the advent of Paul Morphy,
who shot athwart the chess sky with meteoric brilliancy , dazzling by
his genius the players of his day and vanquishing such of the
American and transatlantic champions as had the temerity to meet him,
no player has arisen who was deemed worthy to be his successor or
upon whom his chess mantle should fall."</i></div>
<i>
</i>
<br />
<div style="margin-bottom: 0in;">
<i> “A new star, however, has recently
appeared in the chess firmament, who is believed by many to be Paul
Morphy's legitimate successor. His genius as effectually outshines
the present chess lights as Morphy's overshadowed those of his day."</i></div>
<i>
</i>
<br />
<div style="margin-bottom: 0in;">
<i> “This new chess genius is Emanuel
Lasker, who is now in Chicago visiting the world's fair.</i></div>
<i>
</i>
<br />
<div style="margin-bottom: 0in;">
<i> “Mr. Lasker's public record,
although extending over only a brief period, is unequaled by that of
any who ever lived not excepting the great Paul Morphy."</i></div>
<div style="margin-bottom: 0in;">
<br /></div>
<div style="margin-bottom: 0in;">
<i>
</i></div>
<div align="CENTER" style="margin-bottom: 0in;">
<i><span style="font-size: small;"><b>Mr.
Lasker's Victorious Career</b></span></i></div>
<i>
</i>
<br />
<div align="CENTER" style="margin-bottom: 0in;">
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i> “Emanuel Lasker was born the 24<sup>th</sup> of December, 1868,
in Berlinchen, Germany. He learned the rudiments of chess when
scarcely 12 years of age, and incontinently showed a rare aptitude
for the game. Less than six months after playing his first game he
was contending on even terms with the strongest amateurs of his
native town. In 1889 his first public match took place. This was
contested in Berlin with Baron Von Bardeleben, a scholarly profound
player, fresh from his victories in London, and when the score was
two to one in his favor his formidable antagonist resigned the match.
This at once gave Lasker a conspicuous place in the chess world. His
next opponent was the skillful Mieses, who enjoyed a high reputation
in German chess circles. The youthful champion's achievement was
remarkable, for he won five straight games, and his discomfited
adversary threw up the sponge. He was a contestant in the
Amsterdam chess congress of 1889 and was matched against an array of
formidable players. Amos Burn, of London, gained the first prize and
Lasker took the second. Mr. Lasker soon afterward visited London, and
a match was arranged with the veteran Bird. At the conclusion of the
contest the score stood, Lasker 7 games and Bird 2 games. His next
encounter was with Mianati, the strong Manchester player. Lasker won
the match without losing a game. From this time forward he was
contestant in small tournaments, and his success was almost unbroken.
He had come to be regarded as one of the most powerful chessists in
London, but his youth caused some of the veteran English players to
discredit his ability and underrate his skill. Lee, the very strong
London expert, challenged Lasker. As soon, however, as the first
partie was finished he abandoned the contest remarking: 'Lasker is
too strong for me.'”</i></div>
</div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“Soon after this match the British chess tournament took place
in London, the participants being Mason, Lee, Bird, and others, first
rates. Mr. Lasker was induced to enter the lists, and secured the
highest honor. Mason came out second.”</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“Then occurred the famous quintangular match with Mason, Bird,
Gunsburg, and Blackburne, This unique tourney excited much interest.
Mr. Lasker demonstrated his superiority by again carrying off the
first prize. Blackburne bore off second honors.”</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“A general desire was expressed for a set match between
Blackburne and Lasker, and the latter readily consented to measure
lances with the redoubtable Briton, The sweeping victory achieved by
Lasker, he won six games to nothing placed him on the highest
pinnacle, and the press showered upon him compliments. The London
players were anxious for him to challenge Steinitz for the chess championship of the world, but Mr. Lasker said he could afford to
wait a while.”</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“The Manhattan Chess club of New York gave Lasker a pressing
invitation to fill a month's engagement in New York, and the
invitation was gladly accepted by Mr. Lasker, who had a strong desire
to visit the United States. He had heard much about the native genius
of such players as Delmar, Hodges, and Lipschultz, and he was anxious
to test their powers. It was arranged for him to play three games
each with the eight strongest players of the Manhattan club. Such
able players as Eugene Delmar, Dr. Isaacson, Major Hanhan and A. B.
Hodges were pitted against him. He beat with ease one after another
of his opponents, the only reverses he suffered being at the hands of
the youthful Hodges and the erudite Isaacson, to each of whom he lost
one game. The total score was: Lasker twenty-one games, lost two
games and drawn one game. This was regarded as a wonderful
achievement."
</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“After finishing his engagement with the Manhattan club Mr.
Lasker went to Canada and visited the clubs in Quebec, Montreal and
Toronto. He enjoyed an unbroken series of victories and was
everywhere hailed as the world's greatest players. Altogether he
played in Canada fifty-two games, only one of which he lost."</i><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgipp9mdQtEBiDuYuejJvfECzH2c_7Tb1I3a-i63iMoVQVL3lmUC5ReA4IXmtGwE-qpf_l4GDZsFH3Z9ehe908L7aUzQV1JM0btR4QPMEvmCfXN8f4AlPytD8kY3ZVmDyzCLntKFUzS9yo/s1600/FullSizeRender%25285%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgipp9mdQtEBiDuYuejJvfECzH2c_7Tb1I3a-i63iMoVQVL3lmUC5ReA4IXmtGwE-qpf_l4GDZsFH3Z9ehe908L7aUzQV1JM0btR4QPMEvmCfXN8f4AlPytD8kY3ZVmDyzCLntKFUzS9yo/s640/FullSizeRender%25285%2529.jpg" width="640" /></a></div>
<div style="text-align: right;">
<i> </i><b>Lasker and Riechelm at play</b><i></i></div>
<div style="text-align: right;">
<i>The Chicago Herald: </i>26 June 1893, p.9</div>
<div style="text-align: right;">
<br /></div>
</div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“In Brooklyn his success was scarcely less remarkable. The only
game he did not score, was a drawn battle with Phil Richardson, one
of the strongest players in the United States. In Philadelphia he
encountered the veteran Riechhelm, the brilliant Shipley, the
scholarly Elson and half dozen other strong players. The only game he
lost, was to Shipley. He played nineteen games simultaneously with
the strongest team the quaker city could present and not one game did
he lose."</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“Mr. Lasker next visited the clubs of Havana, and defeated the
Cuban experts with ease. With Signor Golmayo, Ponce, Vasquez and
Ostolazza he played short matches, making clean scores. During his
stay in Havana he lost not a game and drew only one. This was a far
better score than either Steinitz, Tschigorin, or McKenzie had made
against the Cubans."</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“In New Orleans Mr. Lasker next met the best players of the
city, that produced Paul Morphy. Mr. Lasker played for several weeks
and won victory after victory. During his stay in the crescent city
he was the recipient of many courtesies and was invited to deliver a
series of lectures before [illegible word] Tulane university. He
lectured on the thesis of 'Linear Differential Equations,' and was
complimented, by the faculty of that institution, who requested him
to prepare a work on the subject. Mr. Lasker has been busily engaged
on this work ever since."</i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“His last and most important match was with Jackson Showalter,
of Kentucky, who for two years had held the chess championship of the
United States. This match was played at Kokomo, Ind., last April. The
stakes were $1,000. At the end of two weeks the contest ended in
favor of Lasker who defeated his antagonist by the decisive score of
6 to 2 and one drawn game. At the conclusion of that match Mr.
Showalter expressed a desire to back Lasker against Steinitz in a
match for $5,000 and the chess championship of the world. Letters
came from New York and New Orleans congratulating the victor and
offering to help raise the stakes in the event of a match with
Steinitz. Mr. Lasker indicated a willingness to measure lances with
the hitherto invincible champion, and negotiations were immediately
begun. Charles A. Gilbert </i>[Gilberg]<i> of Brooklyn, was named by Lasker
as his second, and Mr. Steinitz was communicated with. He replied
that a challenge coming from so distinguished a player as Lasker was
worthy of consideration, and he would accept it in, the spirit it was
sent. The probability of an encounter between Steinitz and Lasker and
the possibility that some of the games may be played in Chicago has
aroused the local players and awakened great interest in the coming
event. The Chicago players will make concerted effort to bring about
the match, which will unquestionably be the greatest contest in the
annals of chess." </i></div>
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<br /></div>
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
</i></div>
<div align="CENTER" style="margin-bottom: 0in;">
<span style="font-size: small;"><i><b>A
Talk With Lasker</b></i></span></div>
<div align="CENTER" style="margin-bottom: 0in;">
<i><br /></i>
</div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">A representative of The Herald visited Mr. Lasker
at his apartments in the Mecca and he was found unraveling some
abstruse Mathematical problems, such exercise being a light diversion
for him. The </span></i><br />
<i><span style="font-size: small;">reporter was cordially received by the young chess
champion. Mr. Lasker possesses a refined and intellectual face, with
an unmistakable Jewish cast of countenance. His features are clear
cut, his eyes dark and piercing , yet at times bright and merry in
their twinkle. His thin, compressed lips evince of strength and
firmness are almost hid by the drooping neatly trimmed dark mustache.
The glasses which bridge, his firm Roman nose, impart to his visage a
sedate and scholarly appearance. The dignity of his bearing. The easy
grace of his [illegible word] and the measured reticence of his
conversation indicate the artist temperament, and the conformation of
the frontal cranium discovers to the phrenologist an abnormal
development where the group of intellectual faculties have their
abode. Mr. Lasker is not a voluble talker, but he expresses himself
easily in good English. When the subject of chess is broached his
eyes light up with interest and his conversation becomes animated.</span></i><br />
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Is it true,' he was asked, 'you are willing to
encounter the redoubtable Steinitz?'</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">' Yes not only willing, but anxious,' Mr. Lasker
replied, with an enthusiastic ring in his voice. </span></i>
</div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Is t likely that a match between you will be
brought about?'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'I think so; in fact. I feel confident that the
negotiations now pending will result in a match between us. I am
anxious the match shall be for $5,000 a side and the chess
championship of the world, and I hear that Steinitz favors such an
amount, which by the way, will be the largest stakes ever contented
for by chess players.'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'What progress has been made in the negotiations,
and when and where will the match take place?'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'That I cannot say just now. So far as the time is
concerned I cannot get ready much before the close of the present
year. I should like to play a part of the match in New York, a part
in Chicago, and a part in New Orleans. My friends are rapidly making
up the money, for they are confident of my success. My second has
already been chosen, Charles A. Gilbert </span></i><span style="font-size: small;">[Gilberg]</span><i><span style="font-size: small;"> of Brooklyn, a man
whom' everybody respects. I believe the requisite stakes will soon be
forthcoming.'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Is Steinitz willing to play?'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'I am sure he is, for his faith in his own skill
is not diminished, and he evidently believes he can add my chess
scalp to his belt.'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Do you expect to defeat him?'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Certainly I do. Else why would I risk $5,000 and
my chess reputation? I confess that I anticipate the toughest fight
of my life; that I shall be forced to exert myself as I never have
done, and that I shall have to play better and deeper chess than I
have ever done in order to beat him. I entertain an excellent opinion
of Steinitz's ability. I know that it will be no easy matter to wrest
from him the world's championship, which he has so honorably and
bravely held for more tan a quarter of a century; but I have enough
confidence in myself to essay that difficult task. I am vain enough
to believe that the match will be the greatest one ever played. All
that I cans ay is that I shall do my best; but whether or not that
best is good enough to defeat Steinitz, remains to be seen.'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'Is it your purpose to play some of the games in
Chicago?'”</span></i></div>
<i>
</i>
<br />
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i>
“<span style="font-size: small;">'If the Chicago players desire us to contest one
section of the match here, I doubt not we shall be able to do so, for
this is neutral ground. I find that Steinitz has plenty of friends
and backer here, who are confident he can defeat me. But I wish to
say that I have never played my best chess for I have never been
required to exert myself to defeat, such as I have encountered. I am
willing to admit that Steinitz is decidedly superior to any one I
have confronted, yet I shall face him with the firm conviction</span></i><i><span style="font-size: small;"> that I will defeat him. I may have some surprises in
store for him and the chess world. I am regarded as strongest in
defense and end games, yet in my match with Steinitz I may prove that
my ability lies in attacks. I expect to open the eyes of chess
players. I am imbued with an ambition to be acknowledged chess
champion of the world, and if the match with Steinitz can be arranged
that ambition will soon be gratified.'” </span></i>
<i>
</i></div>
</div>
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
<i><br /></i></div>
<div align="LEFT" style="font-style: normal; font-weight: normal; margin-bottom: 0in;">
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This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc/4.0/" rel="license">Creative Commons Attribution-NonCommercial 4.0 International License</a>.</div>
<br />Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com2tag:blogger.com,1999:blog-7418357683674986277.post-67125810957919855282016-04-27T06:17:00.000-05:002016-04-27T06:20:56.645-05:00The Third American Chess Congress (1874), two Chicago Newspapers. (Part Two)When the congress resumed on Monday, July 13th,<i><b> Elder's </b></i>withdrawal from the tournament was announced, so only three games were contested, on the sixth day of play. One these being the conclusion of the adjourned first game between <i><b>Congdon </b></i>and <i><b>Judd. </b></i>It was during this game that an incident occured that threatened the troubled tournament with a bad end.<br />
<br />
<i>"During the game an altercation arose between the players, in which Mr. <b>Judd</b> showed a temper which is ill-becoming so skilled a disciple of chess. His conduct was so at variance with good breeding and gentlemanly conduct that <b>Gen. Congdon</b> threatens to withdraw from the tournament unless the congress reprimands the party from St. Louis. The exact nature of the unfortunate occurrence is not known, as every one of the other gentleman players disclaimed all knowledge of it. It is said, however, that this not the first time that Mr. <b>Judd</b> has displayed an ungovernable temper. He should study this characteristic of his temperament, and at once checkmate it by a bold determined effort." </i><br />
<div style="text-align: right;">
<i>Chicago Times</i>; July 14, 1874 p.3 </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The Tribune in its coverage of the days doing of the congress makes no mention of the incident; only reporting<span style="font-size: small;"><b><i> Judd</i></b></span> won the game. Meanwhile, <i><b>Hosmer</b></i> won his first game with <i><b>Perrin.</b></i> They began their second game, which was left unfinished at end of days play, to resumed the next day.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i><b>Elder's </b></i>withdrawal adversely affected <i><b>Bock</b></i>, who had hoped that <i><b>Elder</b></i> could win or at least draw a game against<i><b> Mackenzie </b></i>and/or<i><b> Hosmer</b></i>.<i><b> Bock</b></i> playing in ill health, now considered withdrawing from the tournament himself.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Both paper printed <i><b>Bock's</b></i> win over <i><b>Perrin,</b></i> from the fifth day of the congress.</div>
<div style="text-align: left;">
<br /></div>
<div>
<div style="text-align: right;">
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Third American Chess Congress"] [Site "Chicago Chess Club,Chicago, IL USA"] [Date "1874.07.11"] [EventDate "1874.07.07"] [Round "?"] [Result "1-0"] [White "Frederick Bock"] [Black "Frederick Perrin"] [ECO "C01"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "57"] 1. e4 e6 2. d4 d5 3. exd5 exd5 4. Nf3 Nf6 5. Bd3 Be7 6. O-O Bg4 7. h4 Bh5 8. Nc3 Nc6 9. Be3 Qd7 10. Be2 O-O-O 11. a3 Kb8 12. b4 Ne4 13. Qe1 Bxf3 14. Bxf3 Nxc3 15. Qxc3 a6 16. Rfb1 Na7 17. a4 c6 18. Be2 Rc8 19. Qb3 Ka8 20. b5 Rb8 21. Qc3 cxb5 22. axb5 Rhc8 23. Qb3 g5 24. b6 Nc6 25. Bxa6 bxa6 26. Rxa6%2B Kb7 27. Ra7%2B Nxa7 28. bxa7%2B Ka8 29. axb8=Q%2B 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2CChicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.11%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Frederick%20Bock%22%5D%0A%5BBlack%20%22Frederick%20Perrin%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2257%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Nf6%205.%20Bd3%20Be7%206.%20O-O%0ABg4%207.%20h4%20Bh5%208.%20Nc3%20Nc6%209.%20Be3%20Qd7%2010.%20Be2%20O-O-O%2011.%20a3%20Kb8%0A12.%20b4%20Ne4%2013.%20Qe1%20Bxf3%2014.%20Bxf3%20Nxc3%2015.%20Qxc3%20a6%2016.%20Rfb1%20Na7%0A17.%20a4%20c6%2018.%20Be2%20Rc8%2019.%20Qb3%20Ka8%2020.%20b5%20Rb8%2021.%20Qc3%20cxb5%0A22.%20axb5%20Rhc8%2023.%20Qb3%20g5%2024.%20b6%20Nc6%2025.%20Bxa6%20bxa6%2026.%20Rxa6+%0AKb7%2027.%20Ra7+%20Nxa7%2028.%20bxa7+%20Ka8%2029.%20axb8%3DQ+%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2CChicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.11%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Frederick%20Bock%22%5D%0A%5BBlack%20%22Frederick%20Perrin%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2257%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Nf6%205.%20Bd3%20Be7%206.%20O-O%0ABg4%207.%20h4%20Bh5%208.%20Nc3%20Nc6%209.%20Be3%20Qd7%2010.%20Be2%20O-O-O%2011.%20a3%20Kb8%0A12.%20b4%20Ne4%2013.%20Qe1%20Bxf3%2014.%20Bxf3%20Nxc3%2015.%20Qxc3%20a6%2016.%20Rfb1%20Na7%0A17.%20a4%20c6%2018.%20Be2%20Rc8%2019.%20Qb3%20Ka8%2020.%20b5%20Rb8%2021.%20Qc3%20cxb5%0A22.%20axb5%20Rhc8%2023.%20Qb3%20g5%2024.%20b6%20Nc6%2025.%20Bxa6%20bxa6%2026.%20Rxa6+%0AKb7%2027.%20Ra7+%20Nxa7%2028.%20bxa7+%20Ka8%2029.%20axb8%3DQ+%201-0'>PGN</a></iframe></p>
</object></div>
<br />
As the tournament limped toward its conclusion, only two games were played on Tuesday, July 14th. The adjourned game between <i><b>Hosmer</b></i> and <i><b>Perrin,</b></i> which was won by<i><b> Hosme</b></i>r.<i><b> Judd</b></i> and <i><b>Congdon</b></i> played their second game, <i><b>Judd </b></i> being the victor. Meanwhile, <i><b>Frederick Bock</b></i> considers his next step.<br />
<br />
<i>"...<b>Mr. Bock</b> remains undecided as to his course of action. If he should decline to continue the contest it is most probable that the first prize will be taken by the present champion of the United States, <b>Capt. Mackenzie</b>, of New York, and that <b>H. Hosmer</b>, of Chicago, will repeat triumph of 1871 and carry away second prize. The third prize will undoubtedly be taken by<b> Max Judd</b>, of St. Louis...."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune;</i> July 15, 1874 p.3<br />
<br />
<div style="text-align: left;">
Neither newspaper offered coverage of the penultimate day of the congress, so we will turn to the tournament book for coverage of the days events.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>"On Wednesday, July 15th, <b>Perrin</b> lost one game to <b>Judd</b>,</i> <i><b>Bock</b> two games to <b>Mackenzie</b>. <b>Bock</b>, who had been playing under many disadvantages, and unable from ill health to continue, resigned his game[s] with <b>Hosmer</b>...."</i></div>
<div style="text-align: right;">
<i>The Third American Chess Congress: Chicago 1874, </i>p.22</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
</div>
</div>
</div>
<div>
<br />
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Third American Chess Congress"] [Site "Chicago Chess Club,Chicago, IL USA"] [Date "1874.07.15"] [EventDate "1874.07.07"] [Round "?"] [Result "1-0"] [White "George Henry Mackenzie"] [Black "Frederick Bock"] [ECO "C77"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "53"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 a6 4.Ba4 Nf6 5.d4 exd4 6.O-O Be7 7.e5 Ne4 8.c3 d3 9.Be3 O-O 10.Qxd3 d5 11.Nbd2 f5 12.Rad1 Be6 13.Bc2 Qe8 14.Nb3 Qg6 15.Nbd4 Nxd4 16.Nxd4 f4 17.Bc1 Rad8 18.f3 Bf5 19.Nxf5 Rxf5 20.fxe4 Rg5 21.Qf3 Bc5%2B 22.Kh1 Rg3 23.Qxf4 Rxg2 24.Bb3 c6 25.Qf7%2B Kh8 26.Qxg6 Rxg6 27.exd5 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2CChicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.15%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22George%20Henry%20Mackenzie%22%5D%0A%5BBlack%20%22Frederick%20Bock%22%5D%0A%5BECO%20%22C77%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2253%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20a6%204.Ba4%20Nf6%205.d4%20exd4%206.O-O%20Be7%207.e5%0ANe4%208.c3%20d3%209.Be3%20O-O%2010.Qxd3%20d5%2011.Nbd2%20f5%2012.Rad1%20Be6%2013.Bc2%0AQe8%2014.Nb3%20Qg6%2015.Nbd4%20Nxd4%2016.Nxd4%20f4%2017.Bc1%20Rad8%2018.f3%20Bf5%0A19.Nxf5%20Rxf5%2020.fxe4%20Rg5%2021.Qf3%20Bc5+%2022.Kh1%20Rg3%2023.Qxf4%20Rxg2%0A24.Bb3%20c6%2025.Qf7+%20Kh8%2026.Qxg6%20Rxg6%2027.exd5%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2CChicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.15%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22George%20Henry%20Mackenzie%22%5D%0A%5BBlack%20%22Frederick%20Bock%22%5D%0A%5BECO%20%22C77%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2253%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20a6%204.Ba4%20Nf6%205.d4%20exd4%206.O-O%20Be7%207.e5%0ANe4%208.c3%20d3%209.Be3%20O-O%2010.Qxd3%20d5%2011.Nbd2%20f5%2012.Rad1%20Be6%2013.Bc2%0AQe8%2014.Nb3%20Qg6%2015.Nbd4%20Nxd4%2016.Nxd4%20f4%2017.Bc1%20Rad8%2018.f3%20Bf5%0A19.Nxf5%20Rxf5%2020.fxe4%20Rg5%2021.Qf3%20Bc5+%2022.Kh1%20Rg3%2023.Qxf4%20Rxg2%0A24.Bb3%20c6%2025.Qf7+%20Kh8%2026.Qxg6%20Rxg6%2027.exd5%201-0'>PGN</a></iframe></p>
</object><span style="font-size: x-small;"><b> </b></span><br />
The congress came to a close on Thursday, July 16th, last games were played, and later in the evening prizes were to be awarded. The results of the last games played, <i><b>Congdon</b></i> lost his two games to <i><b>Hosmer,</b></i> and resigned without contest his games with <i><b>Mackenzie</b></i>. <i><b>Judd</b></i> won the second game of his match with <i><b>Perrin</b></i>.<br />
<br />
<br />
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Third American Chess Congress"] [Site "Chicago Chess Club, Chicago, IL USA"] [Date "1874.07.15"] [EventDate "1874.07.07"] [Round "?"] [Result "1-0"] [White "Max Judd"] [Black "Frederick Perrin"] [ECO "C01"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "51"] 1. e4 e6 2. d4 d5 3. exd5 exd5 4. Nf3 Nf6 5. Bd3 Bd6 6. O-O O-O 7. Nc3 Be6 8. Be3 h6 9. h3 Kh8 10. Qd2 Ng8 11. Ne2 f5 12. Nf4 Bxf4 13. Bxf4 Nc6 14. Ne5 Rf6 15. Nxc6 bxc6 16. Rae1 Qd7 17. Re2 Rg6 18. Rfe1 Bf7 19. Kh2 Rf6 20. Be5 Rg6 21. g4 Be6 22. Rg1 h5 23. gxf5 Bxf5 24. Rxg6 Bxg6 25. Bxg6 Nf6 26. Qg5 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2C%20Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.15%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Max%20Judd%22%5D%0A%5BBlack%20%22Frederick%20Perrin%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2251%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Nf6%205.%20Bd3%20Bd6%206.%20O-O%0AO-O%207.%20Nc3%20Be6%208.%20Be3%20h6%209.%20h3%20Kh8%2010.%20Qd2%20Ng8%2011.%20Ne2%20f5%0A12.%20Nf4%20Bxf4%2013.%20Bxf4%20Nc6%2014.%20Ne5%20Rf6%2015.%20Nxc6%20bxc6%2016.%20Rae1%0AQd7%2017.%20Re2%20Rg6%2018.%20Rfe1%20Bf7%2019.%20Kh2%20Rf6%2020.%20Be5%20Rg6%2021.%20g4%0ABe6%2022.%20Rg1%20h5%2023.%20gxf5%20Bxf5%2024.%20Rxg6%20Bxg6%2025.%20Bxg6%20Nf6%0A26.%20Qg5%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2C%20Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.15%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Max%20Judd%22%5D%0A%5BBlack%20%22Frederick%20Perrin%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2251%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Nf6%205.%20Bd3%20Bd6%206.%20O-O%0AO-O%207.%20Nc3%20Be6%208.%20Be3%20h6%209.%20h3%20Kh8%2010.%20Qd2%20Ng8%2011.%20Ne2%20f5%0A12.%20Nf4%20Bxf4%2013.%20Bxf4%20Nc6%2014.%20Ne5%20Rf6%2015.%20Nxc6%20bxc6%2016.%20Rae1%0AQd7%2017.%20Re2%20Rg6%2018.%20Rfe1%20Bf7%2019.%20Kh2%20Rf6%2020.%20Be5%20Rg6%2021.%20g4%0ABe6%2022.%20Rg1%20h5%2023.%20gxf5%20Bxf5%2024.%20Rxg6%20Bxg6%2025.%20Bxg6%20Nf6%0A26.%20Qg5%201-0'>PGN</a></iframe></p>
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<br />
With the games done, there was now the matter of electing officers of for the, National Chess Association and the awarding of the prizes.<br />
<br />
<i>"The last meeting of the Congress was held yesterday evening in the chess-room of the Chicago Club, at which the first business was the election of officers for the ensuing year , which resulted as follows; <b>James A. Congdon</b>, of Philadelphia, President; W. W. Curran, Chicago, First Vice-President; D. M. Martinez, Texas, Second Vice-President; J. Roberts, Philadelphia, Secretary, J. G. Whiteman, Philadelphia, Treasure.</i><br />
<i> On the motion of <b>Gen. Congdon</b>, it was then resolved that the next tournament be held in Philadelphia during the progress of the Centennial celebration.</i><br />
<i> The Congress then on motion adjourned, and Mr. Curran, President of the Chicago Chess Club, took the chair, in order to present the successful competitors the prizes which they had won. These consisted of the first prize of $225 to <b>Capt. Mackenzie</b>, and the second of $150 to Mr. <b>Hosmer</b>, the third prize of $75 have been given previously to Mr. <b>Judd</b> in order to enable him to reach home by an early train." </i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune; </i>July 17, 1874 p.3</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
So not even at the award ceremony were all the prize winners present, but even with illness, withdrawals and fits of temper, the congress came somewhat successful conclusion. We will give the last word, to the tournament book of the congress:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>"<b>Capt. McKenzie</b>, on behalf of the visitors, tendered their acknowledgments of the many courtesies received during their visit, and the Congress adjourned sine die,"</i></div>
<div style="text-align: right;">
<i><i>The Third American Chess Congress: Chicago 1874 </i></i>p,25<i><i></i> </i></div>
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<i> </i> </div>
<br />
<span style="font-size: x-small;"><b>Bibliography-</b></span><br />
<span style="font-size: x-small;"><i>The Second, Third and Fourth American Chess Congress: Cleveland 1871, Chicago 1874, Philadelphia 1876..</i>Edition Olms, Zurich, 1985.</span><br />
<br />
<br />
<span style="font-size: x-small;"><b> </b></span><br />
<span style="font-size: x-small;"><b> </b></span></div>
<a href="http://creativecommons.org/licenses/by-nc/4.0/" rel="license"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc/4.0/88x31.png" style="border-width: 0;" /></a><br />
This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc/4.0/" rel="license">Creative Commons Attribution-NonCommercial 4.0 International License</a>.Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-8160386255561090672016-04-20T12:01:00.000-05:002016-04-23T16:17:01.784-05:00The Third American Chess Congress (1874), two Chicago Newspapers. (Part One)Less than three years after the <a href="http://chessreader.blogspot.com/2013/04/red-monday-and-chicago-chess-club.html" target="_blank"><i>"Great Chicago Fire"</i></a>, which devastated a large part of the city, the Chicago Chess club decided to take upon itself the task of hosting the <i><b>Third American Chess Congress. </b></i>A brief notice in the <i>Chicago Tribune </i>of May 9,noted that at a meeting the prior evening the club resolved:<br />
<br />
<i>"That the Chicago club cordially favors the holding of a Chess Congress in Chicago during the coming summer and pledges a welcome to all visitors who may attend and its best efforts to render the meeting a success."</i><br />
<div style="text-align: right;">
<i>(<i>Chicago Daily Tribune</i>: 9 May 1874)</i></div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: right;">
</div>
It was proposed to hold the Congress during the month of July, beginning the 7th and ending on the 20th or shortly thereafter, it was also hoped for that a minor tournament and a problem tournament would be held in conjunction with the grand tournament.<br />
<br />
The first meeting of the Congress took place on the afternoon of July 6th at 114 East Madison street, the <i>Tribune </i>reporting that day that; "<i>Nothing serious, however will be done until to-morrow, this afternoon being devoted to appointing committees, choosing partners and making other necessary arrangements."</i><br />
<br />
The eight contestants were:<br />
<b><i>George Henry Mackenzie</i></b><br />
<b><i>Henry Hosmer </i></b><br />
<b><i>Max Judd</i></b><br />
<b><i>Frederick Perrin </i></b><br />
<b><i>Frederick Bock</i></b><br />
<b><i>Frederick Elder</i></b><br />
<b><i>James Congdon </i></b><br />
<b><i>Hiram Kennicott</i></b><br />
<br />
<pre><i><b><span style="font-size: small;"></span></b></i><i><b><span style="font-size: small;"><i>
</i></span></b></i></pre>
On July 7th, the <i>Tribune</i> continued its coverage, with a brief history of the two previous congresses, a listing of the players, the prizes, and the pairing for the next day, the first day of over the board combat. <i><b>Mackenzie</b></i> would face <i><b>Judd, Hosmer</b></i> would face <i><b>Kennicott, </b></i>it would be<i><b> Bock</b></i> against <i><b>Elder</b></i>, and <i><b>Perrin</b></i> against <i><b>Congdon</b></i>. The games would start at 9am and continue til 6pm, with a "suitable" break for dinner.<br />
<br />
The <i>Chicago Times </i>began its coverage ,on July 8th, of the first day of play of the tournament , reporting that:<br />
<br />
<i>"The Chicago Chess club, recognizing the pressing want of American chess and fully sensible of the fact that the holding of a great national meeting is the first and chief step to be taken to supply that want, have undertaken the management of a congress, which was successfully inaugurated yesterday evening, at their club rooms.... The number of first class players in attendance is not however, so great as was anticipated. The committee were confident that at least the players enter the list, but there are but eight present. The most prominent absent one is</i><i> Galbaith[sic] of Mississippi."</i><br />
<br />
<i>"There were eight games indulged in yesterday, two of which are yet pending. Under the rules each player has to play two games with every contestant, consequently there will be in all 56 games before the congress is concluded.The games won yesterday were; <b>Capt. Mackenzie</b> of New York one from <b>Max Judd</b>, St. Louis; <b>Hosmer</b> of Chicago, two from<b> Kennicott</b>, of Dunston; <b>Congdon</b> of Philadelphia, one from <b>Perrin</b>, of New York, and<b> Fred Bock</b>, of Chicago, one from <b>Elder</b>, of Detroit. <b>Capt. Mackenzie</b> and <b>Max Judd</b> played one drawn game, which, but for an unfortunate oversight, would have resulted in favor of the western boy. Messrs. <b>Congdon</b> and <b>Perrin</b> have a game now pending, as have Messrs.<b> Bock</b> and <b>Elder</b>."</i><br />
<br />
Both the <i>Tribune</i> and <i>Times</i> published <i><b>Mackenzie's </b></i>win with black over <i><b>Judd</b></i>. The Tribune in its coverage adding that;<br />
<br />
<i>" The games played thus far throw very little light on the result of the tournament, though it is conceded that <b>Capt. Mackenzie</b> will, doubtless, win the the first prize."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune</i>; July 8, 1874 p.3</div>
<div style="text-align: right;">
</div>
<div style="text-align: center;">
</div>
<div>
<br />
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "3rd American Chess Congress"] [Site "Chicago, IL USA"] [Date "1874.07.07"] [EventDate "1874.07.07"] [Round "?"] [Result "0-1"] [White "Max Judd"] [Black "George Henry Mackenzie"] [ECO "C50"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "102"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.O-O Nf6 5.c3 d6 6.d3 Bb6 7.Bg5 h6 8.Bh4 g5 9.Bg3 h5 10.Nxg5 h4 11.Nxf7 Qe7 12.Nxh8 hxg3 13.Nf7 gxf2%2B 14.Kh1 Bg4 15.Qd2 Na5 16.Nh6 Nxc4 17.dxc4 Nxe4 18.Qd3 Qg5 19.Qxe4 Bd7 20.Qh7 O-O-O 21.Nf7 Qe7 22.Nd2 Rf8 23.Nxd6%2B Qxd6 24.Ne4 Qd3 25.Qg7 Rd8 26.Nxf2 Qc2 27.Rac1 Qf5 28.Rcd1 Bxf2 29.Rd2 Be6 30.Rxd8%2B Kxd8 31.Rd1%2B Ke8 32.Qh8%2B Kf7 33.Qd8 Bb6 34.c5 Bxc5 35.Qxc7%2B Be7 36.Qxb7 e4 37.Qxa7 Qf4 38.Re1 Bc4 39.b4 Bd3 40.a4 Qd2 41.Qg1 Bf6 42.h3 Bxc3 43.Rd1 Qe2 44.b5 e3 45.b6 Be4 46.Rd7%2B Ke6 47.Rd8 Ke7 48.Rc8 Bxg2%2B 49.Qxg2 Qd1%2B 50.Qg1 e2 51.Rxc3 Qxg1%2B 0-1'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%223rd%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.07%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%220-1%22%5D%0A%5BWhite%20%22Max%20Judd%22%5D%0A%5BBlack%20%22George%20Henry%20Mackenzie%22%5D%0A%5BECO%20%22C50%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%22102%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Bc5%204.O-O%20Nf6%205.c3%20d6%206.d3%20Bb6%207.Bg5%0Ah6%208.Bh4%20g5%209.Bg3%20h5%2010.Nxg5%20h4%2011.Nxf7%20Qe7%2012.Nxh8%20hxg3%0A13.Nf7%20gxf2+%2014.Kh1%20Bg4%2015.Qd2%20Na5%2016.Nh6%20Nxc4%2017.dxc4%20Nxe4%0A18.Qd3%20Qg5%2019.Qxe4%20Bd7%2020.Qh7%20O-O-O%2021.Nf7%20Qe7%2022.Nd2%20Rf8%0A23.Nxd6+%20Qxd6%2024.Ne4%20Qd3%2025.Qg7%20Rd8%2026.Nxf2%20Qc2%2027.Rac1%20Qf5%0A28.Rcd1%20Bxf2%2029.Rd2%20Be6%2030.Rxd8+%20Kxd8%2031.Rd1+%20Ke8%2032.Qh8+%20Kf7%0A33.Qd8%20Bb6%2034.c5%20Bxc5%2035.Qxc7+%20Be7%2036.Qxb7%20e4%2037.Qxa7%20Qf4%0A38.Re1%20Bc4%2039.b4%20Bd3%2040.a4%20Qd2%2041.Qg1%20Bf6%2042.h3%20Bxc3%2043.Rd1%0AQe2%2044.b5%20e3%2045.b6%20Be4%2046.Rd7+%20Ke6%2047.Rd8%20Ke7%2048.Rc8%20Bxg2+%0A49.Qxg2%20Qd1+%2050.Qg1%20e2%2051.Rxc3%20Qxg1+%200-1' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%223rd%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.07%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%220-1%22%5D%0A%5BWhite%20%22Max%20Judd%22%5D%0A%5BBlack%20%22George%20Henry%20Mackenzie%22%5D%0A%5BECO%20%22C50%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%22102%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Bc5%204.O-O%20Nf6%205.c3%20d6%206.d3%20Bb6%207.Bg5%0Ah6%208.Bh4%20g5%209.Bg3%20h5%2010.Nxg5%20h4%2011.Nxf7%20Qe7%2012.Nxh8%20hxg3%0A13.Nf7%20gxf2+%2014.Kh1%20Bg4%2015.Qd2%20Na5%2016.Nh6%20Nxc4%2017.dxc4%20Nxe4%0A18.Qd3%20Qg5%2019.Qxe4%20Bd7%2020.Qh7%20O-O-O%2021.Nf7%20Qe7%2022.Nd2%20Rf8%0A23.Nxd6+%20Qxd6%2024.Ne4%20Qd3%2025.Qg7%20Rd8%2026.Nxf2%20Qc2%2027.Rac1%20Qf5%0A28.Rcd1%20Bxf2%2029.Rd2%20Be6%2030.Rxd8+%20Kxd8%2031.Rd1+%20Ke8%2032.Qh8+%20Kf7%0A33.Qd8%20Bb6%2034.c5%20Bxc5%2035.Qxc7+%20Be7%2036.Qxb7%20e4%2037.Qxa7%20Qf4%0A38.Re1%20Bc4%2039.b4%20Bd3%2040.a4%20Qd2%2041.Qg1%20Bf6%2042.h3%20Bxc3%2043.Rd1%0AQe2%2044.b5%20e3%2045.b6%20Be4%2046.Rd7+%20Ke6%2047.Rd8%20Ke7%2048.Rc8%20Bxg2+%0A49.Qxg2%20Qd1+%2050.Qg1%20e2%2051.Rxc3%20Qxg1+%200-1'>PGN</a></iframe></p>
</object><br />
<br />
The second day of play, seem to have drawn a larger crowd of on-lookers, then on the first day, as the <i>Times</i> reported in its July 9th issue, <i>"...at times considerable excitement prevailed. Among the visitors were many of the better class of citizens, some of whom are chess-players of no mean skill."</i><br />
<br />
As for the games themselves, <i><b>Capt. Mackenzie</b></i> won his two games with <i><b>Kennicott. Bock </b></i>and<i><b> Elder </b></i>resumed their adjourned game from the previous day, which resulted in a draw. <i><b>Bock</b></i> then played<i><b> Congdon</b></i> in the first game of their match, which also ended in a draw. Meantime<i><b> Elder </b></i>and<i><b> Perrin</b></i> contested their match each winning a game with the white pieces. <i><b>Judd</b></i> with black won his game with <i><b>Hosmer</b></i>. As the <i>Times</i> reported:<br />
<br />
<i>"This was a hard fought battle, the players being engaged no less than seven and a half hours. It was a stubbornly contested from beginning to end, but with his 57th move, the St. Louis gentleman so placed his pieces that the president of the Chicago club found himself checkmated."</i><br />
<div style="text-align: right;">
<i>Chicago Times; </i>July 9, 1974 p.5</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
Despite the report of the <i>Times</i>, the<i><b> Hosmer</b></i> - <b><i>Judd</i></b> game did not end in a checkmate, but with <b><i>Hosmer</i></b> resigning after <i><b>Judd's</b></i> 56th move, the tournament book also has the game lasting 9 hours. The <i>Times</i> in its coverage printed the score of the drawn <i><b>Bock</b></i> - <i><b>Elder</b></i> game.</div>
<i> </i><br />
<i> </i><br />
<div>
</div>
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Third American Chess Congress"] [Site "Chicago Chess Club, Chicago, IL USA"] [Date "1874.07.07"] [EventDate "1874.07.07"] [Round "?"] [Result "1/2-1/2"] [White "Frederick Bock"] [Black "Frederick H Elder"] [ECO "C01"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "113"] 1. e4 e6 2. d4 d5 3. exd5 exd5 4. Nf3 Bd6 5. Bd3 Nf6 6. O-O O-O 7. Nc3 h6 8. Be3 Nc6 9. Qd2 Ne7 10. Rae1 Bf5 11. Nh4 Bxd3 12. Qxd3 Qd7 13. h3 c6 14. f4 Rae8 15. Bd2 Bc7 16. Re2 Nc8 17. Rfe1 Nd6 18. Nf3 a5 19. Ne5 Qf5 20. Nd1 Qxd3 21. Nxd3 Rxe2 22. Rxe2 Nde4 23. N1f2 Nxd2 24. Rxd2 Nh5 25. f5 Ng3 26. f6 g5 27. Ng4 Ne4 28. Re2 h5 29. Nge5 Nxf6 30. Nc5 Bb6 31. Ned3 Re8 32. Rxe8%2B Nxe8 33. c3 Nd6 34. Nd7 Bd8 35. Kf2 Kg7 36. Kf3 f5 37. N3c5 Kh6 38. g4 fxg4%2B 39. hxg4 h4 40. Ne5 Be7 41. Nb3 Bd8 42. Nc5 Kh7 43. Ke3 Bf6 44. Ned3 Kg7 45. Kf3 Kf7 46. Ke3 Nc4%2B 47. Ke2 b6 48. Na4 b5 49. Nac5 b4 50. Na4 bxc3 51. bxc3 Ke7 52. Nab2 Nxb2 53. Nxb2 Kd6 54. a4 c5 55. Ke3 cxd4%2B 56. cxd4 Kc6 57. Nd1 1/2-1/2'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2C%20Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.07%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221/2-1/2%22%5D%0A%5BWhite%20%22Frederick%20Bock%22%5D%0A%5BBlack%20%22Frederick%20H%20Elder%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%22113%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Bd6%205.%20Bd3%20Nf6%206.%20O-O%0AO-O%207.%20Nc3%20h6%208.%20Be3%20Nc6%209.%20Qd2%20Ne7%2010.%20Rae1%20Bf5%2011.%20Nh4%20Bxd3%0A12.%20Qxd3%20Qd7%2013.%20h3%20c6%2014.%20f4%20Rae8%2015.%20Bd2%20Bc7%2016.%20Re2%20Nc8%0A17.%20Rfe1%20Nd6%2018.%20Nf3%20a5%2019.%20Ne5%20Qf5%2020.%20Nd1%20Qxd3%2021.%20Nxd3%20Rxe2%0A22.%20Rxe2%20Nde4%2023.%20N1f2%20Nxd2%2024.%20Rxd2%20Nh5%2025.%20f5%20Ng3%2026.%20f6%20g5%0A27.%20Ng4%20Ne4%2028.%20Re2%20h5%2029.%20Nge5%20Nxf6%2030.%20Nc5%20Bb6%2031.%20Ned3%20Re8%0A32.%20Rxe8+%20Nxe8%2033.%20c3%20Nd6%2034.%20Nd7%20Bd8%2035.%20Kf2%20Kg7%2036.%20Kf3%20f5%0A37.%20N3c5%20Kh6%2038.%20g4%20fxg4+%2039.%20hxg4%20h4%2040.%20Ne5%20Be7%2041.%20Nb3%20Bd8%0A42.%20Nc5%20Kh7%2043.%20Ke3%20Bf6%2044.%20Ned3%20Kg7%2045.%20Kf3%20Kf7%2046.%20Ke3%20Nc4+%0A47.%20Ke2%20b6%2048.%20Na4%20b5%2049.%20Nac5%20b4%2050.%20Na4%20bxc3%2051.%20bxc3%20Ke7%0A52.%20Nab2%20Nxb2%2053.%20Nxb2%20Kd6%2054.%20a4%20c5%2055.%20Ke3%20cxd4+%2056.%20cxd4%0AKc6%2057.%20Nd1%201/2-1/2' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Third%20American%20Chess%20Congress%22%5D%0A%5BSite%20%22Chicago%20Chess%20Club%2C%20Chicago%2C%20IL%20USA%22%5D%0A%5BDate%20%221874.07.07%22%5D%0A%5BEventDate%20%221874.07.07%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221/2-1/2%22%5D%0A%5BWhite%20%22Frederick%20Bock%22%5D%0A%5BBlack%20%22Frederick%20H%20Elder%22%5D%0A%5BECO%20%22C01%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%22113%22%5D%0A%0A1.%20e4%20e6%202.%20d4%20d5%203.%20exd5%20exd5%204.%20Nf3%20Bd6%205.%20Bd3%20Nf6%206.%20O-O%0AO-O%207.%20Nc3%20h6%208.%20Be3%20Nc6%209.%20Qd2%20Ne7%2010.%20Rae1%20Bf5%2011.%20Nh4%20Bxd3%0A12.%20Qxd3%20Qd7%2013.%20h3%20c6%2014.%20f4%20Rae8%2015.%20Bd2%20Bc7%2016.%20Re2%20Nc8%0A17.%20Rfe1%20Nd6%2018.%20Nf3%20a5%2019.%20Ne5%20Qf5%2020.%20Nd1%20Qxd3%2021.%20Nxd3%20Rxe2%0A22.%20Rxe2%20Nde4%2023.%20N1f2%20Nxd2%2024.%20Rxd2%20Nh5%2025.%20f5%20Ng3%2026.%20f6%20g5%0A27.%20Ng4%20Ne4%2028.%20Re2%20h5%2029.%20Nge5%20Nxf6%2030.%20Nc5%20Bb6%2031.%20Ned3%20Re8%0A32.%20Rxe8+%20Nxe8%2033.%20c3%20Nd6%2034.%20Nd7%20Bd8%2035.%20Kf2%20Kg7%2036.%20Kf3%20f5%0A37.%20N3c5%20Kh6%2038.%20g4%20fxg4+%2039.%20hxg4%20h4%2040.%20Ne5%20Be7%2041.%20Nb3%20Bd8%0A42.%20Nc5%20Kh7%2043.%20Ke3%20Bf6%2044.%20Ned3%20Kg7%2045.%20Kf3%20Kf7%2046.%20Ke3%20Nc4+%0A47.%20Ke2%20b6%2048.%20Na4%20b5%2049.%20Nac5%20b4%2050.%20Na4%20bxc3%2051.%20bxc3%20Ke7%0A52.%20Nab2%20Nxb2%2053.%20Nxb2%20Kd6%2054.%20a4%20c5%2055.%20Ke3%20cxd4+%2056.%20cxd4%0AKc6%2057.%20Nd1%201/2-1/2'>PGN</a></iframe></p>
</object></div>
<br />
The score of the <i><b>Judd</b></i> - <i><b>Hosmer</b></i> contest follows;<br />
<br />
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "3rd American Chess Congress"] [Site "Chicago Chess Club, Chicago, IL USA"] [Date "1874.07.08"] [EventDate "1874.07.07"] [Round "3"] [Result "0-1"] [White "Henry Hosmer"] [Black "Max Judd"] [ECO "C45"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "112"] 1. e4 e5 2. Nf3 Nc6 3. d4 exd4 4. Nxd4 Bc5 5. Be3 Qf6 6. c3 Nge7 7. Bc4 Ne5 8. Be2 d6 9. f4 N5c6 10. O-O Bd7 11. Kh1 Bb6 12. Na3 O-O 13. Nc4 Nxd4 14. Nxb6 axb6 15. Bxd4 Qe6 16. f5 Qxe4 17. Bxg7 Kxg7 18. f6%2B Kh8 19. Bf3 Qh4 20. fxe7 Qxe7 21. Bxb7 Ra5 22. Bf3 Re5 23. Qd4 c5 24. Qd2 Rg8 25. Rad1 Rg6 26. Bd5 Be6 27. Bxe6 Qxe6 28. Qf4 Kg7 29. Rd2 Re4 30. Qf3 Re3 31. Qf4 Re4 32. Qf3 d5 33. Rdf2 f6 34. Qd1 b5 35. Qb3 Qc6 36. Qa3 Re7 37. Kg1 h5 38. Rf5 d4 39. g3 b4 40. cxb4 c4 41. b5 Qb7 42. Qd6 Re2 43. Qc6 Qe7 44. R5f3 h4 45. b6 hxg3 46. hxg3 Qe5 47. Qc7%2B Kh8 48. Ra3 Rg8 49. Qxe5 fxe5 50. Rf7 Rxb2 51. b7 c3 52. Ra8 Rxb7 53. Rxg8%2B Kxg8 54. Rxb7 d3 55. Kf2 c2 56. Rc7 d2 0-1'/><p>
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<i>"Yesterday was the third day of the American Chess Congress, and from the heavy showers of the previous night the temperatures was found much pleasanter than on the first days, when the heat was extreme oppressive."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune; </i>July 10, 1874 p.3 </div>
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<div style="text-align: left;">
Though, the third day was troubled by illness and the absence of <i><b>Kennicott</b></i>.<i><b>. Mackenzie</b></i> won both his games against <i><b>Perrin.</b></i> <i>" In both contests the captain made a quick sharp fight, and almost before Mr. <b>Perrin</b> had got well settled in his chair he had lost the game."<span style="font-size: xx-small;">(a)</span></i></div>
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<b><i><span style="font-size: xx-small;"><span style="font-size: small;">Hosmer</span></span></i></b><span style="font-size: xx-small;"><span style="font-size: small;"><b> </b>and <b><i>Judd</i></b> played their second game, <i><b>Hosmer</b></i> with the black pieces winning. <i><b>Bock </b></i>won his game with<i><b> Congdon</b></i> in unusual circumstances. <i><b>Elder</b></i> who was to face <i><b>Kennicott</b></i>, but <b><i>Kennicott</i></b> being absent, <i><b>Edler</b></i> had to remain idle.</span></span></div>
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<div style="text-align: left;">
<span style="font-size: xx-small;"><span style="font-size: small;"><i>" The absence of Mr. <b>Kennicott</b>, of Dunston was greatly felt,</i> <i>and it is feared sickness kept him from the city. Early in the forenoon Mr. <b>Bock</b> and Gen. <b>Congdon</b> commenced a game; but the sudden sickness of the former necessitated its temporary postponement, after a few opening moves had been made. Later in the day, Mr. <b>Bock</b> felt better and resumed the contest, which he finally won, after a hard fought and skillfully conducted battle. Under the circumstances [it] was a most creditable victory."</i></span></span></div>
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<span style="font-size: xx-small;"><span style="font-size: small;"><i> Chicago Times; </i>July 10, 1874 p.3</span></span></div>
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<span style="font-size: xx-small;"><span style="font-size: small;">Both papers published the score of the second <i><b>Perrin</b></i> - <i><b>Congdon</b></i> game.</span></span></div>
<div style="text-align: left;">
<span style="font-size: xx-small;"><span style="font-size: small;"> </span></span><i><span style="font-size: xx-small;"> </span></i></div>
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</object><i> </i><br />
<i>" Yesterday the fourth day of the third American Chess Congress, and the events which characterized it were most certainly among the most interesting of the meeting thus far. The attendance was very large, and the room, was continually crowded with an eager and excited throng of gentleman, all canvassing the situations of the games, and frequently making far more noise than was at all agreeable to the players"</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune: </i>July 11, 1874 p.5</div>
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Though, not everyone in the city found the ongoing Congress quite so interesting, as a short piece in the same day's <i>Tribune</i> on page six, makes clear.</div>
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<div style="text-align: left;">
<i>"The excitement in the city this month is a Chess Congress. The fact is eloquent. It tells more forcibly than words can of the dull devil which has entered into and possessed the world of amusements."</i></div>
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<div style="text-align: left;">
<i> </i>As for the games, themselves, <i><b>Kennicott</b></i> again failed to make an appearance, it was feared, he would withdraw from the congress.The game between, <i><b>Bock</b></i> and<i><b> Judd</b></i> , after five and a half hours of play, ended in a draw. <i><b>Edler</b></i> won the his first game with <i><b>Gen. Congdon</b></i>, they then commenced their second game, which was at the end of the day's play, the result was still pending. <i><b>Perrin</b></i> with the nonappearance of <i><b>Kennicott</b></i> had the bye. But, the what proved to be highlight of the day's play, were the two games to be played between <i><b>Capt. Mackenzie</b></i> and the "Chicago gentleman", <i><b>Henry Hosmer.</b></i><br />
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<i>"Several fine games were played in the tournament, the first one between <b>Capt. Mackenzie </b>of New York, champion of America, and <b>Mr. Hosmer</b> of this city being a most remarkable one. They had a hard fight of it for four hours, and the final result was in favor of the Chicago gentleman. It was by all odds the best game thus far played in the tournament."</i><br />
<div style="text-align: right;">
<i>Chicago Times;</i> July 11, 1874 p.4<i> </i></div>
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</div>
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The <i>Chicago Times</i> printed the score of this game, the <i>Chicago Tribune</i> printed the score of their second game in which <i><b>Capt. Mackenzie</b></i> was the winner.</div>
</div>
<div>
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<i>" The second game between these two gentlemen resulted in favor of the captain. Mr. <b>Hosmer</b> was quite tired out when </i><i><i> the contest </i>commenced , and it is no wonder that he made a slip, lost a piece he should of retained, and was finally compelled to resign." </i><br />
<br />
<div style="text-align: right;">
<i>Chicago Times;</i> July 11, 1874 p.4<i> </i></div>
</div>
<div>
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The Tribune began its report of the fifth day of the congress proceedings, with the news of the official withdrawal of <i><b>Kennicott</b></i> from the tournament.<br />
<br />
<i>"<b>Mr. Kennicott</b> came into town and owning to the pressure of other business engagements he announced his withdrawal from the tournament. this action on his part made quite a change in the score, as the games heretofore won of him by Messrs. <b>Mackenzie</b> and <b>Hosmer </b>do not count for them, but are canceled, as Mr.<b> Kennicott </b>is considered out of the best players."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune:</i> July 12, 1874 p.13 </div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
The days play began with resumption of <i><b>Bock - Judd</b></i> second game. <i><b>Judd</b></i> won after an unsound sacrifice by <i><b>Bock</b></i>. And then about noon, <i><b> Bock</b></i> faced <i><b>Perrin</b></i>, <i><b>Bock</b></i> winning both games in short order. <i><b>Congdon </b></i>and<i><b> Judd</b></i> began the match but at the end of the day's play their first game was left unfinished, to resumed at a later date. Earlier in the day, <i><b>Congdon </b></i>and<i><b> Elder</b></i> finished their second game, which ended in <i><b>Elders</b></i> favor. <i><b>Elder</b></i> was then to face<i><b> Capt. Mackenzie</b></i>, but then, illness intervened. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>"During the day Mr. <b>Elder</b> of Detroit received news of the sudden illness of his wife. This unfitted him for play, and the game between him and <b>Capt. Mackenzie</b> was postponed till Monday." </i></div>
<div style="text-align: right;">
<i>Chicago Times: </i>July 12, 1874 p. 7 </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Both newspapers printed<i><b> Elder's</b></i> win over <i><b>Perrin,</b></i> from the second day of the congress.</div>
</div>
<div>
<br />
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With the withdrawal of<b><i> Kennicott, </i></b>and the<b><i> </i></b>change of scores brought about by his withdrawal, <b><i> Frederick Bock</i></b> found himself on top of leader board, though he had yet to play both <i><b>Mackenzie </b></i>and <i><b>Hosmer</b></i>.<br />
<br />
The twelfth being a Sunday, it was an idle day for the Congress, play would resume early Monday morning.<br />
<br />
<br />
Note:<br />
<i><span style="font-size: xx-small;">(a)</span></i><span style="font-size: xx-small;"><span style="font-size: x-small;"><i> Chicago Times; </i>July 10, 1874 p.3</span></span><br />
<br />
<br /></div>
<a href="http://creativecommons.org/licenses/by-nc-sa/3.0/" rel="license"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/3.0/88x31.png" style="border-width: 0;" /></a><br />
This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-52590081014829168242014-09-24T06:12:00.001-05:002014-09-24T06:17:36.261-05:00New McFarland catalog 2014-2015I received the latest chess catalog from McFarland the other day in the mail, which as always promises much for the lover of chess history.<br />
<br />
First off, there is a new biography of <a href="http://www.mcfarlandbooks.com/book-2.php?id=978-0-7864-7004-4" target="_blank">Capablanca</a>, due out in the next couple months. And as previously posted on this blog, there is biography of <a href="http://www.mcfarlandbooks.com/book-2.php?id=978-0-7864-9602-0" target="_blank">Vera Menchik</a> due out as well. <a href="http://www.mcfarlandbooks.com/book-2.php?isbn=0-7864-5868-2" target="_blank">W. H. K. Pollack</a> is to be the subject of a biography from McFarland from the pen of Olimpiu M. Urcan, and John S. Hilbert to be released later this year.<br />
<br />
Set to be released in 2015 are new biographies of <a href="http://www.mcfarlandbooks.com/book-2.php?id=978-0-7864-9690-7" target="_blank">Ignaz Kolisch</a>, and <a href="http://www.mcfarlandbooks.com/book-2.php?id=978-0-7864-9596-2" target="_blank">Samuel Lipschutz</a>. I am heartened to see that most of these new releases are to be released in library binding, with only the Menchik biography to be released in softcover.<br />
<br />
The latest chess catalog can be downloaded <a href="http://www.mcfarlandpub.com/pdfs/Chess2014.pdf" target="_blank">here</a>.Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-45110110781242255642014-09-01T17:23:00.001-05:002014-09-09T17:19:38.613-05:00Five more games from the twenty- seventh Western Chess Association CongressI thought I might recover a few more games from the 27th <b><i>Western Chess Association</i></b> tournament, as I continue to go through the microfilm files of the <i>Chicago Daily News</i>. And I indeed did find five more games, from various rounds of the tournament.<br />
<br />
Described in the<i> Chicago</i> <i>Daily News</i> as<i> "an exceptionally well played game with a nice ending." </i>The first game recovered is between Orrin Frink Jr, and John Winter. Played in section B of the preliminary tournament of the <i><b>Western Tournament.</b></i><br />
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "-"] [White "Orrin Frink Jr"] [Black "John Winter"] [Result "1-0"] 1.d4 Nf6 2.c4 e6 3.Nc3 d5 4.Bg5 Be7 5.e3 Nbd7 6.Nf3 O-O 7.Rc1 b6 8.cxd5 exd5 9.Qa4 Bb7 10.Ba6 Bxa6 11.Qxa6 c6 12.O-O Ne4 13.Bxe7 Qxe7 14.Qb7 Qd6 15.Nxe4 dxe4 16.Nd2 Nc5 17.dxc5 Qxd2 18.cxb6 axb6 19.Qxb6 Rxa2 20.Qxc6 Qb4 21.b3 Rb2 22.Rc4 Qxb3 23.Qxe4 h6 24.g3 f5 25.Qd4 Qb7 26.Ra4 Rb6 27.h4 Rff6 28.Qd8%2B Rf8 29.Qd4 Rff6 30.Ra5 Kh7 31.Rfa1 Rb1%2B 32.Rxb1 Qxb1%2B 33.Kh2 Qe1 34.Ra2 Qb1 35.Ra7 Qf1 36.Qf4 Qe2 37.Kg2 Qd3 38.Qe5 Rg6 39.Rf7 Qe4%2B 40.Qxe4 fxe4 41.Re7 Rg4 42.Kh3 h5 43.Re6 Kg8 44.Re5 g6 45.Rg5 Rxg5 46.hxg5 Kf7 47.g4 hxg4%2B 48.Kxg4 Ke6 49.Kf4 Kd5 50.f3 exf3 51.Kxf3 Ke5 52.e4 Kd4 53.Kf4 Kc4 54.Kg4 {Resigns (Chicago Dailt News; 6 October 1926)} 1-0'/><p>
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</object><br />
<br />
The next game is from eighth round of the preliminary tournament in section B, between R. Ballenger and L. H. Wight, the notes are by the American champion Frank J. Marshall.<br />
<br /></div>
<div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "8"] [White "Ballenger"] [Black "H. L. Wight"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.d4 exd4 4.Bd3 Bc5 5.O-O d6 6.h3 Nf6 7.c3 dxc3 8.Nxc3 O-O 9.Qc2 h6 (9...Nb4 {was the move here, exchanging white’s powerful bishop for knight.}) 10.Re1 (10.a3 {is better.}) 10...Be6 11.a3 Qd7 12.Be3 Rad8 13.Bxc5 dxc5 14.Rad1 Nd4 15.Nxd4 cxd4 16.Ne2 Qe7 17.Ng3 g6 (17...c5 {at once! Black’s position was indifferently defended. White sacirificed the exchange and his position won out with two pawns behind and a bad game to defend.}) 18.Rc1 c6 19.Qd2 Kg7 20.f4 Qc7 21.Qf2 c5 22.f5 Bc8 23.e5 Nd5 24.f6%2B Kh8 25.Re4 Ne3 26.Qf4 g5 27.Qf3 Rg8 28.Qh5 Rg6 29.Rxe3 dxe3 30.Bxg6 fxg6 31.Qxh6%2B Qh7 32.Qxg5 Rd3 33.Rc4 Rd4 34.Rxc5 Bxh3 35.Qxe3 Rd1%2B 36.Kf2 Rb1 37.Qe4 {Resigns. (Chicago Daily News; 8 October 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%0A%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%228%22%5D%0A%5BWhite%20%22Ballenger%22%5D%0A%5BBlack%20%22H.%20L.%20Wight%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.d4%20exd4%204.Bd3%20Bc5%205.O-O%20d6%206.h3%20Nf6%207.c3%20dxc3%208.Nxc3%0AO-O%209.Qc2%20h6%20%2010.Re1%20%2010...Be6%2011.a3%0AQd7%2012.Be3%20Rad8%2013.Bxc5%20dxc5%2014.Rad1%20Nd4%2015.Nxd4%20cxd4%2016.Ne2%20Qe7%2017.Ng3%0Ag6%20%2018.Rc1%20c6%2019.Qd2%20Kg7%2020.f4%0AQc7%2021.Qf2%20c5%2022.f5%20Bc8%2023.e5%20Nd5%2024.f6+%20Kh8%2025.Re4%20Ne3%2026.Qf4%20g5%2027.Qf3%0ARg8%2028.Qh5%20Rg6%2029.Rxe3%20dxe3%2030.Bxg6%20fxg6%2031.Qxh6+%20Qh7%2032.Qxg5%20Rd3%2033.Rc4%0ARd4%2034.Rxc5%20Bxh3%2035.Qxe3%20Rd1+%2036.Kf2%20Rb1%2037.Qe4%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%0A%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%228%22%5D%0A%5BWhite%20%22Ballenger%22%5D%0A%5BBlack%20%22H.%20L.%20Wight%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.d4%20exd4%204.Bd3%20Bc5%205.O-O%20d6%206.h3%20Nf6%207.c3%20dxc3%208.Nxc3%0AO-O%209.Qc2%20h6%20%2010.Re1%20%2010...Be6%2011.a3%0AQd7%2012.Be3%20Rad8%2013.Bxc5%20dxc5%2014.Rad1%20Nd4%2015.Nxd4%20cxd4%2016.Ne2%20Qe7%2017.Ng3%0Ag6%20%2018.Rc1%20c6%2019.Qd2%20Kg7%2020.f4%0AQc7%2021.Qf2%20c5%2022.f5%20Bc8%2023.e5%20Nd5%2024.f6+%20Kh8%2025.Re4%20Ne3%2026.Qf4%20g5%2027.Qf3%0ARg8%2028.Qh5%20Rg6%2029.Rxe3%20dxe3%2030.Bxg6%20fxg6%2031.Qxh6+%20Qh7%2032.Qxg5%20Rd3%2033.Rc4%0ARd4%2034.Rxc5%20Bxh3%2035.Qxe3%20Rd1+%2036.Kf2%20Rb1%2037.Qe4%20%20%20%201-0'>PGN</a></iframe></p>
</object></div>
<br />
<br />
Played in seventh round between John L. Brandner, of Chicago and Paul L. Bowers of Pittsburgh, in section A of the preliminary tournament of the <i><b>Western Tournament.</b></i><br />
<br /></div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "7"] [White "John L. Brandner"] [Black "Paul L. Bowers"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 Nf6 4.O-O Bc5 5.Nc3 d6 6.d4 exd4 7.Nxd4 Bd7 8.Nxc6 bxc6 9.Bc4 Ng4 10.Bf4 g5 11.Bg3 h5 12.h3 h4 13.Qf3 Qe7 14.Bxd6 Qxd6 15.Qxf7%2B Kd8 16.hxg4 h3 17.Rad1 Bd4 18.Rxd4 hxg2 19.Rxd6 gxf1=Q%2B 20.Kxf1 cxd6 21.Be6 Bxe6 22.Qxe6 Kc7 23.Qe7%2B Kb6 24.Qxd6 Rac8 25.Nd5%2B Kb7 26.Ne7 Rc7 27.b4 Rh7 28.Nf5 Rhd7 29.Qf6 Rd1%2B 30.Ke2 Rcd7 31.Qxg5 a6 32.Qe3 Ra1 33.a3 Rdd1 34.Qc3 Rac1 35.a4 Rb1 36.a5 Kc7 37.Nd4 Kd7 38.Qxc6%2B Ke7 39.Qe6%2B Kd8 40.g5 Kc7 41.Qd5 Re1%2B 42.Kf3 Rh1 43.e5 Rh3%2B 44.Ke2 Rbh1 45.Qd6%2B Kc8 46.Ne6 Ra3 47.Qxa6%2B Kd7 48.Qb7%2B Kxe6 49.Qxh1 {Resigns (Chicago Daily News; 20 December 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%227%22%5D%0A%5BWhite%20%22John%20L.%20Brandner%22%5D%0A%5BBlack%20%22Paul%20L.%20Bowers%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20Nf6%204.O-O%20Bc5%205.Nc3%20d6%206.d4%20exd4%207.Nxd4%20Bd7%208.Nxc6%0Abxc6%209.Bc4%20Ng4%2010.Bf4%20g5%2011.Bg3%20h5%2012.h3%20h4%2013.Qf3%20Qe7%2014.Bxd6%20Qxd6%2015.Qxf7+%0AKd8%2016.hxg4%20h3%2017.Rad1%20Bd4%2018.Rxd4%20hxg2%2019.Rxd6%20gxf1%3DQ+%2020.Kxf1%20cxd6%2021.Be6%0ABxe6%2022.Qxe6%20Kc7%2023.Qe7+%20Kb6%2024.Qxd6%20Rac8%2025.Nd5+%20Kb7%2026.Ne7%20Rc7%2027.b4%0ARh7%2028.Nf5%20Rhd7%2029.Qf6%20Rd1+%2030.Ke2%20Rcd7%2031.Qxg5%20a6%2032.Qe3%20Ra1%2033.a3%20Rdd1%0A34.Qc3%20Rac1%2035.a4%20Rb1%2036.a5%20Kc7%2037.Nd4%20Kd7%2038.Qxc6+%20Ke7%2039.Qe6+%20Kd8%2040.g5%0AKc7%2041.Qd5%20Re1+%2042.Kf3%20Rh1%2043.e5%20Rh3+%2044.Ke2%20Rbh1%2045.Qd6+%20Kc8%2046.Ne6%20Ra3%0A47.Qxa6+%20Kd7%2048.Qb7+%20Kxe6%2049.Qxh1%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%227%22%5D%0A%5BWhite%20%22John%20L.%20Brandner%22%5D%0A%5BBlack%20%22Paul%20L.%20Bowers%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20Nf6%204.O-O%20Bc5%205.Nc3%20d6%206.d4%20exd4%207.Nxd4%20Bd7%208.Nxc6%0Abxc6%209.Bc4%20Ng4%2010.Bf4%20g5%2011.Bg3%20h5%2012.h3%20h4%2013.Qf3%20Qe7%2014.Bxd6%20Qxd6%2015.Qxf7+%0AKd8%2016.hxg4%20h3%2017.Rad1%20Bd4%2018.Rxd4%20hxg2%2019.Rxd6%20gxf1%3DQ+%2020.Kxf1%20cxd6%2021.Be6%0ABxe6%2022.Qxe6%20Kc7%2023.Qe7+%20Kb6%2024.Qxd6%20Rac8%2025.Nd5+%20Kb7%2026.Ne7%20Rc7%2027.b4%0ARh7%2028.Nf5%20Rhd7%2029.Qf6%20Rd1+%2030.Ke2%20Rcd7%2031.Qxg5%20a6%2032.Qe3%20Ra1%2033.a3%20Rdd1%0A34.Qc3%20Rac1%2035.a4%20Rb1%2036.a5%20Kc7%2037.Nd4%20Kd7%2038.Qxc6+%20Ke7%2039.Qe6+%20Kd8%2040.g5%0AKc7%2041.Qd5%20Re1+%2042.Kf3%20Rh1%2043.e5%20Rh3+%2044.Ke2%20Rbh1%2045.Qd6+%20Kc8%2046.Ne6%20Ra3%0A47.Qxa6+%20Kd7%2048.Qb7+%20Kxe6%2049.Qxh1%20%20%20%201-0'>PGN</a></iframe></p>
</object><br />
<br />
<br />Played in section B of the preliminary tournament of the <i><b>Western Tournament.</b></i><br />
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<i><b> </b></i>
<i>"William Widmeyer of South Dakota played the white side against Charles W. Phillips of Illinois who maneuvered the black spaces."</i><br />
<div style="text-align: right;">
(<i>Chicago Daily News</i>: 22 October 1926)</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
<b><i>Charles W. Phillips</i></b> was the well known correspondence chess player, who be the subject of his own post in the future. <i><b>Phillips</b></i> was not only a over the board and correspondence player but also a problemist of some note and I hope present some of his problems.</div>
<div style="text-align: right;">
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<br /></div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Chess Association tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "-"] [White "William Widmeyer"] [Black "Charles W. Phillips"] [Result "1-0"] 1.d4 Nf6 2.c4 c6 3.Nc3 d5 4.e3 g6 5.Nf3 Bg7 6.Bd3 O-O 7.O-O Bg4 8.cxd5 cxd5 9.h3 Bxf3 10.Qxf3 Nc6 11.Qe2 Re8 12.a3 e5 13.dxe5 Nxe5 14.Rd1 Rc8 15.Nb5 a6 16.Nd4 Nc6 17.Nxc6 Rxc6 18.Bd2 Nh5 19.Qf3 Rf6 20.Qg4 Rc6 21.Rab1 Be5 22.Qf3 Bb8 23.Bc3 Qd6 24.g3 Qe6 25.g4 Ng7 26.Qg2 Be5 27.Bxe5 Qxe5 28.Bf1 Rd8 29.Rd2 h5 30.Rbd1 Rcd6 31.Be2 hxg4 32.Bxg4 Nf5 33.Bxf5 Qxf5 34.e4 Qe5 35.exd5 Kg7 36.Qf3 Rh8 37.Rd4 Rh5 38.Rf4 f6 39.Re4 Qxb2 40.Re7%2B Kf8 41.Rde1 Qb5 42.Qe3 Qxd5 43.Re8%2B Kg7 44.Qe7%2B Kh6 45.Rh8%2B Kg5 46.Qe3%2B Kf5 47.Rxh5%2B gxh5 48.Qh6 Qg8%2B 49.Kh2 Qg5 50.Qh7%2B Qg6 51.Qxb7 Rd4 52.Qf3%2B {Resigns (Chicago Daily News; 22 October 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22William%20Widmeyer%22%5D%0A%5BBlack%20%22Charles%20W.%20Phillips%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20Nf6%202.c4%20c6%203.Nc3%20d5%204.e3%20g6%205.Nf3%20Bg7%206.Bd3%20O-O%207.O-O%20Bg4%208.cxd5%20cxd5%0A9.h3%20Bxf3%2010.Qxf3%20Nc6%2011.Qe2%20Re8%2012.a3%20e5%2013.dxe5%20Nxe5%2014.Rd1%20Rc8%2015.Nb5%0Aa6%2016.Nd4%20Nc6%2017.Nxc6%20Rxc6%2018.Bd2%20Nh5%2019.Qf3%20Rf6%2020.Qg4%20Rc6%2021.Rab1%20Be5%0A22.Qf3%20Bb8%2023.Bc3%20Qd6%2024.g3%20Qe6%2025.g4%20Ng7%2026.Qg2%20Be5%2027.Bxe5%20Qxe5%2028.Bf1%0ARd8%2029.Rd2%20h5%2030.Rbd1%20Rcd6%2031.Be2%20hxg4%2032.Bxg4%20Nf5%2033.Bxf5%20Qxf5%2034.e4%20Qe5%0A35.exd5%20Kg7%2036.Qf3%20Rh8%2037.Rd4%20Rh5%2038.Rf4%20f6%2039.Re4%20Qxb2%2040.Re7+%20Kf8%2041.Rde1%0AQb5%2042.Qe3%20Qxd5%2043.Re8+%20Kg7%2044.Qe7+%20Kh6%2045.Rh8+%20Kg5%2046.Qe3+%20Kf5%2047.Rxh5+%0Agxh5%2048.Qh6%20Qg8+%2049.Kh2%20Qg5%2050.Qh7+%20Qg6%2051.Qxb7%20Rd4%2052.Qf3+%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22William%20Widmeyer%22%5D%0A%5BBlack%20%22Charles%20W.%20Phillips%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20Nf6%202.c4%20c6%203.Nc3%20d5%204.e3%20g6%205.Nf3%20Bg7%206.Bd3%20O-O%207.O-O%20Bg4%208.cxd5%20cxd5%0A9.h3%20Bxf3%2010.Qxf3%20Nc6%2011.Qe2%20Re8%2012.a3%20e5%2013.dxe5%20Nxe5%2014.Rd1%20Rc8%2015.Nb5%0Aa6%2016.Nd4%20Nc6%2017.Nxc6%20Rxc6%2018.Bd2%20Nh5%2019.Qf3%20Rf6%2020.Qg4%20Rc6%2021.Rab1%20Be5%0A22.Qf3%20Bb8%2023.Bc3%20Qd6%2024.g3%20Qe6%2025.g4%20Ng7%2026.Qg2%20Be5%2027.Bxe5%20Qxe5%2028.Bf1%0ARd8%2029.Rd2%20h5%2030.Rbd1%20Rcd6%2031.Be2%20hxg4%2032.Bxg4%20Nf5%2033.Bxf5%20Qxf5%2034.e4%20Qe5%0A35.exd5%20Kg7%2036.Qf3%20Rh8%2037.Rd4%20Rh5%2038.Rf4%20f6%2039.Re4%20Qxb2%2040.Re7+%20Kf8%2041.Rde1%0AQb5%2042.Qe3%20Qxd5%2043.Re8+%20Kg7%2044.Qe7+%20Kh6%2045.Rh8+%20Kg5%2046.Qe3+%20Kf5%2047.Rxh5+%0Agxh5%2048.Qh6%20Qg8+%2049.Kh2%20Qg5%2050.Qh7+%20Qg6%2051.Qxb7%20Rd4%2052.Qf3+%20%20%20%201-0'>PGN</a></iframe></p>
</object><br />
<br />
<i> "The following game was played in the fifth round of the western open championship tournament, which closed at the LaSalle hotel recently.</i><br />
<i> Harry </i>[sic]<i> Steiner of New York City handled the white side against Irving Spero of Cleveland.</i>"<br />
<div style="text-align: right;">
(<i>Chicago Daily News</i>: 11 October 1926)</div>
<div style="text-align: right;">
<br /></div>
</div>
<div>
<br />
<br />
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "5"] [White "Herman Steiner"] [Black "Irving Spero"] [Result "1-0"] 1.d4 Nf6 2.c4 e6 3.Nc3 d5 4.Bg5 Nbd7 5.e3 c6 6.Nf3 Be7 7.Qc2 Qa5 8.cxd5 Nxd5 9.Bxe7 Nxe7 10.Bd3 e5 11.O-O exd4 12.exd4 Nf6 13.Rfe1 Be6 14.Re5 Qd8 15.Rae1 O-O 16.Ng5 Qxd4 17.Nxh7 Nxh7 18.Bxh7%2B Kh8 19.Rh5 Rfd8 20.Rxe6 fxe6 21.Bf5%2B Kg8 22.Bxe6%2B Kf8 23.Rh8%2B Ng8 24.Bxg8 Ke7 25.Rh3 Rd6 26.Re3%2B Kd7 27.Bh7 Rf8 28.Bf5%2B Kd8 29.g3 Qc5 30.Bg4 Qd4 31.Ne4 Rd5 32.Kg2 Kc7 33.Nc3 Rc5 34.Re4 Qd6 35.b4 Re5 36.f4 Rd5 37.Nxd5%2B Qxd5 {The game was continued for several more moves, but black’s position is hopeless. (Chicago Daily News; 11 October 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%225%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22Irving%20Spero%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20Nf6%202.c4%20e6%203.Nc3%20d5%204.Bg5%20Nbd7%205.e3%20c6%206.Nf3%20Be7%207.Qc2%20Qa5%208.cxd5%0ANxd5%209.Bxe7%20Nxe7%2010.Bd3%20e5%2011.O-O%20exd4%2012.exd4%20Nf6%2013.Rfe1%20Be6%2014.Re5%20Qd8%0A15.Rae1%20O-O%2016.Ng5%20Qxd4%2017.Nxh7%20Nxh7%2018.Bxh7+%20Kh8%2019.Rh5%20Rfd8%2020.Rxe6%20fxe6%0A21.Bf5+%20Kg8%2022.Bxe6+%20Kf8%2023.Rh8+%20Ng8%2024.Bxg8%20Ke7%2025.Rh3%20Rd6%2026.Re3+%20Kd7%0A27.Bh7%20Rf8%2028.Bf5+%20Kd8%2029.g3%20Qc5%2030.Bg4%20Qd4%2031.Ne4%20Rd5%2032.Kg2%20Kc7%2033.Nc3%0ARc5%2034.Re4%20Qd6%2035.b4%20Re5%2036.f4%20Rd5%2037.Nxd5+%20Qxd5%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%225%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22Irving%20Spero%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20Nf6%202.c4%20e6%203.Nc3%20d5%204.Bg5%20Nbd7%205.e3%20c6%206.Nf3%20Be7%207.Qc2%20Qa5%208.cxd5%0ANxd5%209.Bxe7%20Nxe7%2010.Bd3%20e5%2011.O-O%20exd4%2012.exd4%20Nf6%2013.Rfe1%20Be6%2014.Re5%20Qd8%0A15.Rae1%20O-O%2016.Ng5%20Qxd4%2017.Nxh7%20Nxh7%2018.Bxh7+%20Kh8%2019.Rh5%20Rfd8%2020.Rxe6%20fxe6%0A21.Bf5+%20Kg8%2022.Bxe6+%20Kf8%2023.Rh8+%20Ng8%2024.Bxg8%20Ke7%2025.Rh3%20Rd6%2026.Re3+%20Kd7%0A27.Bh7%20Rf8%2028.Bf5+%20Kd8%2029.g3%20Qc5%2030.Bg4%20Qd4%2031.Ne4%20Rd5%2032.Kg2%20Kc7%2033.Nc3%0ARc5%2034.Re4%20Qd6%2035.b4%20Re5%2036.f4%20Rd5%2037.Nxd5+%20Qxd5%20%20%20%201-0'>PGN</a></iframe></p>
</object><br />
<br />
There may be yet more games to recover. </div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-88717146223227670692014-08-09T08:24:00.000-05:002014-08-13T07:07:27.554-05:00Twenty-seventh Western Chess Association Tournament.The twenty-seventh <i>Western </i><i><i>Chess </i>Association Tournament </i>took place in the Red room of Chicago's LaSalle Hotel, from August 21 to September 2, 1926. The <i>Western</i> tournament was held in conjunction with a Masters tournament in which a international group of players competed for $1,800 in prizes, but for the purposes of this post we'll leave the Masters tournament for an another day.<br />
<br />
In the <i>Western</i> tournament twenty-two players would compete,they were divided into A and B sections, with the top qualifiers from the two sections, would then meet in a final, for the title of <i>Western </i><i><i>Chess </i>Association </i>champion<i>.</i> <br />
<br />
Section A - Irving Spero, Cleveland; Paul L. Bowers, Pittsburgh; John Paul Stoner, Goulds, Fla.; Joseph Daniels, Kansas City; Herman Steiner, New York; John L. Brandner, Chicago; Leon Stolzenberg, Detroit; Byron B. Price, Ripon Wis.; B. C. Jenkins, Logansport, Ind.; Charles Elison, Chicago; and Hermann Hahlbohm, Chicago. (Stoner would withdraw after three rounds).<br />
<br />
Section B -Elias Gordon, Chicago; R. Ballenger, Kalamazoo, Mich.; John T. Beckner, Louisville, Ky.; Albert Margolis, Chicago; John N. Buck, Bramwell, W. Va.; Orrin Frink Jr., New York; L. H. Wight, Kansas City, Mo.; Robert S. Scrivener, Memphis; John Winter, Detroit; William Widmeyer, Rolla, N. D.; Charles W. Phillips, Chicago.<br />
<br />
Before the commencement of the tournaments, the Western Chess Association elected new officers, electing an all Chicago slate of officers. Maurice S. Kuhns, chairman of the chess section of the Hamilton club was elected president; W. E. Sparrow, chairman of the chess section of the City club was elected vice-president; A. J. Quigley, president of the Chicago Chess and Checker club was elected secretary; Samuel D. Factor, ex-Western Chess Association champion, was named financial secretary-treasurer.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj35kCYITHdde6D3idUUSIwtCHwqajJ2SBCKypDf_9l93difsksInhnRkNK3fAA4V0ncGsMvJOh5NIBa0K1hIZcJ3eubWQnQYBaK-Hz6UVTSYiPqFZzBxhwvMqgjpDIf8vCDRtrnccJoIk/s1600/photo(5).JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj35kCYITHdde6D3idUUSIwtCHwqajJ2SBCKypDf_9l93difsksInhnRkNK3fAA4V0ncGsMvJOh5NIBa0K1hIZcJ3eubWQnQYBaK-Hz6UVTSYiPqFZzBxhwvMqgjpDIf8vCDRtrnccJoIk/s1600/photo(5).JPG" /> </a></div>
<div class="separator" style="clear: both; text-align: right;">
(<i>Chicago Daily News</i>; 21 August 1926) </div>
<div class="separator" style="clear: both; text-align: right;">
<br /></div>
Unfortunately, the<i> Chicago Tribune</i> no longer had a chess column, but thanks to chess column of <i>Chicago Daily News</i> we have some the games from the Western tournament, naturally most of the press coverage was devoted to the Masters tournament, in which among others; Frank Marshall, Carlos Torre, Geza Marcozy, and Edward Lasker competed.<br />
<br />
The schedule for the Western tournament was a grueling one, on most days two rounds were played ( play commencing at 1p.m. and 7p.m.) and on those days when just one round was played, any adjourned games needed to completed as there were no free days during the tournament.<br />
<br />
<i> "The results of the first two rounds are: Steiner beat Price and Jenkins, Daniels beat Jenkins, Brandner beat Price, Stolzenberg beat Brandner, Hahlbohn beat Stoner, Gordon beat Ballenger, Beckner beat Widmeyer, Margolis beat Winter, Frink beat Wight, Phillips beat Ballenger and Scrivener and Elison drew byes."</i><br />
<div style="text-align: right;">
(<i>Chicago Daily News</i>: 23 August 1926)<br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
On the third day of play <i>Robert Scrivener</i>, the Memphis player defeated L.H. Wight of Kansas City, Mo. in just ten moves.</div>
</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.23"] [Round "-"] [White "L. H. Wight"] [Black "Robert S. Scrivener"] [Result "0-1"] 1.d4 Nf6 2.c4 e5 {The Budapest counterattack to the queen’s pawn opening} 3.dxe5 Ng4 4.Qd4 {Looks premature.} d6 {Excellent. By this move black gaines quick development} 5.exd6 Bxd6 6.Nf3 {If} (6.Qxg7 Be5 {wins}) 6...O-O 7.h3 Nc6 8.Qd1 Nxf2 9.Kxf2 Bc5%2B 10.Nd4 Bxd4%2B {Resigns. (Chicago Daily News: 24 August 1926).} 0-1'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%2227th%20Western%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.23%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22L.%20H.%20Wright%22%5D%0A%5BBlack%20%22Robert%20S.%20Scrivener%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.d4%20Nf6%202.c4%20e5%20%203.dxe5%20Ng4%204.Qd4%20%20d6%20%205.exd6%20Bxd6%206.Nf3%20%20%206...O-O%207.h3%20Nc6%208.Qd1%20Nxf2%209.Kxf2%20Bc5+%2010.Nd4%20Bxd4+%20%20%20%200-1' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%2227th%20Western%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.23%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22L.%20H.%20Wright%22%5D%0A%5BBlack%20%22Robert%20S.%20Scrivener%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.d4%20Nf6%202.c4%20e5%20%203.dxe5%20Ng4%204.Qd4%20%20d6%20%205.exd6%20Bxd6%206.Nf3%20%20%206...O-O%207.h3%20Nc6%208.Qd1%20Nxf2%209.Kxf2%20Bc5+%2010.Nd4%20Bxd4+%20%20%20%200-1'>PGN</a></iframe></p>
</object><br />
<br />
<i> " In the western open two rounds were contested yesterday, the afternoon session resulting in victories for the first-named players, Spero - Stoner; Hahlbohm - Daniels; Steiner - Elison; Brandner - Jenkins; Stolzenberg - Price; Margolis - Phillips; Buck - Widmeyer; Scrivener - Wight.</i><br />
<i> In the night session the winners were Stolzenberg, Elison, Steiner, Spero, Bowers, Winter, Margolis and Beckner, who scored on Jenkins, Brandner, Hahlbohm, Daniels, Stoner, Wight, Gordon and Ballenger respectively."</i><br />
<div style="text-align: right;">
(<i>Chicago Daily News</i>; 24 August 1926)</div>
<br />
The results of the fifth round were Bowers beat Daniels, Hahlbolm beat Brandner, Margolis beat Ballenger, Wight beat Widmeyer, <i>Stolzenberg</i> beat Elison and <i>Steiner</i> beat Spero, The game between Scrivener and Winter was adjourned at midnight.</div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "-"] [White "Charles Phillips"] [Black "L. H. Wright"] [Result "1-0"] 1.d4 Nf6 2.Nf3 d5 3.Bg5 c6 4.c3 Nbd7 5.Nbd2 e6 6.e4 dxe4 7.Nxe4 Be7 8.Bxf6 Nxf6 9.Nxf6%2B Bxf6 10.Bd3 Qa5 11.O-O O-O 12.Qc2 h6 13.Rfe1 Bd7 14.Ne5 Rfd8 15.Ng4 Be7 16.Re5 Qc7 17.Qe2 f5 18.Rxe6 Bd6 19.Bc4 Kh8 20.Rxd6 Qxd6 21.Ne5 Be6 22.Ng6%2B Kh7 23.Bxe6 Kxg6 24.g4 Kh7 25.gxf5 Qf4 26.Kh1 Rf8 27.Rg1 Rae8 28.Rg4 Qc1%2B 29.Kg2 h5 30.Rg3 g6 31.fxg6%2B Kg7 32.Qe5%2B Rf6 33.Qc7%2B {Resigns (Chicago Daily News: 27 August 1926)} 1-0'/><p>
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<br />
<br /></div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "-"] [White "Herman Steiner"] [Black "Charles Elison"] [Result "1-0"] 1.d4 d5 2.c4 e6 3.Nc3 Nf6 4.Bg5 Be7 5.e3 Nbd7 6.Nf3 O-O 7.Rc1 c6 8.a3 Re8 9.Bd3 h6 10.Bf4 Nh5 11.Be5 Nhf6 12.Bg3 Nh5 13.cxd5 exd5 14.Nxd5 Qa5%2B 15.Nc3 Nxg3 16.hxg3 Bf6 17.O-O Nf8 18.Ne4 Be7 19.Ne5 Be6 20.Nc5 Bxc5 21.Rxc5 Qc7 22.b4 a6 23.f4 f6 24.Nc4 Qd8 25.a4 Nd7 26.Rh5 Bf7 27.Rh3 b5 28.Nd6 Rxe3 29.Nf5 Rxd3 30.Qxd3 Bc4 31.Nxh6%2B gxh6 32.Qg6%2B Kf8 33.Re1 Bg8 34.Rxh6 Qb6 35.Re4 Ne5 36.Qxf6%2B Nf7 37.Re7 Ra7 38.a5 Qb8 39.Rg6 Rxe7 40.Qg7%2B Ke8 41.Qxg8%2B {Resigns (Chicago Daily News; 29 September 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%0A%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22Charles%20Elison%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20d5%202.c4%20e6%203.Nc3%20Nf6%204.Bg5%20Be7%205.e3%20Nbd7%206.Nf3%20O-O%207.Rc1%20c6%208.a3%20Re8%0A9.Bd3%20h6%2010.Bf4%20Nh5%2011.Be5%20Nhf6%2012.Bg3%20Nh5%2013.cxd5%20exd5%2014.Nxd5%20Qa5+%2015.Nc3%0ANxg3%2016.hxg3%20Bf6%2017.O-O%20Nf8%2018.Ne4%20Be7%2019.Ne5%20Be6%2020.Nc5%20Bxc5%2021.Rxc5%20Qc7%0A22.b4%20a6%2023.f4%20f6%2024.Nc4%20Qd8%2025.a4%20Nd7%2026.Rh5%20Bf7%2027.Rh3%20b5%2028.Nd6%20Rxe3%0A29.Nf5%20Rxd3%2030.Qxd3%20Bc4%2031.Nxh6+%20gxh6%2032.Qg6+%20Kf8%2033.Re1%20Bg8%2034.Rxh6%20Qb6%0A35.Re4%20Ne5%2036.Qxf6+%20Nf7%2037.Re7%20Ra7%2038.a5%20Qb8%2039.Rg6%20Rxe7%2040.Qg7+%20Ke8%2041.Qxg8+%0A%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%0A%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22Charles%20Elison%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.d4%20d5%202.c4%20e6%203.Nc3%20Nf6%204.Bg5%20Be7%205.e3%20Nbd7%206.Nf3%20O-O%207.Rc1%20c6%208.a3%20Re8%0A9.Bd3%20h6%2010.Bf4%20Nh5%2011.Be5%20Nhf6%2012.Bg3%20Nh5%2013.cxd5%20exd5%2014.Nxd5%20Qa5+%2015.Nc3%0ANxg3%2016.hxg3%20Bf6%2017.O-O%20Nf8%2018.Ne4%20Be7%2019.Ne5%20Be6%2020.Nc5%20Bxc5%2021.Rxc5%20Qc7%0A22.b4%20a6%2023.f4%20f6%2024.Nc4%20Qd8%2025.a4%20Nd7%2026.Rh5%20Bf7%2027.Rh3%20b5%2028.Nd6%20Rxe3%0A29.Nf5%20Rxd3%2030.Qxd3%20Bc4%2031.Nxh6+%20gxh6%2032.Qg6+%20Kf8%2033.Re1%20Bg8%2034.Rxh6%20Qb6%0A35.Re4%20Ne5%2036.Qxf6+%20Nf7%2037.Re7%20Ra7%2038.a5%20Qb8%2039.Rg6%20Rxe7%2040.Qg7+%20Ke8%2041.Qxg8+%0A%20%20%201-0'>PGN</a></iframe></p>
</object><br />
<br />
<i> "In the Western open yesterday Bowers beat Jenkins, Stoner
forfeited to Price, Stolzenberg beat Daniels, Steiner beat Brandner,
Winter beat Ballenger, Beckner and Scrivener drew, Margolis beat Wight,
Fring [sic] beat Buck."</i><br />
<div style="text-align: right;">
(<i>Chicago Daily News</i>; 28 August 1926)<br />
<br />
<div style="text-align: left;">
Herman Steiner who beats J.L Brandner in the game below, would end up with the best score of all the competitors of both sections of the preliminary tournament.</div>
</div>
</div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.27"] [Round "-"] [White "Herman Steiner"] [Black "J. L. Brandner"] [Result "1-0"] 1.d4 d5 2.c4 Nf6 3.cxd5 Qxd5 4.Nc3 Qd8 5.e4 h6 6.Bc4 c6 7.Nf3 Bg4 8.Ne5 Be6 9.Bxe6 fxe6 10.Be3 Qa5 11.O-O Na6 12.Qb3 O-O-O 13.Nf7 {Resigns. (Chicago Daily News: 28 August 1926)} 1-0'/><p>
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</object><br />
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<br />
<div style="text-align: right;">
<br /></div>
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Chess Association Tournament"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.??"] [Round "-"] [White "Beckner"] [Black "Albert Margolis"] [Result "1-0"] 1.e4 e6 2.d4 d5 3.Nc3 Nf6 4.Bg5 dxe4 5.Nxe4 Nbd7 6.Nf3 Be7 7.Nxf6%2B Bxf6 8.Bxf6 Qxf6 9.Bd3 c5 10.c3 O-O 11.Qe2 cxd4 12.Nxd4 e5 13.Nb3 Qh6 14.O-O f5 15.f3 a6 16.Rad1 Qf6 17.Rfe1 Re8 18.Kh1 Kh8 19.Bc2 Nf8 20.Rd5 Ng6 21.Qe3 Be6 22.Rd6 Rad8 23.Rb6 Qf7 24.Nc5 Bd5 25.Bb3 Nf4 26.Nxb7 Rb8 27.Na5 Qh5 28.Rxb8 Rxb8 29.Qxe5 {Resigns (Chicago Daily News; 1 September 1926)} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Beckner%22%5D%0A%5BBlack%20%22Albert%20Margolis%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.d4%20d5%203.Nc3%20Nf6%204.Bg5%20dxe4%205.Nxe4%20Nbd7%206.Nf3%20Be7%207.Nxf6+%20Bxf6%0A8.Bxf6%20Qxf6%209.Bd3%20c5%2010.c3%20O-O%2011.Qe2%20cxd4%2012.Nxd4%20e5%2013.Nb3%20Qh6%2014.O-O%0Af5%2015.f3%20a6%2016.Rad1%20Qf6%2017.Rfe1%20Re8%2018.Kh1%20Kh8%2019.Bc2%20Nf8%2020.Rd5%20Ng6%2021.Qe3%0ABe6%2022.Rd6%20Rad8%2023.Rb6%20Qf7%2024.Nc5%20Bd5%2025.Bb3%20Nf4%2026.Nxb7%20Rb8%2027.Na5%20Qh5%0A28.Rxb8%20Rxb8%2029.Qxe5%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%2227th%20Western%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20LaSalle%20Hotel%22%5D%0A%5BDate%20%221926.08.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Beckner%22%5D%0A%5BBlack%20%22Albert%20Margolis%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.d4%20d5%203.Nc3%20Nf6%204.Bg5%20dxe4%205.Nxe4%20Nbd7%206.Nf3%20Be7%207.Nxf6+%20Bxf6%0A8.Bxf6%20Qxf6%209.Bd3%20c5%2010.c3%20O-O%2011.Qe2%20cxd4%2012.Nxd4%20e5%2013.Nb3%20Qh6%2014.O-O%0Af5%2015.f3%20a6%2016.Rad1%20Qf6%2017.Rfe1%20Re8%2018.Kh1%20Kh8%2019.Bc2%20Nf8%2020.Rd5%20Ng6%2021.Qe3%0ABe6%2022.Rd6%20Rad8%2023.Rb6%20Qf7%2024.Nc5%20Bd5%2025.Bb3%20Nf4%2026.Nxb7%20Rb8%2027.Na5%20Qh5%0A28.Rxb8%20Rxb8%2029.Qxe5%20%20%20%201-0'>PGN</a></iframe></p>
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<br />
From the two sections seven players qualified for the finals, from section A; Herman Steiner ( 9 1/2 points), Leon Stolzenberg (8 pts), Hermann Hahlbohm and Irving Spero (both 7 pts.); and from section B the qualifying players were John T. Beckner (8 1/2 pts.), Albert Margolis (8 pts.)and Orrin Frinck Jr.(7 1/2 pts.).<br />
<br />
In what proved to be the decisive game of the tournament <i>Leon Stolzenberg</i> with the black pieces bested <i>Herman Steiner.</i><br />
<br />
<div style="text-align: center;">
<i><img alt="" 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" /> </i></div>
<div style="text-align: center;">
<i>Leon Stolzenberg</i></div>
<div style="text-align: center;">
circa 1957</div>
<div style="text-align: center;">
Photo <i>Michigan Chess: </i>December 1974 </div>
<div style="text-align: center;">
<br /></div>
<i><br /></i>
<i> "Leon Stolzenberg who is ... playing under the colors of the Detroit Chess club, took a commanding lead in the open section when he defeated Herman Steiner of New York city in a brilliant game, sacrificing his queen."</i><br />
<div style="text-align: right;">
( <i>Chicago Daily News</i>; 31 August 1926)</div>
<div style="text-align: right;">
<br /></div>
</div>
<div>
<i><object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "27th Western Association Tournament - Final"] [Site "Chicago LaSalle Hotel"] [Date "1926.08.30"] [Round "-"] [White "Herman Steiner"] [Black "Leon Stolzenberg"] [Result "0-1"] 1.d4 e6 2.c4 f5 3.Nf3 b6 4.g3 Bb7 5.Bg2 Bb4%2B 6.Nbd2 Nf6 7.O-O Bxd2 8.Bxd2 O-O 9.Rc1 Ne4 10.Bf4 d6 11.Qb3 Nd7 12.Rfd1 Qe7 13.Rd3 Kh8 14.Rcd1 e5 15.dxe5 Ndc5 16.exd6 cxd6 17.Qc2 Nxd3 18.Rxd3 Rac8 19.Qa4 Nc5 20.Qxa7 Nxd3 21.exd3 Qc7 22.Qa3 Ra8 23.Qb3 Rfe8 24.a3 Qc6 25.h3 Re2 26.Be3 Re8 27.Bxb6 Qxf3 28.Bxf3 Bxf3 {Resigns (Chicago Daily News: 31 August 1926)} 0-1'/><p>
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<br />
<i> "Leon Stolzenberg of Detroit won the western championship tournament by drawing his final game with H. Hahlbohm of Chicago. Stolzenberg succeeds </i>[<span class="st">Abraham] </span><i>Kupchik, titleholder for the past year. Herman Steiner, New York, won second prize and Albert C. Margolis, Chicago, third."</i><br />
<div style="text-align: right;">
(<i>Chicago Daily News;</i> 3 September 1926)<br />
<br />
<div style="text-align: left;">
In time both <i>Steiner</i> and <i>Margolis</i> would become <i>Western Association</i> Champions, in the case of <i>Margolis</i> it would happen at the very next western congress, held in Kalamazoo, Michigan.</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivMx3eBHEDH4dQAOuloouvop42wVc_zoIA4FFZ69_n_-KCfIgO1l2lQpOwTjcy7owzbRGHRHAxsA-q5hfnqmP0OrERDvrNUyYywTDzBdSy4KoNCVCRBeIpmzhL6VseDROBhDFV0RjldPo/s1600/photo(2).JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivMx3eBHEDH4dQAOuloouvop42wVc_zoIA4FFZ69_n_-KCfIgO1l2lQpOwTjcy7owzbRGHRHAxsA-q5hfnqmP0OrERDvrNUyYywTDzBdSy4KoNCVCRBeIpmzhL6VseDROBhDFV0RjldPo/s1600/photo(2).JPG" height="448" width="640" /></a></div>
<i>Jeremy Gaige</i><br />
<i> Chess Tournament Crosstables- 1921 - 30 </i><br />
<i>p.702</i><br />
<br />
<div style="text-align: left;">
<i> " Frank J. Marshall, the United States champion, to whom were submitted the games entered for the two special brilliancy prizes in the recent tournament for the championship of the Western Chess Association at Chicago has announced is award, according to Samuel D. Factor, secretary of the Western Chess Association. Charles W. Phillips of Chicago is the winner of the first: known as the Kalamazoo brilliancy prize and consisting of $25 in gold pieces presented by amateurs Kalamazoo Mich. this was for the game from L. H. White [sic] of Kansas City Mo.</i><br />
<i> Herman Steiner of New York, or winning his game from Charles F. Elison of Chicago was declared the winner of the second prize of $10 offered by R. S. Goerlich of Bethlehem Pa.."</i></div>
<div style="text-align: right;">
<i>(The Brooklyn Daily Eagle:</i> 14 October 1926)<br />
<br />
<div style="text-align: left;">
For more information on Leon Stolzenberg go to following link <a href="http://www.chesscafe.com/text/urcan17.pdf" target="_blank">here</a> and <a href="http://206.130.103.122/interim/magazine/1970s/MC7412.pdf" target="_blank">here</a>. I hope to come across more games from this tournament, as I continue my research of Chicago Chess history. </div>
</div>
<div style="text-align: right;">
<i> </i></div>
</div>
</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com1tag:blogger.com,1999:blog-7418357683674986277.post-51357573805109655082014-07-19T09:39:00.001-05:002014-07-30T12:08:07.998-05:00A couple of early Herman Steiner games.In the run-up to the 27th Western Chess Association Tournament, the<i> Chicago Daily</i> News published the following two games, in it's August 18, 1926 issue.<br />
<br />
<i>"The following games[s] should prove of exceptional interest to chess players at this time, as the winner, <b>Herman Steiner</b>, is one of the favorites entered in the western championship tournament, which starts Saturday at the LaSalle hotel."</i><br />
<div style="text-align: right;">
<i>(Chicago Daily News: </i>August 18, 1926<i>)</i></div>
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<br /></div>
<div style="text-align: left;">
The first game took place during the previous year Western Chess Association Tournament<i>, </i>at Cedar Point, Ohio.<i><b> Herman Steiner</b></i> tied for 6th-7th, the tournament was won by Abraham Kupchik.<br />
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<br /></div>
</div>
<div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "26th Western Championship "] [Site "Cedar Point, Ohio "] [Date "1925.??.??"] [Round "-"] [White "Herman Steiner"] [Black "S. Goerlich"] [Result "1-0"] 1.d4 d5 2.c4 e6 3.Nc3 Nf6 4.Bg5 Be7 5.Nf3 Nbd7 6.e3 O-O 7.Rc1 c6 8.a3 dxc4 9.Bxc4 Nd5 10.Bxe7 Qxe7 11.O-O Nxc3 12.Rxc3 e5 13.dxe5 Nxe5 14.Nxe5 Qxe5 15.f4 Qe7 16.f5 Rd8 17.Qh5 Rd6 18.e4 Rh6 19.Qe2 Bd7 20.Rg3 Re8 21.Rf4 Rh4 22.Rxg7%2B Kh8 23.Rxh4 Qxh4 24.Rxf7 Rxe4 25.f6 h5 26.Rf8%2B Kh7 27.Bd3 Bf5 28.Bxe4 Bxe4 29.Qd2 Bd5 30.Rh8%2B {Black Resigns (Chicago Daily News: 18 August 1926)} 1-0'/><p>
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</object></div>
</div>
<div>
<br />
The second game was played at the Hungarian Chess club in New York City, no dates were given for either game.<br />
<br /></div>
<div style="text-align: center;">
<div>
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Hungarian Chess Club"] [Site "New York City"] [Date "????.??.??"] [Round "-"] [White "Herman Steiner"] [Black "L. Ross"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Nc3 Bb4 4.Bc4 Nge7 5.Ng5 d5 6.exd5 Na5 7.Bb5%2B Bd7 8.Qh5 Ng6 9.Bd3 f5 10.Nxh7 Kf7 11.d6 Bxd6 12.Ng5%2B Kf6 13.Nd5# {(Chicago Daily News: 18 August 1926).} 1-0'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Hungarian%20Chess%20Club%22%5D%0A%5BSite%20%22New%20York%20City%22%5D%0A%5BDate%20%22%3F%3F%3F%3F.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22L.%20Ross%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Nc3%20Bb4%204.Bc4%20Nge7%205.Ng5%20d5%206.exd5%20Na5%207.Bb5+%20Bd7%208.Qh5%0ANg6%209.Bd3%20f5%2010.Nxh7%20Kf7%2011.d6%20Bxd6%2012.Ng5+%20Kf6%2013.Nd5%23%20%20%20%201-0' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Hungarian%20Chess%20Club%22%5D%0A%5BSite%20%22New%20York%20City%22%5D%0A%5BDate%20%22%3F%3F%3F%3F.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Herman%20Steiner%22%5D%0A%5BBlack%20%22L.%20Ross%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Nc3%20Bb4%204.Bc4%20Nge7%205.Ng5%20d5%206.exd5%20Na5%207.Bb5+%20Bd7%208.Qh5%0ANg6%209.Bd3%20f5%2010.Nxh7%20Kf7%2011.d6%20Bxd6%2012.Ng5+%20Kf6%2013.Nd5%23%20%20%20%201-0'>PGN</a></iframe></p>
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<br /></div>
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How <b><i>Herman Steiner</i></b> fared at the 27th Western Chess Association Tournament, we leave for another post.</div>
</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-63185188719791912582014-07-02T00:09:00.002-05:002014-07-02T00:14:44.158-05:00Szachy wojenne 1939 - 1945. War Chess - Pawel Dudzinski<div style="text-align: center;">
<img src="http://pics.cdn.librarything.com/picsizes/6d/11/6d11e5296182f86596779426967444341587343.jpg" /> </div>
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<br /></div>
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It has been quite some time since I posted a book review but this is not so much a book review as much as it is a plea for a translation, this book deserves a much wider audience, than its limited edition of 600 copies and Polish language will afford it. Perhaps <i>McFarland</i> or some other publisher will consider the undertaking the task of translating and publishing <i><b>Szachy wojenne</b></i>. I don't read Polish, so what I gleaned of the books contents is from the five page English summary that is at the end of <i><b>Szachy wojenne.</b></i></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
This very handsome book seems to have an illustration or chess diagram on every page, and numerous games many played in harrowing circumstances,but the importance of <i><b>Szachy wojenne </b></i>lies in its narration and the English summary gives us who don't read Polish, an idea of the book's value.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i><b> </b>' The theme of the present book covers all the official and unofficial chess activities of ,,the Poles", ,,the Germans", and ,,the Ukrainians" in the years 1939- 1945 on the occupied territories of the Second Republic, and in the case of ,,Chess by the Germans" - also the German part of Silesia and Pomerania, which were incorporated in the Polish state after 1945.'</i><br />
<br />
But also the chess activities of Polish players who were living outside
the country fighting withe Free Polish forces, or as the case of the
Polish Olympiad team who were stranded in Buenos Aires at the beginning
of the war ; or the Poles who were deported to the Gulag, following the
partition of Poland by Germany and Soviet Union; which closely followed the
German invasion.<br />
<br />
<br /></div>
<div style="text-align: center;">
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "Partia towarzyska"] [Site "Getto warszawskie"] [Date "1942.08.16"] [Round "-"] [White "Jerzy Szapiro"] [Black "Marek Szapiro"] [Result "1-0"] 1.d4 Nf6 2.Nf3 b6 3.e3 Bb7 4.Bd3 c5 5.c3 e6 6.Nbd2 Qc7 7.O-O Nc6 8.Qe2 Nd5 9.Re1 Be7 10.Nc4 f6 11.e4 Nf4 12.Bxf4 Qxf4 13.d5 Nd8 14.d6 Bf8 15.g3 Qh6 16.Rad1 b5 17.Ne3 a6 18.a4 Bxd6 19.Nf5 {!} exf5 20.exf5%2B Kf7 21.Bc4%2B bxc4 22.Qxc4%2B Kf8 23.Rxd6 Bxf3 24.Rxd7 Rc8 25.Qd3 {(Szachy wojenne; p.94)} 1-0'/><p>
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<div style="text-align: left;">
The Nazis sponsored tournaments in occupied Poland in which Alexander Alekhine and other European masters participated; Paul Keres, and Efim Bogoljubow to name just two. How does affect our view of them?</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
But it is above all the story of the Polish chess players who truly had to "endure the unendurable" , who played chess when they could, clandestinely under yoke of the Third Reich; in the ghettos, in concentration camps; but mainly they had to survive and many perished in the Nazi death machine.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
So I hope someone will consider translating and publishing this book so that it may reach a wider audience. In the meantime til we have a translation of <i><b>Szachy wojenne, </b></i>that I may give it proper review; til then I am working on a couple of reviews which shall post soon.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i><b>Szachy wojenne 1939 - 1945. War Chess </b></i></div>
<div style="text-align: left;">
<b>Pawel Dudzinski</b></div>
<div style="text-align: left;">
Ostrow Wielkopolski, Biblioteka publiczna Ostrow.Towarzystwo Szachowe. (2013)</div>
<div style="text-align: left;">
300 pages</div>
</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-22816327220899386352014-06-17T14:56:00.001-05:002014-06-17T14:56:11.165-05:00"When found, make a note of ." Captain Cuttle<div style="text-align: center;">
<img class="" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/69/Captain_Cuttle_Dickens_1889.jpg/640px-Captain_Cuttle_Dickens_1889.jpg" style="max-height: 510px; max-width: 1263px;" width="376" /></div>
<br />
<div style="text-align: right;">
<i>Charles Dickens' Captain Cuttle </i><i>- Dombey and Son </i></div>
<i><br /></i>
<i>"When found, make a note of ," is a most admirable rule; and if the
excellent Captain had never uttered another word, he might have passed
for a profound philosopher. It is a rule which should shine in gilt
letters on the gingerbread of youth and the spectacle-case of age. Every man who reads with any view beyond mere pastime, knows the value of it. Every one, more or less acts upon it. Every one regrets or suffers who neglects it. There is some trouble in it, to be sure; but in what good thing is there not? and what trouble does it save!</i><br />
<i><br /></i>
<i>...“cannot be denied that reading and writing men, of moderate industry, who act on this rule for any considerable length of time, will accumulate a good deal of matter in various forms, shapes, and sizes—some more, some less legible and intelligible—some unposted in old pocket books—some on whole or half sheets, or mere scraps of paper, and backs of letters—some lost sight of and forgotten, stuffing out old portfolios, or getting smoky edges in bundles tied up with faded tape. There are, we are quite sure, countless boxes and drawers, and pigeon-holes of such things, which want looking over, and would well repay the trouble.”</i><br />
<br />
<div style="text-align: right;">
“<i>Notes and Queries</i>, Number 01, November 3, 1849.”<br />
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<br /></div>
<div style="text-align: left;">
I also, can think of no better advice; than that offered <i>Dickens</i>' Captain, in my research into Chicago chess history I had failed to make a note on numerous occasions, only to fail to remember where some interesting item of information appeared. I have copied numerous chess columns from the <i>Chicago Daily News </i>they sit in a heap, in large part unorganized, now is the time to bring some order to them before they get totally out control. I find now, I may have repeat some research I had already done, but such are the wages of sin.</div>
</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-24327944845844119102014-05-29T16:33:00.003-05:002014-05-29T17:17:27.931-05:00Vera Menchik biography forthcoming from McFarland.<span style="font-size: 1.6em;"><b><span style="font-size: small;"><i>Vera Menchik</i></span></b></span><i>: A Biography of the First Women’s World Chess Champion, with 350 Complete Games</i> by Robert B.
Tanner
is scheduled for release this fall/ winter from McFarland.<br />
<br />
<i>"Not only was Vera Menchik the first woman in the history of chess to
compete on an equal basis with the top male players, she absolutely
dominated women’s chess during the last 17 years of her life. Hers was a
fascinating career as an independent professional in an era where this
was rare for women in any endeavor."</i><br />
<br />
<br />
More information on the<i><b> Menchik</b></i> biography can be found on the McFarland website, link <a href="http://www.mcfarlandpub.com/book-2.php?id=978-0-7864-9602-0" target="_blank">here</a>. Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-82017714804224491062014-05-07T15:41:00.004-05:002014-08-31T21:23:49.100-05:00"For the Love of Three Oranges"The Russian composer <i><b>Sergei Prokofiev</b></i> having been commissioned by Chicago Opera Association's musical director Cleofonte Campanini; <i><b>Prokofiev's</b></i> new opera <i>"For the Love of Three Oranges"</i> had its premiere 30 December 1921, under the baton of the composer at Chicago's Auditorium Theatre.<br />
<br />
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<img alt="" height="640" 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" width="547" /> </div>
<div style="text-align: right;">
<i>(Chicago Daily Tribune</i>; December 30, 1921)</div>
<br />
<i> </i>While in Chicago<i><b> Prokofiev</b></i> was feted by the city's social elite, musical community and by Chicago's chess community.<br />
<br />
<i>"<b>Sergei Prokoffieff</b>, </i>[sic]<i> the composer of 'The Love of Three Oranges', the world premiere at the Chicago opera was given last week, is probably the strongest chess player among the many musical geniuses who excel at the royal game."</i><br />
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(<i>Chicago Daily News</i>: January 9, 1922)<br />
<br />
<div style="text-align: left;">
At a reception given in honor of the composer,attended by <i>"a crowd musical chess friends"</i> hosted by Edward Lasker the following game took place between <i><b>Prokofiev </b></i>and Lasker.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Off-hand game"] [Site "Chicago"] [Date "1922.??.??"] [Round "-"] [White "Sergei Prokofiev"] [Black "Edward Lasker"] [Result "1/2-1/2"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 a6 4.Bxc6 dxc6 5.b3 {This is an unusual but apparently good way of mobilizing the queen’s bishop.} Bc5 6.Bb2 f6 7.d3 Bg4 8.Nbd2 Ne7 9.h3 Bh5 10.Qe2 Ng6 11.g3 Qe7 12.Qf1 Bxf3 13.Nxf3 O-O-O 14.Nd2 h5 15.O-O-O h4 16.gxh4 Nf4 17.Nc4 Rxh4 18.Ne3 g6 19.Ng2 Rxh3 {Black realizes soon that he cannot maintain the pawn which he wins.The best continuation would have been to exchange the knights and to play pawn b5 after which he would have had the advantage of the open rook’s file and a well posted bishop.} 20.Nxf4 Rxh1 {.....(Chicago Daily News January 9, 1922)} 1/2-1/2'/><p>
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<div style="text-align: left;">
<br />
The<i> Daily News </i>published the game up to White's 28th move, but it seems newspaper gremlins intervened and the game does not work after Black's 20th move.Here is the game as it appeared in the<i> Daily News</i>.<br />
<br />
<div style="text-align: center;">
<img alt="" height="640" 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" 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As for the opera <i>"For the Love of Three Oranges" </i>it was given just two performances both with the composer conducting along with one performance in New York when the Chicago Opera company was on tour, again with the composer conducting. The critical reception to the opera, now part of the fringes of the repertory, was generally hostile. The dispirited composer wrote; " It was as though a pack of dogs had broken loose and were tearing my trousers to shreds." (1)<br />
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For more information on <i><b>Sergei</b></i> <i><b>Prokofiev</b></i> as a chess player click<a href="http://www.chesshistory.com/winter/extra/prokofiev.html" target="_blank"> here</a>, which will take you <i>Edward Winter's Chess Notes </i><br />
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(1) Quoted in Ronald Davis:<i> Opera in Chicago </i>(Appleton-Century, New York, 1966)<i>.</i>p.139<br />
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This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.
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Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-42650795454857572782014-04-16T12:15:00.001-05:002014-05-07T15:45:28.828-05:00Aron Nimzowitsch in Chicago 1927The April 4, 1927 issue of the <i>Chicago Tribune</i> carried the brief notice that:<br />
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"<i><b>Aaron </b></i>[sic]<i><b> Niemzowitsch</b> </i>[sic] <i>of Copenhagen, Denmark will play simultaneously against thirty-five chess players in the club rooms of the Chicago Chess and Checker club, 35 South Dearborn street, at 8 o'clock tonight." </i><br />
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This notice, is all the coverage <i><b>Nimzowitsch</b></i> would have during his visit to Chicago, the <i>Tribune </i>no longer had a chess column, and I have so far found no coverage of <b><i>Nimzowitsch</i><i>'s</i></b> visit in the pages of the <i>Chicago Daily News</i>.<br />
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<i><b>Nimzowitsch</b></i> had come the United States to compete in the international chess master's tournament that was to take place in New York City at the Jade Ballroom of the Hotel Manhattan Square.<br />
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" 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" style="cursor: move;" width="347" /></a></div>
<div style="text-align: right;">
(<i>New York Times</i>: February 17, 1927)</div>
<br />
<i><b>Nimzowitsch </b></i>would finish in third place in the chess master's tournament (10 1/2 points), behind Capablanca (14 points) and Alekhine (11 1/2 points), but ahead of Vidmar (10 points), Spielmann (8 points) and Marshall (6 points).<br />
<br />
After the tournament, <i><b>Nimzowitsch</b></i> made a mini tour of the American mid-west, stopping besides Chicago, in St. Louis and Cincinnati. After tour the <i>New York Times</i> reported that <i><b>Nimzowitsch</b></i> had played ninety-five games, winning seventy-nine, drawing eleven, and losing but five games.<br />
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<div style="text-align: center;">
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<div style="text-align: right;">
<i>(Chicago Tribune:</i>April 4, 1927)</div>
<div style="text-align: right;">
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It is thanks to the efforts <i>Olimpiu G.Urcan</i>, that we have the score of two games that <b><i>Nimzowitsch </i></b>played on his Chicago visit, both are consultation games against some of Chicago's finest players of the time. The <i>ChessCafe</i> article where these games appeared can be found <a href="http://www.chesscafe.com/text/urcan34.pdf" target="_blank">here</a> .These games were found in the April 5, 1928, edition of the <i>Brooklyn Daily Eagle</i>, that these were published almost a year after they were played and in the <i>Brooklyn Daily Eagle</i> gives hope that other games may be found.<br />
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Consultation game (two-board simultaneous exhibition)"] [Site "Chicago, April 1927"] [Date "1927.04.??"] [Round "-"] [White "Lewis J. Isaacs, Hermann Hahlbohm, Alexander Bisno"] [Black "Aron Nimzowitsch"] [Result "1-0"] 1.e4 e6 2.d4 d5 3.Nc3 Bb4 4.exd5 exd5 5.Nf3 Ne7 6.Bd3 Nbc6 7.O-O Bg4 8.h3 Bxf3 9.Qxf3 Nxd4 10.Qg4 Bxc3 11.bxc3 Ne6 12.f4 h5 13.Qe2 g6 14.Qe5 Rg8 15.Ba3 Nc6 16.Bb5 a6 17.Bxc6%2B bxc6 18.f5 gxf5 19.Rxf5 Qh4 20.Rxf7 Qxh3 21.Rf2 Kd7 22.Rd1 Rab8 23.c4 Qg4 24.Re1 Ng5 25.Qe7%2B {(Brooklyn Daily Eagle: April 5, 1928).} 1-0 '/><p>
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</object><br />
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<div>
In the <i>Brooklyn Daily Eagle </i>Herman<i> </i>Helms noted that <i><b>Nimzowitsch </b></i>had "encountered exceptionally strong opposition" in Chicago. In a twenty-three-board simultaneous there <i><b>Nimzowitsch</b></i> scored +16 –3 =4. The discrepancy between the Tribune report of 35 players taking part before the event and the <i>Brooklyn Daily Eagle</i> report 23 boards may be due in some part to the number consultation games played .<br />
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Consultation game (two-board simultaneous exhibition)"] [Site "Chicago, April 1927"] [Date "1927.04.??"] [Round "-"] [White "Aron Nimzowitsch"] [Black "Samuel Factor, S.W. Addleman and Harry E. Heick"] [Result "1/2-1/2"] 1.d4 Nf6 2.Nf3 d5 3.c4 e6 4.Bg5 Nbd7 5.e3 Be7 6.Nbd2 O-O 7.Bd3 c5 8.O-O b6 9.Qc2 h6 10.Bh4 Bb7 11.Rad1 Rc8 12.Qb1 Nh5 13.Bxe7 Qxe7 14.cxd5 Bxd5 15.Bh7%2B Kh8 16.Be4 Nhf6 17.Bxd5 Nxd5 18.dxc5 Nxc5 19.Ne5 Nd7 20.Nxd7 Qxd7 21.Nf3 Qa4 22.Rd2 Qb4 23.Rc1 Rfd8 24.Rxc8 Rxc8 25.g3 Kg8 26.Kg2 g6 27.Qd1 {(Brooklyn Daily Eagle: April 5, 1928).} 1/2-1/2 '/><p>
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</object><br />
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On April 21st, <i><b>Nimzowitsch</b></i> returned to Copenhagen aboard the steamship <i>Hellig Olav</i> of the Scandinavian- American Line, the <i>New York Times</i> noted that hoped to return in the fall to begin a exhibition tour, but sadly for American chess <i><b>Nimzowitsch</b></i> did not return.<br />
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FyAAAAA4Di4AAEAAMBxcAECAACA4+ACBAAAAMfBBQgAAACOgwsQAAAAHAcXIAAAADgOLkAAAABwHFyAAAAA4Di4AAEAAMBxcAECAACA4+ACBAAAAMfBBQgAAACOgwsQAAAAHAcXIAAAADiO/wB+eXIDN9ZpZAAAAABJRU5ErkJggg==" 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(<i>New York Times</i>: April 22, 1927)<br />
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Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com1tag:blogger.com,1999:blog-7418357683674986277.post-87460869318237805492014-03-19T08:32:00.000-05:002014-04-18T15:04:45.496-05:00Storming Fortresses: A Political History Of Chess In The Soviet Union, 1917-1948I ran across this dissertation today while browsing the web and I thought I share it with readers of this blog:<br />
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<a href="http://www.escholarship.org/uc/item/0s71f0cw" target="_blank">Michael Andrew Hudson - Storming Fortresses: A Political History Of Chess In The Soviet Union, 1917-1948</a><br />
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It is downloadable as a pdf. Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-46930855405726420912013-11-06T12:34:00.003-06:002013-11-07T16:22:23.486-06:00Magnus Carlsen's last big title.Much thanks; to the <a href="http://www.qualitychess.co.uk/blog/" target="_blank">Quality chess blog</a> for bringing this documentary to my attention. With the world championship just days away I thought I would share it with readers of this blog. <a href="http://www.vgtv.no/#!/video/73427/magnus-carlsen-39-s-last-big-title">http://www.vgtv.no/#!/video/73427/magnus-carlsen-39-s-last-big-title</a><br />
<br />
To readers of this blog fear not, I plan to begin posting again on a regular basis soon. Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-21107521600544053562013-09-09T16:30:00.001-05:002014-04-19T18:35:18.538-05:00Capablanca's first visit to Chicago; November 24, 1909<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9wZkd4J_gQQy0et_YsvSYatpOyevgdMdw_jXrCM2g1zgDEpaspQ3-HmclZJo8gFusVeX8yw_dugE1WP9tarBd2hI42-Oq9fyOpH2kULcbOkurdaiyc-0nYrAyoGW-NJNS0BezjRLTqfo/s1600/n081138.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9wZkd4J_gQQy0et_YsvSYatpOyevgdMdw_jXrCM2g1zgDEpaspQ3-HmclZJo8gFusVeX8yw_dugE1WP9tarBd2hI42-Oq9fyOpH2kULcbOkurdaiyc-0nYrAyoGW-NJNS0BezjRLTqfo/s640/n081138.jpg" height="640" width="508" /> </a></div>
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<b>Jose Raul Capablanca </b>(1926) </div>
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DN-0081138, <i>Chicago Daily News</i> negatives collection</div>
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Chicago History Museum. </div>
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I recently purchased a copy of <i>The Unknown Capablanca </i>by David Hooper and Dale Brandreth, and noticed that <b>Capablanca's</b> first simultaneous exhibition in Chicago took place in 1909, and although <i>Unknown Capablanca </i> has over 200 games; most of which had not been published outside of their original publication, none were from his first exhibition in Chicago.<br />
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The <b>Jose Raul Capablanca</b> who made his first Chicago appearance on November 24, 1909 was no longer the child prodigy of earlier times, but a graduate of Columbia University, who had won, his first major match, against Frank J. Marshall, quite convincingly with 8 wins, 1 lost game and 14 draws.<br />
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Herman Helms, editor of the <i>American Chess Bulletin</i>, agreed to organize the American tours for <b>Capablanca,</b> in the hopes promoting the sales of his magazine, lamentably the <i>American Chess Bulletin </i>would gain just four new subscribers for it's trouble.<i> </i>(Hooper and Brandreth; p.141)<i></i><br />
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By the time <b>Capablanca</b><i> </i>reached Chicago , the young Cuban master had played hundreds of games during his tour. Both the <i>Chicago Tribune</i> and <i>Chicago Daily News</i> provided some coverage of Cubans arrival and stay in the "windy city".<br />
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<i>"<b>Jose R. Capablanca</b>, the young Cuban chess expert, who stepped into the front rank of the world's chess masters by his overwhelming defeat of Marshall, will give an exhibition of simultaneous chess tonight at the rooms of the Chicago Chess and Checker club in the Schiller building."</i> <br />
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(<i>Chicago Daily Tribune</i>; November 24, 1909)<br />
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Both the <i>Tribune</i> and <i>Daily News</i> noted the quick pace of play by <b>Capablanca </b>during simultaneous exhibitions; the Daily News reporting;</div>
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<i> " He is a rapid player and frequently finishes these simultaneous affairs in half the time taken here. The unusual time taken by the Chicago exhibition is explained by the strength of field against him."</i></div>
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<b>Capablanca's</b> easy demeanor and winning personality made him a favorite of the Chicago chess world.<br />
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<i>"<b>Capablanca</b> made a good
impression upon the Chicago chess world by his skill as a player and by
his personality. In appearance he is youthful and slender. He looks and
acts like a nice, quite college student, which, indeed he is, having
recently graduated from Columbia university."</i></div>
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<i>(Chicago Daily News; </i>November 27, 1909<i>) </i></div>
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Thirty-one local experts faced <b>Capablanca</b>, the young Cuban expert won twenty-five games, lost four games, with two games ending in a draw. The winners against Capablanca being Oscar Chajes, Charles W. Phillips, F.H. Chase, and Einar Michelsen. Draws were secured by Louis Uedeman and Judge Smith.</div>
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The Tribune published one game from the exhibition, the win of F. H. Chase over the Cuban expert in it's December 5th chess column.</div>
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The <i>Chicago Daily News </i>printed<i> </i>four games from the exhibition,<b> Capablanca's </b>wins against Sullivan and Erdeky, and loses to Chajes and Michelsen.<br />
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "simultaneous exhibition"] [Site "Chicago Chess and Checker club"] [Date "1909.11.24"] [Round "-"] [White "Jose Raul Capablanca"] [Black "K. Erdeky"] [Result "1-0"] 1.e4 e5 2.f4 Bc5 3.Nf3 Nc6 4.fxe5 Qe7 5.c3 Nxe5 6.d4 Nxf3%2B 7.Qxf3 Bb6 8.Bd3 d6 9.O-O h6 10.Na3 Be6 11.Nc4 Bxc4 12.Bxc4 Nf6 13.Bd3 O-O 14.Bxh6 gxh6 15.Qxf6 Qxf6 16.Rxf6 Kg7 17.Raf1 Rae8 18.R6f4 c6 19.Rg4%2B Kh8 20.Rf6 Re6 21.Rxe6 fxe6 22.Rg6 Re8 23.Rxh6%2B {and Capablanca wins this game. (Chicago Daily News; Novemeber 27, 1909)} 1-0'/><p>
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<i>"Oscar Chajes was the first one to obtain a victory over the youthful chess master. On his sixteenth move Capablanca made a blunder, an unusual thing for him to do. Chajes took prompt advantage of his opportunity and forced a speedy ending."</i><br />
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<i>(Chicago Daily News; </i>November 27, 1909<i>) </i></div>
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "simultaneous exhibition"] [Site "Chicago Chess and Checker club"] [Date "1909.11.24"] [Round "-"] [White "Jose Raul Capablanca"] [Black "Sullivan"] [Result "1-0"] 1.e4 e5 2.d4 exd4 3.c3 dxc3 4.Bc4 Nc6 5.Nf3 Qf6 6.Nxc3 Bb4 7.O-O Bxc3 8.bxc3 Ne5 9.Nxe5 Qxe5 10.Qf3 Qf6 11.Qg3 c6 12.Bg5 Qg6 13.Qe5%2B Kf8 14.f4 h6 15.Qc7 f6 16.Bh4 Qe8 17.e5 Qe7 18.Rad1 Qc5%2B 19.Rd4 f5 20.Qd8# {(Chicago Daily News; November 27, 1909)} 1-0 '/><p>
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<object data="http://kvchess.com/releases/latest/KnightVision.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://kvchess.com/releases/latest/KnightVision.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "simultaneous exhibition"] [Site "Chicago Chess and Checker club"] [Date "1909.11.24"] [Round "-"] [White "Jose Raul Capablanca"] [Black "E. Michelsen"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 Nf6 4.O-O d6 5.d4 exd4 6.Nxd4 Bd7 7.Nc3 Be7 8.b3 O-O 9.Bb2 Re8 10.Nde2 Bf8 11.Ng3 g6 12.Qd3 Bg7 13.f4 Nxe4 14.Ncxe4 Bf5 15.Bxc6 bxc6 16.Qf3 Bxe4 17.Nxe4 Bxb2 18.Rad1 d5 19.Ng3 Qe7 20.Qg4 Qc5%2B 21.Kh1 Qxc2 22.f5 Be5 23.Rc1 Qd3 24.Rfd1 Qe3 25.fxg6 hxg6 26.Rxc6 Bxg3 27.hxg3 Kg7 28.Qd4%2B Qxd4 29.Rxd4 Re1%2B 30.Kh2 Rh8%2B 31.Rh4 Rd8 32.Rxc7 g5 33.Rh5 Kg6 34.g4 d4 35.Rc4 f6 36.Rc7 Re4 37.Kh3 Rxg4 38.Kxg4 f5%2B 39.Kf3 Kxh5 40.Ke2 d3%2B 41.Kd2 Rd5 42.b4 a5 43.Rc5 Rd4 44.Rxf5 axb4 45.Rf3 Rd5 46.Rxd3 Ra5 47.Rd4 Rxa2%2B 48.Ke1 Rxg2 {And Michelsen finally won. (Chicago Daily News; November 27, 1909)} *'/><p>
<iframe width='100%' height='350' src='http://kvchess.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22simultaneous%20exhibition%22%5D%0A%5BSite%20%22Chicago%20Chess%20and%20Checker%20club%22%5D%0A%5BDate%20%221909.11.24%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Jose%20Raul%20Capablanca%22%5D%0A%5BBlack%20%22E.%20Michelsen%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20Nf6%204.O-O%20d6%205.d4%20exd4%206.Nxd4%20Bd7%207.Nc3%20Be7%208.b3%0AO-O%209.Bb2%20Re8%2010.Nde2%20Bf8%2011.Ng3%20g6%2012.Qd3%20Bg7%2013.f4%20Nxe4%2014.Ncxe4%20Bf5%0A15.Bxc6%20bxc6%2016.Qf3%20Bxe4%2017.Nxe4%20Bxb2%2018.Rad1%20d5%2019.Ng3%20Qe7%2020.Qg4%20Qc5+%0A21.Kh1%20Qxc2%2022.f5%20Be5%2023.Rc1%20Qd3%2024.Rfd1%20Qe3%2025.fxg6%20hxg6%2026.Rxc6%20Bxg3%0A27.hxg3%20Kg7%2028.Qd4+%20Qxd4%2029.Rxd4%20Re1+%2030.Kh2%20Rh8+%2031.Rh4%20Rd8%2032.Rxc7%20g5%0A33.Rh5%20Kg6%2034.g4%20d4%2035.Rc4%20f6%2036.Rc7%20Re4%2037.Kh3%20Rxg4%2038.Kxg4%20f5+%2039.Kf3%0AKxh5%2040.Ke2%20d3+%2041.Kd2%20Rd5%2042.b4%20a5%2043.Rc5%20Rd4%2044.Rxf5%20axb4%2045.Rf3%20Rd5%0A46.Rxd3%20Ra5%2047.Rd4%20Rxa2+%2048.Ke1%20Rxg2%20%20%20%20*' border='no' seamless='seamless'><a href='http://kvchess.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22simultaneous%20exhibition%22%5D%0A%5BSite%20%22Chicago%20Chess%20and%20Checker%20club%22%5D%0A%5BDate%20%221909.11.24%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Jose%20Raul%20Capablanca%22%5D%0A%5BBlack%20%22E.%20Michelsen%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bb5%20Nf6%204.O-O%20d6%205.d4%20exd4%206.Nxd4%20Bd7%207.Nc3%20Be7%208.b3%0AO-O%209.Bb2%20Re8%2010.Nde2%20Bf8%2011.Ng3%20g6%2012.Qd3%20Bg7%2013.f4%20Nxe4%2014.Ncxe4%20Bf5%0A15.Bxc6%20bxc6%2016.Qf3%20Bxe4%2017.Nxe4%20Bxb2%2018.Rad1%20d5%2019.Ng3%20Qe7%2020.Qg4%20Qc5+%0A21.Kh1%20Qxc2%2022.f5%20Be5%2023.Rc1%20Qd3%2024.Rfd1%20Qe3%2025.fxg6%20hxg6%2026.Rxc6%20Bxg3%0A27.hxg3%20Kg7%2028.Qd4+%20Qxd4%2029.Rxd4%20Re1+%2030.Kh2%20Rh8+%2031.Rh4%20Rd8%2032.Rxc7%20g5%0A33.Rh5%20Kg6%2034.g4%20d4%2035.Rc4%20f6%2036.Rc7%20Re4%2037.Kh3%20Rxg4%2038.Kxg4%20f5+%2039.Kf3%0AKxh5%2040.Ke2%20d3+%2041.Kd2%20Rd5%2042.b4%20a5%2043.Rc5%20Rd4%2044.Rxf5%20axb4%2045.Rf3%20Rd5%0A46.Rxd3%20Ra5%2047.Rd4%20Rxa2+%2048.Ke1%20Rxg2%20%20%20%20*'>PGN</a></iframe></p>
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Just over a to the year to the date <b>Capablanca</b> would return to the "windy city", to give another simultaneous display. Although these five games don't add much to <b>Capablanca's</b> legacy, they are part of Chicago chess history and <b>Capablanca's </b>debut in the "windy city". <br />
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This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-76500402299448798542013-08-03T12:39:00.000-05:002013-08-11T06:41:21.024-05:00Unknown Emanuel Lasker games?The ex-world chess champion <b>Dr. Emanuel Lasker</b> was greeted by hundreds of fans when he arrived at Chicago's Dearborn street train station on the afternoon of Saturday, February 20, 1926. The ex-champions arrival and reception was duly reported in the February 22nd edition of the <i>Chicago Daily News</i>.<br />
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<i>"That the man who held the title of chess champion of the world for twenty-six years was deeply moved by the sincerity of the ovation given him upon his first appearance in Chicago since winning the New York international and securing the runner-up position at Moscow, was evident by the glistening of his keen brown eyes and his smile of appreciation"</i><br />
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The reception committee was headed by Harry E. Heick representing the Chicago Chess and Checker club,<br />
S. D. Factor, city and state champion, and <i>"Sir Knight"</i> (Sir S.S. Bell), chess editor of the <i>Chicago Daily News</i>, as well delegates of the various chess club throughout the city.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKehBmNtzgi-p-wJDz099s9pz0PXwd1f-ZA1uub3rNjtSAdU9Ldzzn_qI5RO1hsB55BW4INNdlnUbeDLb652wqk6RnfQIkQQ-dNYqtFnQkXDLF5eWgroE-1ni2nsbslFEaE9Lfq8wVWa8/s1600/s065799b.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="508" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKehBmNtzgi-p-wJDz099s9pz0PXwd1f-ZA1uub3rNjtSAdU9Ldzzn_qI5RO1hsB55BW4INNdlnUbeDLb652wqk6RnfQIkQQ-dNYqtFnQkXDLF5eWgroE-1ni2nsbslFEaE9Lfq8wVWa8/s640/s065799b.jpg" width="640" /></a></div>
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<i><b>Sir S. S. Bell (Sir Knight) and Dr. Emanuel <b>Lasker</b> </b></i></div>
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<i>1926<b> </b></i></div>
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<i><b> </b>SDN-065799B</i></div>
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<i> Chicago Daily News negatives collection</i></div>
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<i>Chicago History Museum.</i><br />
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Later that evening, <b>Lasker</b> would give a simultaneous exhibition at the rooms of the Chicago Chess and Checker club against thirty opponents, the ex-champion won 28 games, Charles Elison and J. M. Juran were the only players who managed to draw their games against the ex-champion.</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibition"] [Site "Chicago Chess Club"] [Date "1926.02.20"] [Round "-"] [White "Emanuel Lasker"] [Black "Charles Elison"] [Result "1/2-1/2"] 1.e4 c5 2.Nf3 Nc6 3.Be2 g6 4.O-O Bg7 5.c3 d5 6.d3 dxe4 7.dxe4 Qc7 8.Na3 a6 9.Be3 b6 10.Nd2 Nf6 11.f4 Bb7 12.Bf3 Rd8 13.Qe2 O-O 14.Nc2 Rfe8 15.Rad1 e5 16.f5 gxf5 17.exf5 Nd4 18.cxd4 exd4 19.Qf2 dxe3 20.Nxe3 Rxe3 21.Bxb7 Red3 22.Bxa6 Ng4 23.Qh4 R3d4 24.Be2 Nf6 25.Qe1 Re8 26.Qf2 Ne4 27.Nxe4 Rdxe4 28.Bb5 Be5 29.g3 Re7 30.Kh1 f6 31.b3 Bd4 32.Qf3 Re3 33.Qa8%2B Kg7 34.Rf4 Qb7%2B 35.Qxb7 Rxb7 36.Rg4%2B Kh6 37.Rd2 Rbe7 38.Kg2 R3e5 {Draw ( Chicago Daily News; March 10, 1926)} 1/2-1/2'/><p>
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<b>Lasker</b> had set sail from Hamburg aboard the steamship <i>Cleveland</i>, and had arrived in New York on January 19th, the ex-champions tour will him take him as far west as Seattle. Chicago would twice host the ex-champion during his current tour.<br />
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On the 23rd of February, at the Hamilton club, <b>Lasker</b> faced thirty-two opponents, including four former Illinois state champions. The gymnasium of the Hamilton club was packed with hundreds of Chicago chess fans, who saw the ex-champion victorious at twenty-six boards, two games ended in draws and four opponents <i>"compelled the doctor to lay down his king."</i><br />
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The simultaneous exhibition was followed by a dinner at the Hamilton club and speeches.<br />
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<i> "Sixty covers were laid at the dinner given in honor of Chicago distinguished visitor by the chess section of the Hamilton club. Introducing <b>Dr. Lasker</b> as the man who had held the world's championship at chess for twenty-six consecutive years, the master of ceremonies, M.S. Kuhns, told of his own visits to Berlin, Heidelberg and other university cities of Europe where, much to his surprise, he discovered the eminent doctor was even more largely recognized as an author, linguist, traveler and philosopher than he was as a master of chess."</i><br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibition"] [Site "Hamliton Club of Chicago"] [Date "1926.02.23"] [Round "-"] [White "Emanuel Lasker"] [Black "Charles W. Phillips"] [Result "0-1"] 1.c4 g6 {Trying to get the single player out of the books.} 2.d4 Bg7 3.Nf3 Nf6 4.Nc3 O-O 5.Bg5 d6 6.Qd2 {Already preparing king’s side attack.} Nbd7 7.Bh6 {Two moves to exchange bishops still aiming at king’s side attack.} Re8 {Giving room and preparing for all importantmove e5 later.} 8.Bxg7 Kxg7 9.h4 {Going for a fierce K side attack which black’s e5 all of the sting out of.} e5 {See last note.} 10.h5 Nxh5 11.O-O-O e4 12.Ne1 e3 {Giving back the pawn and hopelessy tying up black’s forces.} 13.fxe3 Ng3 14.Rg1 Nf6 15.Nd3 Bf5 16.Qe1 Rxe3 17.Qf2 {The Q moves are funny. He is now playing for a slip.} Ng4 18.Qe1 Qg5 {A threat which holds to theend of the game.} 19.Qd2 Rae8 {Now every piece is bearing with full force.} 20.Nd5 Ne4 {The decisive move.} 21.Nxe3 Nxe3 {Much stronger than taking Q. The rest is easy.} 22.Qe1 Nxf1%2B 23.Kb1 Ned2%2B 24.Ka1 Bxd3 25.Rxf1 Rxe2 {Resigns (Chicago Daily News; March 1, 1926)} 0-1'/><p>
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<i> 'In replying, <b>Dr. Lasker</b> said in part; "The old game of chess is as important, as vital as well deserving of a high position as any game in the world. the game has a mission to accomplish and that is to draw people together to a better understanding of another when they are kept asunder by geographical, political or social lines. It is an equalizer of humanity." '</i></div>
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<i>Chicago Daily News</i>; February 24,1926</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibition"] [Site "Hamliton Club of Chicago"] [Date "1926.02.23"] [Round "-"] [White "Emanuel Lasker"] [Black "Eugene Herz"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 a6 4.Ba4 Nf6 5.O-O b5 6.Bb3 Bc5 7.Nxe5 O-O 8.Nxc6 dxc6 9.d3 Ng4 10.h3 Ne5 11.Qe2 Qh4 12.Be3 Bxh3 13.Bxc5 Bxg2 14.f4 Bxf1 15.Qxf1 Qg3%2B 16.Kh1 Nf3 17.Bg1 Qh4%2B 18.Kg2 Ne1%2B 19.Qxe1 Qxe1 20.Bd4 Rfd8 21.Be5 Rd6 22.Bxd6 cxd6 23.a4 b4 24.a5 Qc1 25.Ra4 c5 26.Nc3 bxc3 27.bxc3 Qxf4 28.Ra1 Qd2%2B 29.Kf3 Qxc3 30.Rf1 Qxa5 31.Ke2 Ra7 32.Bd5 Kf8 33.Rb1 Qc3 34.Rb8%2B Ke7 35.Bb3 a5 {Resigns (Chicago Daily News; March 1, 1926)} 0-1'/><p>
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<b>Lasker's</b> stay in Chicago ended with a simultaneous exhibition at the City Club of Chicago on February 26th, the ex-champion contested games against thirty local players. The doctor won twenty-five games, lost two games, and three draws.<br />
<br />
<i> " Two of the games contested last night without sight of the board or pieces by either the exhibitor or Mr. and Mrs. T.R. Gundlach, who opposed the doctor in this event. Both their games resulted in draws."</i><br />
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<i> "Lewis J. Issacs and Donald Kirk covered themselves in glory by compelling <b>Dr. Lasker</b> to lay down his king. The former Illinois champion [Issacs] offered a brilliant pawn sacrifice at the thirty first move and scored a beautiful victory...." </i><br />
<div style="text-align: right;">
<i>Chicago Daily News</i>: February 26, 1926 </div>
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<div style="text-align: left;">
The Kirk game given below was annotated by the winner.</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibition"] [Site "City Club of Chicago"] [Date "1926.02.25"] [Round "-"] [White "Emanuel Lasker"] [Black "Donald Kirk"] [Result "0-1"] 1.c4 e6 2.d4 {in simultaneous exhibitions Dr. Lasker seems to prefer conservative oenings relying on his end-game play to win.} Nf6 3.Nf3 d5 4.Bg5 Be7 5.e3 O-O 6.Nc3 h6 7.Bf4 a6 8.Rc1 c5 {The isolated pawn is not necessarily weak, as it releases the queen’s bishop at once.} 9.cxd5 exd5 10.dxc5 Bxc5 11.Bd3 Bg4 12.h3 Be6 13.O-O Nc6 14.Bb1 Rc8 15.Qe2 Bd6 16.Bxd6 Qxd6 17.Rfd1 Rfd8 18.Nd4 Qf8 19.a3 Qe7 20.Qe1 Qd7 21.Na4 Qd6 22.Nc5 Nxd4 23.exd4 Qe7 24.Qb4 Rc7 25.Nxe6 {Lining up the black rooks will make the white knight very hard to defend.} Qxb4 26.axb4 Rxc1 27.Rxc1 fxe6 28.Bg6 Kf8 29.Rc7 Rd7 30.Rc8%2B Ke7 31.Kf1 Rd8 32.Rc3 Kd7 33.Ke2 Rc8 34.Ke3 Rc7 35.Kd3 Kd6 {Not the best, but black is content with a draw and prefers to let white do the forcing.} 36.f4 Rd7 37.Rc8 Rc7 38.Rf8 Ke7 39.Rb8 Nd7 40.Re8%2B Kd6 41.f5 {Threatening mate on the move.} exf5 0-1'/><p>
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The ex-champion left Chicago to continue his tour of the country, but would return to the city for a brief stop in April. During his first stay in Chicago, of the current tour, <b>Lasker </b>had won eighty one games, had had seven drawn games and forced to lay down his king six times.<br />
<br />
The ex-champions <span class="st">imminent return</span> to Chicago was announced, in the April 2nd issue of the <i>Chicago Daily News.</i><br />
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<i> "<b>Dr. Emanuel Lasker </b>will return to Chicago Wednesday , April 14, as the guest of the City club, at which time he will give an exhibition of his ability at rapid play.</i><br />
<i> On this occasion the German master will tackle ten of Chicago's expert players, using time clocks, permitting his opponents twenty moves an hour, while the former world's chess champion will be obliged to make 200 moves each hour or forfeit his games. </i><br />
<i> The players selected to meet <b>Dr. Lasker</b> in this event are Factor, Hahlbohm, Isaacs, C.W. Phillips, Dr. Phillips, Sparrow, Norris, Addlemann, Margolis, and Elison." </i><br />
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The April 14th, City club exhibition was to be Lasker's last public apperance in Chicago before his departure home to Berlin. A dinner, followed by a lecture by the ex-champion procceeded the simultaneous exhibition.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMmxNoUfzYar4jcWCUX4BgkqBi9wOdnV6iL_fzN_xm_HlVArE96ndUc4xqFhwYERUCeZ4lcDLv1e4FtIXsIPtFLw5zDrBT34cMvp_hMPx17stYEue3LfKj7Tvm4frn8OmyGsHL_wB6rQs/s1600/photo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMmxNoUfzYar4jcWCUX4BgkqBi9wOdnV6iL_fzN_xm_HlVArE96ndUc4xqFhwYERUCeZ4lcDLv1e4FtIXsIPtFLw5zDrBT34cMvp_hMPx17stYEue3LfKj7Tvm4frn8OmyGsHL_wB6rQs/s640/photo.JPG" width="257" /></a></div>
<div style="text-align: right;">
<i>Chicago Daily News</i>; April 15, 1926</div>
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The ex-champion won six games, drew three games and lost one game; under the handicap of having to make 200 moves each hour, while his opponents needed to make just 20 moves. Albert C. Margolis forced the doctor to lay down his king, while Addlemann, Norris, and Dr. Phillips managed wrestle draws from th ex-champion.<br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "simultaneous exhibition"] [Site "City Club of Chicago"] [Date "1926.04.14"] [Round "-"] [White "J.H. Norris"] [Black "Emanuel Lasker"] [Result "1/2-1/2"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Nf6 4.Nc3 Nxe4 5.Nxe4 d5 6.Bd3 dxe4 7.Bxe4 Bd6 8.O-O O-O 9.Re1 Ne7 10.d4 {Although this move looks dangerous, it is all that is left.} f5 {Probably not best.} 11.dxe5 fxe4 12.exd6 Qxd6 13.Qxd6 cxd6 14.Rxe4 Nc6 15.c3 Bf5 16.Re1 Bg4 17.Nd4 Nxd4 18.cxd4 Rac8 19.f3 Bf5 20.Bd2 Rfe8 21.Rxe8%2B Rxe8 22.Kf2 Rc8 23.Rc1 Rxc1 24.Bxc1 Bc2 25.a3 Bb3 26.Bf4 d5 27.Ke3 Kf7 28.Bb8 a5 29.h4 a4 30.g4 Bd1 31.Be5 h6 32.g5 hxg5 33.hxg5 b6 34.f4 {Draw ( Chicago Daily News; April 16, 1926)} 1/2-1/2'/><p>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibtion"] [Site "City Club of Chicago"] [Date "1926.04.14"] [Round "-"] [White "D. T. Phillips"] [Black "Emanuel Lasker"] [Result "1/2-1/2"] 1.b3 e5 2.Bb2 d6 3.g3 Bd7 4.Bg2 Bc6 5.e4 f5 6.d3 Nf6 7.Nd2 g6 8.Ne2 Nbd7 9.c3 Bh6 10.Qc2 O-O 11.b4 fxe4 12.Nxe4 d5 13.Nxf6%2B Nxf6 14.O-O Qd7 15.a4 a6 16.Nc1 Rf7 17.b5 Bxb5 18.axb5 Qxb5 19.Qb3 Rd8 20.Qxb5 axb5 21.Nb3 c6 22.Bh3 Rc7 23.Nc5 Re8 24.Ra7 Ree7 25.Be6%2B Kg7 26.Bh3 Kf7 27.Ra8 b6 28.Nb3 c5 29.Rfa1 c4 30.dxc4 bxc4 31.Nc1 b5 32.Rb8 Rb7 33.Rxb7 Rxb7 34.Ne2 Bf8 35.Bc1 b4 36.cxb4 Rxb4 37.Bg2 Be7 38.Nc3 e4 39.Be3 Rb3 40.Bd4 Bb4 41.Ra7%2B Kg8 42.Bxf6 Bxc3 43.Bg5 Bd4 44.Ra8%2B Kf7 45.Rc8 Rb2 46.Be3 Bxe3 47.fxe3 Re2 48.Kf1 Rxe3 49.Rc6 Ke7 50.Bh3 c3 51.Kf2 d4 52.Bg4 h5 53.Be2 h4 54.Rc4 hxg3%2B 55.hxg3 c2 56.Rxc2 Kd6 57.Ra2 Rc3 58.Ra6%2B Rc6 59.Ra8 Rc2 60.Ke1 d3 61.Bxd3 exd3 62.Rd8%2B Ke5 63.Rxd3 {Draw (Chicago Daily News; 1926)} 1/2-1/2'/><p>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibtion"] [Site "City Club of Chiagoo"] [Date "1926.04.14"] [Round "-"] [White "W. E. Sparrow"] [Black "Emanuel Lasker"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Nf6 4.Nc3 Nxe4 5.d4 Nxc3 6.bxc3 d5 7.Bb3 e4 8.Ng1 Be6 9.f3 Bd6 10.Be3 f5 11.f4 O-O 12.Ne2 Ne7 13.O-O b6 14.Ng3 c5 15.a4 c4 16.Ba2 Bd7 17.Qe2 Qe8 18.Kh1 Bxa4 19.Bxc4 Bxc2 20.Bb5 Bd3 21.Bxd3 exd3 22.Qxd3 a5 23.Bd2 Qc6 24.Rfe1 b5 25.Re6 a4 26.Rae1 Qd7 27.Nh5 a3 28.R6e2 a2 29.Ra1 Ra4 30.Bc1 Rfa8 31.Qc2 Qc6 32.Qb3 Qc4 33.Qxc4 dxc4 34.Re6 R8a6 35.Ng3 g6 36.h4 Nd5 37.Ne2 Kf7 38.Re5 Bxe5 39.fxe5 b4 40.Bb2 bxc3 41.Bxc3 Ra3 42.Bb2 Rb3 {Resigns (Chicago Daily News; April 19, 1926)} 0-1 '/><p>
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<i> </i>On April 15th, <b>Lasker</b> left Chicago for Cleveland and New York, after which he will return home to Berlin,<br />
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Note: I a have a question mark in the title of this post, because I am unsure if these games are in any Lasker database or in Ken Whyld's collection of Lasker games, which I don't have, but which I shall purchase. </div>
<a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license"><img alt="Creative Commons License" src="http://i.creativecommons.org/l/by-nc-sa/3.0/88x31.png" style="border-width: 0;" /></a><br />
This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-30338579989864320422013-07-16T13:51:00.001-05:002014-07-30T12:05:37.786-05:00"Who is Oscar Chajes?""<i>Who is <b> Oscar Chajes</b>?"</i> So begins Louis Uedemann's<i> "For the Devotees of Chess"</i> column in the <i>Chicago Tribune,</i> for September 19, 1909, <b>Chajes</b> had just won the championship of the Western Chess Association.<br />
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<i> " Mr. <b>Chajes </b>was born Dec. 13, 1877, at Koriz, in Austrian Silesia. There he learned to play chess from his private teacher at the age of 9 years. Only an occasional game was played, however, and when Mr. <b>Chaje</b>s was old enough to attend the gymnasium Leinberg in Galicia, he knew barely more than the moves. </i><br />
<i> With more opportunity to play fellow students he advanced rapidly. While attending university in Vienna at the age of [?] he meet many strong players in the coffee houses and soon became one of the best odd givers in these popular chess resorts of the Austrian capital."</i><br />
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<i>Chicago Daily Tribune;</i> September 19, 1909</div>
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Uedemann noted that <b>Chajes</b> was an expert endgame player and odds giver, and though <b>Chajes</b> was no opening theoretician, those opening he knew he knew well.<br />
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<b>Oscar Chaje</b>s first came to attention of most readers of the <i>Chicago Tribune </i>in 1905, with his win over Emanuel Lasker, during Lasker's simultaneous exhibition at the Chicago Chess Club that year. Annotations are by Emil Kemeny.</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "simultaneous exhibitions"] [Site "Chicago"] [Date "1905.??.??"] [Round "-"] [White "Emanuel Lasker"] [Black "Oscar Chajes"] [Result "0-1"] [ECO "C21"] 1.e4 e5 2.d4 exd4 3.Nf3 Bc5 4.Bc4 d6 5.c3 d3 {the usual play is dxc3. The move selected leads to a even game.} 6.b4 Bb6 7.a4 a5 8.O-O Bg4 9.Nbd2 Nf6 10.Bxd3 Nc6 11.Bb5 O-O 12.Bxc6 bxc6 13.h3 Bh5 14.Qc2 Qd7 15.Nd4 Rfe8 16.Nf5 Bg6 17.g4 h5 18.bxa5 Ba7 19.gxh5 Nxh5 20.Nf3 d5 {A strong move which forces white to the defence.} 21.N3h4 Rxe4 22.Nxg6 fxg6 23.Kg2 {He could not well save the piece, black threatened to bring about a mating position.} Qxf5 24.f4 Rae8 25.Ra2 Re2%2B 26.Qxe2 Rxe2%2B 27.Rxe2 Qd3 {Which caused White’s surrender , Qg3 is threatened. White Resigns. (Chicago Daily Tribune; May 21, 1905)} 0-1'/><p>
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<b>Chajes</b> is reported to have settled in Chicago in 1904, once settled, he soon became a fixture and the champion of the Chicago's new West Side Chess Club.<br />
<br />
We next catch sight of <b>Chajes</b> in 1907, the <i>Tribune</i> noting that at West Side Chess club, <b>Chajes</b><i> "is always ready to meet any visitor over the board."</i> On November 3rd, the <i>Tribune</i> had news that <b>Chajes</b> would give a simultanoues exhibition at the West Side Chess club.<br />
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In 1908, <b>Chajes</b> tied for second, third, forth with Louis Uedemann, H. F. Lee for the championship of the Illinois Chess association, each player losing but one game. Charles W. Phillips won the annual tournament, traditionally held on George Washington's birthday, Phillips winning the tournament without the loss of a game,.<br />
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Later in 1908, <b>Chajes</b> contested a match against the <i>Tribune</i>'s chess editor, Louis Uedemann, the winner of the match being the first player to win five games. As Uedemann reported in Tribune column of August 9th. <i>"The result was as close as possible: Uedemann, 5; <b>Chajes</b>, 4; drawn, 3."</i><br />
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In the eleventh game of the match:<i> "Black injures his fine position, at the twentieth move by the injudicious exchange but white later goes after a pawn which places his rook out of play and the last mistake loses."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune; </i>August 2, 1908 <i><br /></i></div>
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<i>"An old chess adage says the man who tries to win a draw position generally loses. This proved true in the final game of the match at the Chicago Chess and checker club, when <b>O. Chajes</b> played for the win beyond the danger point and lost the final game and with it the match to L. Uedemann."</i><br />
<div style="text-align: right;">
<i>Chicago Daily Tribune ; </i>August 9, 1908</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess and Checker club"] [Date "1908.??.??"] [Round "12"] [White "Louis Uedemann"] [Black "Oscar Chajes"] [Result "1-0"] 1.d4 d5 2.Nf3 Nf6 3.c4 e6 4.Nc3 c6 5.Bg5 Be7 6.e3 Ne4 7.Nxe4 dxe4 8.Bxe7 Qxe7 9.Nd2 f5 10.Be2 Nd7 11.O-O Nf6 12.Qc2 e5 13.Nb3 O-O 14.Rad1 f4 15.dxe5 Qxe5 16.exf4 Qxf4 17.Rd4 Qg5 18.Qd2 Qxd2 19.Rxd2 b6 20.Re1 c5 21.f3 Bf5 22.g4 Bg6 23.f4 e3 24.Rdd1 Bc2 25.Rc1 Bxb3 26.axb3 Rad8 27.Bf3 Rd4 28.Rxe3 Rxf4 29.h3 g5 30.Kg2 Kg7 31.Rd1 Rf7 32.Rd6 Rd7 33.Rxd7%2B Nxd7 34.Bd5 Kf8 35.Rf3 Ne5 36.Re3 Ng6 37.Kg3 Rd4 38.Be4 Nf4 39.Bxh7 Rd2 40.h4 Ne2%2B 41.Kh3 Ng1%2B 42.Kg3 gxh4%2B 43.Kxh4 Rh2%2B 44.Kg3 Rxh7 45.Kg2 Rh4 46.Kxg1 Rxg4%2B 47.Kf2 Rh4 48.Ke2 Rh2%2B 49.Kd3 Rxb2 50.Kc3 Rb1 51.Kc2 Rf1 52.Kb2 Rf7 53.Ka3 Re7 54.Rd3 Ke8 55.Ka4 Rd7 56.Rh3 Kd8 57.Kb5 Kc7 58.Ka6 Rd1 59.Rh7%2B Kc6 60.Kxa7 Ra1%2B 61.Kb8 b5 62.Rh6%2B Kd7 63.cxb5 Ra5 64.Rb6 Kd8 65.Rb7 Ke8 66.Kc7 Ra3 67.Kd6 Rxb3 68.Rb8%2B Kf7 69.Kxc5 Ke7 70.Kc6 Rc3%2B 71.Kb7 Kd7 72.b6 Rb3 73.Ra8 Kd6 74.Ra1 {Resigns (Chicago Daily Tribune August 9, 1908)} 1-0'/><p>
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January, 1909 would turn out to be a busy month for <b>Chajes</b> , first he would challenge Uedemann to a return match to take place in later part of February at the Chicago Chess and Checker club. At a rapid transit tournament, with 15 seconds to the move, held on the 9th at the Chicago Chess and Checker club,<b> Chajes</b> shared first and second place with B. A. Czaikowski . January, also saw the beginning of the preliminaries of the annual tournament of the Chicago Chess and Checker club, which also commenced on the 9th. On the 25th, <b>Chajes</b> gave simultaneous exhibition , the exhibition began at 8 p.m., at midnight, four games were left for adjudication. <b>Chajes</b> won 18 games of the twenty four contested, 3 were lost and 3 drawn.<br />
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<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Chicago Chess and Checker Club Tournament"] [Site "Chicago Chess and Checker Club"] [Date "1909.01.30"] [Round "4"] [White "Oscar Chajes"] [Black "B. Gelman"] [Result "1-0"] 1.d4 d5 2.c4 e6 3.Nc3 Nf6 4.Bg5 Be7 5.Nf3 Nbd7 6.e3 a6 7.Bd3 dxc4 8.Bxc4 b5 9.Bb3 Bb7 10.Rc1 Rc8 11.O-O O-O 12.Ne5 Nxe5 13.dxe5 Nd7 14.Bxe7 Qxe7 15.f4 Nc5 16.Bc2 Qh4 17.b4 Nd7 18.Be4 Bxe4 19.Nxe4 Rfd8 {?} 20.Qc2 h6 21.Rf3 Nf8 22.Qc6 Rd3 23.Nd6 cxd6 24.Qxc8 dxe5 25.fxe5 Qxb4 26.Qe8 Rd7 27.Rcf1 Re7 28.Qb8 Qa3 {?} 29.Qd6 Qxd6 30.exd6 Rd7 31.Rd1 f6 32.e4 a5 {?} 33.Rc3 b4 34.Rc8 Kf7 35.Ra8 e5 36.Rxa5 Rb7 37.Rc5 Ne6 38.Rc8 Rd7 39.Rd5 Kg6 40.g3 {and won. (Chicago Daily Tribune; Feb 7, 1909)} 1-0'/><p>
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<br />
On Monday, February 22nd, <b>Chajes</b> won the title of champion of the Illinois State Chess Association at it's George Washington birthday tournament, the <i>Tribune</i> published the following game, noting that <b>Chajes</b> considered it to be one his best games of the day.</div>
<div>
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On April 18, the chess column of <i>Tribune</i> announced that <b>Chajes</b> along with H.F. Lee had tied for second and third prizes in the championship tournament of the Chicago Chess and Checker club. <b>Chajes</b> had drawn his game with winner of the tournament John Winter.<br />
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<div>
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<div>
In early August, <b> Chajes </b>contested several games with <b> </b>George H. Wolbrecht of St.Louis<b> </b>
during the latter's visit to Chicago. Wolbrecht , as well being the
champion of St. Louis, had won the tournament of the Western Chess
Association in 1906, held that year in Chicago and would win it again in
1910. The games with Wolbrecht may have
served as training games for both player for the upcoming Western Chess
Association tournament. <br />
<br />
The Tenth Western Chess
Association tournament took place from August 15th thru the 25th, in
Excelsior, Minnesota. <b>Chajes</b> won the tournament with 12 1/2 points,
second with 12 points Edward R. Schrader of St. Louis; third with 11 1/2
points the Chicago Tribune's chess editor, Louis Uedemann, Wolbrecht
would finish in seventh place with 9 points.<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Western Chess Association Tournament"] [Site "Excelsior, Minn."] [Date "1909.08.16"] [Round "-"] [White "Oscar Chajes"] [Black "K. Erdeky"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.b4 Bxb4 5.c3 Ba5 6.O-O Nf6 7.d4 O-O 8.dxe5 Nxe4 9.Qd5 Nxc3 10.Qd3 Nxb1 11.Rxb1 h6 12.Bxh6 gxh6 13.Qg6%2B Kh8 14.Qxh6%2B Kg8 15.Ng5 Qxg5 16.Qxg5%2B {Black Resigns. (Chicago Daily Tribune; Sep 19, 1909)} 1-0'/><p>
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<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Western Chess Association Tournament"] [Site "Excelsior, Minn."] [Date "1909.08.19"] [Round "-"] [White "Rev. J.F. Cross"] [Black "Oscar Chajes"] [Result "0-1"] 1.e4 e5 2.Nf3 Nf6 3.Nxe5 d6 4.Nf3 Nxe4 5.d4 Bg4 6.h3 Bh5 7.g4 Bg6 8.Bd3 Qe7 9.Qe2 d5 10.Ne5 Nd7 11.Nxg6 hxg6 12.Nc3 Nxc3 13.Qxe7%2B Bxe7 14.bxc3 Nf6 15.f3 Bd6 16.Kf2 O-O-O 17.Bd2 c5 18.dxc5 Bxc5%2B 19.Kg2 Nd7 20.Rab1 Ne5 21.Bf4 Nc4 22.Rb5 b6 23.a4 Rhe8 24.Rbb1 Be3 25.Bxe3 Rxe3 26.Rhe1 Rde8 27.Rxe3 Rxe3 28.Kf2 Rxf3%2B 29.Kxf3 Nd2%2B 30.Ke3 Nxb1 31.Kd4 Kc7 32.g5 Kd6 33.c4 dxc4 34.Bxc4 Nd2 35.Bxf7 Nf3%2B 36.Kc3 Nxg5 37.Bxg6 Nxh3 38.Kb4 Nf4 39.Bd3 Nd5%2B 40.Kc4 Nc7 41.Kd4 Ne6%2B 42.Kc4 Nc5 43.Bg6 Nxa4 {and Black won. (Chicago Daily Tribune; Sep 19, 1909)} 0-1'/><p>
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December saw the start of the annual Chicago Chess and Checker club tournament, the newly minted western champion began the tournament well, losing but one game (to Uedemann) in the first four rounds, but there would be many more weeks of play to decide the championship. December also saw the first rapid transit tournament of the season, <b>Chajes</b> tied for second with three other player, behind the winner, John Winter.<br />
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<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Chicago Chess and Checker Club Tournament"] [Site "Chicago Chess and Checker Club"] [Date "1910.??.??"] [Round "-"] [White "K. Erdeky"] [Black ".Oscar Chajes"] [Result "1-0"] 1.e4 e5 2.Nf3 Nf6 3.Nxe5 d6 4.Nf3 Nxe4 5.d4 Bg4 6.Qd3 Qe7 7.Be2 Nc6 8.O-O O-O-O 9.d5 Nb4 10.Qc4 Nf6 11.h3 Bh5 12.Nc3 Na6 13.b4 Nd7 14.g4 Bg6 15.Be3 Nb6 16.Bxb6 axb6 17.Na4 Kb8 18.Nd4 Qd7 19.Nc6%2B bxc6 20.Qxa6 cxd5 21.Nxb6 cxb6 22.Qxb6%2B Ka8 23.Bb5 Be7 24.Bc6%2B Qxc6 25.Qxc6%2B Kb8 26.b5 Rc8 27.Qb6%2B Ka8 28.Qa6%2B Kb8 29.b6 {and Mr. Chajes resigned. (Chicago Daily Tribune; Jan 2, 1910)} 1-0'/><p>
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<br />
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Club tournament"] [Site "Chicago Chess and Checker Club"] [Date "1910.??.??"] [Round "-"] [White "Oscar Chajes"] [Black "A. H. Coe"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.c3 Nf6 5.d4 exd4 6.cxd4 Bb4%2B 7.Bd2 Bxd2%2B 8.Nbxd2 Nxe4 9.d5 Nxd2 10.Qxd2 Qe7%2B 11.Kf1 Qb4 12.Re1%2B Kd8 13.Ne5 {Resigns. A pretty finish. (Chicago Daily Tribune; Feb 13, 1910)} 1-0'/><p>
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The <i>Tribune</i> for February 20th reported that with only one more game to play, E. Michelsen, who's score could not be reached by another player, was the winner of Chicago Chess and Checker Club tournament. At the time of the report <b>Chajes</b> and John Winter were tied for second and third place.<br />
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On February 22nd, at the seventeenth annual meeting of the Illinois Chess Association <b>Chajes</b> won the 1910 edition of the George Washington Birthday tournament, winning the tournament without the loss of a game.<br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Illinlois Chess Association Tournament"] [Site "Chicago Chess and Checker Club"] [Date "1910.02.22"] [Round "-"] [White "Oscar Chajes"] [Black "E. Michelsen"] [Result "1-0"] 1.c4 e6 2.d4 d5 3.e3 Nf6 4.Nf3 b6 5.Nc3 Bb7 6.Bd3 dxc4 7.Bxc4 Bd6 8.Bd2 O-O 9.Bd3 Nc6 10.O-O e5 11.Rc1 Qe7 12.Bb1 h6 13.d5 Na5 14.e4 Nc4 15.Ne2 Nxd2 16.Qxd2 Nh5 17.Ng3 Nf4 18.Nf5 Qf6 19.g3 Ng6 20.Kg2 Bc8 21.Qd3 Ne7 22.N3h4 g6 23.Nxd6 cxd6 24.Rc7 a5 25.Re1 Re8 26.Re3 Qg5 27.Nf3 Qf6 28.Nd2 Rb8 29.Bc2 b5 30.h4 Bg4 31.f3 Bc8 32.Nb3 g5 33.h5 a4 34.Na5 g4 35.fxg4 Bxg4 36.Bd1 Bxd1 37.Qxd1 Qg5 38.Qf3 f5 39.Nc6 Nxc6 40.Rxc6 fxe4 41.Rxe4 Rf8 42.Rg4 Rxf3 43.Rxg5%2B hxg5 44.Kxf3 Rf8%2B 45.Kg4 Rf2 46.Kxg5 Rxb2 47.h6 Rxa2 48.Kg6 Kf8 49.h7 Rh2 50.h8=Q%2B {and wins. (Chicago Daily Tribune; Feb 27, 1910)} 1-0'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Illinlois%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20Chess%20and%20Checker%20Club%22%5D%0A%5BDate%20%221910.02.22%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Oscar%20Chajes%22%5D%0A%5BBlack%20%22E.%20Michelsen%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.c4%20e6%202.d4%20d5%203.e3%20Nf6%204.Nf3%20b6%205.Nc3%20Bb7%206.Bd3%20dxc4%207.Bxc4%20Bd6%208.Bd2%0AO-O%209.Bd3%20Nc6%2010.O-O%20e5%2011.Rc1%20Qe7%2012.Bb1%20h6%2013.d5%20Na5%2014.e4%20Nc4%2015.Ne2%0ANxd2%2016.Qxd2%20Nh5%2017.Ng3%20Nf4%2018.Nf5%20Qf6%2019.g3%20Ng6%2020.Kg2%20Bc8%2021.Qd3%20Ne7%0A22.N3h4%20g6%2023.Nxd6%20cxd6%2024.Rc7%20a5%2025.Re1%20Re8%2026.Re3%20Qg5%2027.Nf3%20Qf6%2028.Nd2%0ARb8%2029.Bc2%20b5%2030.h4%20Bg4%2031.f3%20Bc8%2032.Nb3%20g5%2033.h5%20a4%2034.Na5%20g4%2035.fxg4%0ABxg4%2036.Bd1%20Bxd1%2037.Qxd1%20Qg5%2038.Qf3%20f5%2039.Nc6%20Nxc6%2040.Rxc6%20fxe4%2041.Rxe4%0ARf8%2042.Rg4%20Rxf3%2043.Rxg5+%20hxg5%2044.Kxf3%20Rf8+%2045.Kg4%20Rf2%2046.Kxg5%20Rxb2%2047.h6%0ARxa2%2048.Kg6%20Kf8%2049.h7%20Rh2%2050.h8%3DQ+%20%20%20%201-0' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Illinlois%20Chess%20Association%20Tournament%22%5D%0A%5BSite%20%22Chicago%20Chess%20and%20Checker%20Club%22%5D%0A%5BDate%20%221910.02.22%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Oscar%20Chajes%22%5D%0A%5BBlack%20%22E.%20Michelsen%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.c4%20e6%202.d4%20d5%203.e3%20Nf6%204.Nf3%20b6%205.Nc3%20Bb7%206.Bd3%20dxc4%207.Bxc4%20Bd6%208.Bd2%0AO-O%209.Bd3%20Nc6%2010.O-O%20e5%2011.Rc1%20Qe7%2012.Bb1%20h6%2013.d5%20Na5%2014.e4%20Nc4%2015.Ne2%0ANxd2%2016.Qxd2%20Nh5%2017.Ng3%20Nf4%2018.Nf5%20Qf6%2019.g3%20Ng6%2020.Kg2%20Bc8%2021.Qd3%20Ne7%0A22.N3h4%20g6%2023.Nxd6%20cxd6%2024.Rc7%20a5%2025.Re1%20Re8%2026.Re3%20Qg5%2027.Nf3%20Qf6%2028.Nd2%0ARb8%2029.Bc2%20b5%2030.h4%20Bg4%2031.f3%20Bc8%2032.Nb3%20g5%2033.h5%20a4%2034.Na5%20g4%2035.fxg4%0ABxg4%2036.Bd1%20Bxd1%2037.Qxd1%20Qg5%2038.Qf3%20f5%2039.Nc6%20Nxc6%2040.Rxc6%20fxe4%2041.Rxe4%0ARf8%2042.Rg4%20Rxf3%2043.Rxg5+%20hxg5%2044.Kxf3%20Rf8+%2045.Kg4%20Rf2%2046.Kxg5%20Rxb2%2047.h6%0ARxa2%2048.Kg6%20Kf8%2049.h7%20Rh2%2050.h8%3DQ+%20%20%20%201-0'>PGN</a></iframe></p>
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The return match between <b>Chajes </b>and Louis Uedemann, finally took place, after much delay, in January 1910, <b>Chajes</b> winning the match decisively with five wins and one loss.The final game of the match appeared in the <i>Tribune</i>. " <i>A good game by white, in which black does not recover the weak 8. ...</i>d6."<br />
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<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess and Checker Club"] [Date "1910.??.??"] [Round "6"] [White "Oscar Chajes"] [Black "Louis Uedemann"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.c3 Nf6 5.d4 exd4 6.cxd4 Bb4%2B 7.Bd2 Bxd2%2B 8.Nbxd2 d6 {?} 9.O-O O-O 10.e5 dxe5 11.dxe5 Ng4 12.Re1 Qe7 {?} 13.h3 Nh6 14.Rc1 Be6 15.Qc2 Rad8 16.a3 Nf5 17.Bd3 Qd7 {?} 18.Be4 Nfd4 19.Bxh7%2B Kh8 20.Qe4 g6 21.Ng5 Qe7 22.Qf4 Kg7 23.Nde4 Bf5 24.Nf6 Ne6 25.Qh4 Nxg5 26.Qxg5 Rh8 27.Rxc6 bxc6 28.Nh5%2B {Black Resigns (Chicago Daily Tribune; Feb 6, 1910)} 1-0'/><p>
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The eleventh meeting of the western Chess Association took place from August 15th to the 24th in Chicago. the defending champion, <b>Chajes</b> would finish in second place with 15 1/2 points, behind the winner George H. Wolbrecht of St.Louis who had 18 points.<br />
<br />
The <i>American Chess Bulletin </i>organized, on short notice a National Tournament, to take place in New York City, during the month of January 1911, taking part in the tournament would be Frank Marshall, Jose Raul Capablanca, and making his debut on the national stage<b> Chajes</b>, along with ten other players.<br />
<br />
<b>Chajes</b> (9 points) tied for third and fourth place with Charles Jaffe, behind<i> </i>the winner Marshall (10 points)<i> </i>and Capablanca (9 1/2 points). <b>Chaje</b>s drawing his games with both Marshall and Capablanca.<br />
<br />
<i> "When <b>Oscar Chajes</b> left Chicago for the tournament in New
York with the good wishes of local players it was generally believed he
had a even chance with the eastern talent to be near the top after
Capablanca and Marshall. to them the first two places were conceded. The
Chicagoan's play, including drawn games with Marshall the American
champion, and Capablanca, who many consider a world beater, has been of a
high order."</i> <br />
<div style="text-align: right;">
<i>Chicago Daily Tribune; February 5, 1911</i><br />
<br /></div>
<br />
<br />
<i> </i></div>
<div>
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<div>
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<div>
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<div>
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</object><br />
On the strength of his showing at the New York tournament, <b>Chajes</b> recieved an invitation to participate in the upcoming Karlsbad tournament, from Victor Tietz, president of the Karlsbader Schach-Club. <b>Chajes</b> sailed from New York aboard the <i>Olympic</i> on July 27 to London, on his way to Karlsbad.</div>
<div>
<br />
The tournament was to be a month long affair, to take place from August 20th to September 24th. <b>Chajes </b>international debut proved to be a major disappointment for <b>Chajes</b> and his friends back home. <b>Chajes</b> finished tied for 23rd thru 26th place at the very bottom of the cross table with Jaffe, Alapin and Fahrni.<br />
<br />
Some consolation could be had from his game with <span style="font-weight: normal;"><span style="font-size: small;"><span dir="auto">Julius Perlis, which won <b>Chajes </b>a brilliancy prize.</span></span></span><br />
<br />
<br />
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<br />
After the Karlsbad tournament, Chajes removed himself from Chicago and relocated to New York City, and just he as become part of the chess scene in Chicago, so would he become part of the fabric of the New York chess scene, though as late as 1913, <i>The New York Times</i> still described <b>Chajes </b>as the "Chicago chess player".<br />
<br />
<b>Oscar Chajes</b> died on February 28,1928 at the age of 54. We take leave of Oscar Chajes, with his victory over Capablanca at the 1916 Rice Memorial tournament, it was Capablanca's last defeat prior to his undefeated stretch from 1916 to 1924.<br />
<br />
<div>
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<a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license"><img alt="Creative Commons License" src="http://i.creativecommons.org/l/by-nc-sa/3.0/88x31.png" style="border-width: 0;" /></a><br />
This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/deed.en_US" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-24982722425945904082013-06-23T16:52:00.000-05:002013-06-23T18:39:17.053-05:00Forthcoming chess books from McfarlandJust a quick post on what's new and forthcoming from Mcfarland.<br />
Just published<span style="font-size: 1.6em;"><b> <span style="font-size: small;">Emil Kemeny</span></b></span><i> A Life in Chess</i> by John S.
Hilbert<br />
<br />
<a href="http://www.mcfarlandpub.com/book-2.php?id=978-0-7864-7359-5" target="_blank">http://www.mcfarlandpub.com/book-2.php?id=978-0-7864-7359-5</a><br />
<br />
Forthcoming a new biography of <span style="font-size: 1.6em;"><b><span style="font-size: small;">Mikhail Botvinnik </span><br />
</b></span><i>
The Life and Games of a World Chess Champion</i> by Andy
Soltis
<br />
<br />
<a href="http://www.mcfarlandpub.com/book-2.php?isbn=0-7864-7337-1" target="_blank">http://www.mcfarlandpub.com/book-2.php?isbn=0-7864-7337-1</a><br />
<br />
also to be released in the future from Mcfarland is<span style="font-size: small;"> </span><span style="font-size: 1.6em;"><b><span style="font-size: small;">William H.K. Pollock</span></b></span><i> A Chess Biography</i> by Olimpiu G.
Urcan<br />
<br />
<a href="http://www.mcfarlandpub.com/book-2.php?isbn=0-7864-5868-2" target="_blank">http://www.mcfarlandpub.com/book-2.php?isbn=0-7864-5868-2</a><br />
<br />
and last but not least <span style="font-size: 1.6em;"><b><span style="font-size: small;">The Classical Era of Modern Chess</span></b></span> by Peter J.
Monte
<br />
<br />
<br />
<a href="http://www.mcfarlandpub.com/book-2.php?id=978-0-7864-6688-7" target="_blank">http://www.mcfarlandpub.com/book-2.php?id=978-0-7864-6688-7</a>Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-38050852598286347282013-06-06T19:44:00.000-05:002013-06-06T19:44:36.667-05:00Mackenzie, Mason & Co. - Chess in New York between 1866 and 1880 Part I: 1866-1867 - Joost Van Winsen <div class="separator" style="clear: both; text-align: center;">
<img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq-1n-Xbdqk4Nzggt2PbtO7ivbe0YuitL4K2ev953fWOG2-ZZB1Xq2twL2hw23VJlC7zT0eLLnb74liqwTGQcIW7OwMOvYtzkcX489_74i_2VTcMdOhQE-nOvdHWo17fHJjGTk4WuFWIA/s640/img003.jpg" width="430" /></div>
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In the interim of the withdrawal of Paul Morphy from chess to the ascension of Harry Nelson Pillsbury, American chess, and in particular the New York chess, which is the subject of the book under review, was dominated by two adopted Americans the Scotsman Captain George Henry Mackenzie and Irishman James Mason. Mackenzie, who came to this country in 1863, and served with the Union forces, made his home in New York after the Civil War. Mason, we assume will shall meet later in the series.<br />
<br />
<b><i>Mackenzie, Mason & Co.</i></b> promises to be the most thorough investigation of New York chess of the period in question. Part one covers the years (1866 thru 1867) just after the American civil war which was a great disruption to chess life in the country. <br />
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The year 1866, begins with tournament of the New York Chess Club, a knock-out contest, arranged in the classes, each contestant played a small match until eliminated from the tournament, then winner of each class would play against each other, the higher class player giving odds to his opponent. Opponents were draw by lots and as luck would have it, the club's two most prominent members were paired in the first round, Captain Mackenzie and Charles H. Stanley. Mackenzie would win the match and in time the tournament losing but one game to Stanley in their match. Stanley before the appearance of Morphy, was considered by many to be the preeminent American chess player.<br />
<br />
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<br />
The meeting of Mackenzie and Stanley was seen in the New York press as a meeting of the two best active players in the country, but exception was taken in some quarters in particular in Philadelphia where its champion Gustavus C, Reichhelm begged to differ. Reichhelm also had a champion in the chess editor of<i> The New York Ledger</i>, James C. Warner, who felt the naming Mackenzie and Stanley as the best players in country, was premature, and unjust to Reichhelm..A match was arranged between Mackenzie and Reichhelm, the match was looked by many as a match for the "championship" of the United States. Reichhelm was no match for Mackenzie, outside of the first game that ended in a draw (which did not count) Mackenzie easily won the match 5-0. <br />
<br />
<div>
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</object><br />
<br />
As regards Morphy, the hard feeling his withdrawal from chess caused may be gauged by the following quote from Warner in his column in <i>The New York Ledger. </i><br />
<br />
<i> "...as Mr. Morphy no longer considers himself a Chess-player, there is no reason why others should do so. He has withdrawn himself from the chess world as something too good for contact with it. Chess-players in self-respect are returning the compliment by leaving the pseudo-champion severely alone."</i><br />
<div style="text-align: right;">
<b><i>Mackenzie, Mason & Co.</i></b></div>
<div style="text-align: right;">
p.27</div>
<div style="text-align: right;">
<br /></div>
<div style="text-align: left;">
There were a number matches played by teams of New York players against other cities, either by correspondence or telegraph that are chronicled in the book, as well a number visiting players, who took advantage of being in New York and contested games against the local players. Charles A. Maurian, of New Orleans, " the well known acquaintance" of Morphy, played a number of off-hand games with Mackenzie while in New York.<br />
<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Off-Hand Game"] [Site "New York Chess Club"] [Date "1866.09.??"] [Round "-"] [White "Charles A. Maurian"] [Black "George Henry Mackenzie"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.d4 exd4 4.Nxd4 Qh4 5.Nb5 Bc5 6.Qf3 Bb6 7.Bf4 d6 8.Bc4 Nf6 9.Nd2 a6 10.Bg3 Qh6 11.Nxd6%2B cxd6 12.Bxd6 Bg4 13.Bxf7%2B Kxf7 14.Qb3%2B Nd5 15.exd5 Rhe8%2B 16.Kf1 Qxd2 17.dxc6%2B Re6 18.Bg3 Bd1 {and Black wins.} 0-1'/><p>
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</object></div>
<br />
There are 142 games in the book, each game is given with contemporaneous annotations from the chess press of the times. Veteran players, from the pre-Morphy era were still active besides Stanley,such as Napoleon Marache, Theodore Lichtenhein and Augustus Zerega, as well players of a younger generation, Philip Richardson, Eugene Delmar whose games and doings are be chronicled .<br />
<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Off-Hand Game"] [Site "New York"] [Date "1866.??.??"] [Round "-"] [White "Augustus Zerega"] [Black "Philip Richardson"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Be7 4.c3 Nf6 5.d4 d6 6.d5 Nb8 7.Bd3 c6 8.c4 O-O 9.Be3 Nbd7 10.h3 cxd5 11.cxd5 Nxe4 12.Bxe4 f5 13.Bc2 b6 14.Nc3 Ba6 15.Ne2 Rc8 16.O-O f4 17.Bc1 Qc7 18.Bb3 e4 19.Nfd4 f3 20.gxf3 exf3 21.Ng3 Ne5 22.Ne6 Qd7 23.Re1 Bh4 24.Bf4 Rxf4 25.Nxf4 Rf8 26.Re4 Rxf4 27.Rxf4 Qxh3 28.Rxf3 Bf1 {and Mr. Zerega Resigns.} 0-1'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Off-Hand%20Game%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221866.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Augustus%20Zerega%22%5D%0A%5BBlack%20%22Philip%20Richardson%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Be7%204.c3%20Nf6%205.d4%20d6%206.d5%20Nb8%207.Bd3%20c6%208.c4%20O-O%0A9.Be3%20Nbd7%2010.h3%20cxd5%2011.cxd5%20Nxe4%2012.Bxe4%20f5%2013.Bc2%20b6%2014.Nc3%20Ba6%2015.Ne2%0ARc8%2016.O-O%20f4%2017.Bc1%20Qc7%2018.Bb3%20e4%2019.Nfd4%20f3%2020.gxf3%20exf3%2021.Ng3%20Ne5%2022.Ne6%0AQd7%2023.Re1%20Bh4%2024.Bf4%20Rxf4%2025.Nxf4%20Rf8%2026.Re4%20Rxf4%2027.Rxf4%20Qxh3%2028.Rxf3%0ABf1%20%20%20%200-1' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Off-Hand%20Game%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221866.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Augustus%20Zerega%22%5D%0A%5BBlack%20%22Philip%20Richardson%22%5D%0A%5BResult%20%220-1%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Be7%204.c3%20Nf6%205.d4%20d6%206.d5%20Nb8%207.Bd3%20c6%208.c4%20O-O%0A9.Be3%20Nbd7%2010.h3%20cxd5%2011.cxd5%20Nxe4%2012.Bxe4%20f5%2013.Bc2%20b6%2014.Nc3%20Ba6%2015.Ne2%0ARc8%2016.O-O%20f4%2017.Bc1%20Qc7%2018.Bb3%20e4%2019.Nfd4%20f3%2020.gxf3%20exf3%2021.Ng3%20Ne5%2022.Ne6%0AQd7%2023.Re1%20Bh4%2024.Bf4%20Rxf4%2025.Nxf4%20Rf8%2026.Re4%20Rxf4%2027.Rxf4%20Qxh3%2028.Rxf3%0ABf1%20%20%20%200-1'>PGN</a></iframe></p>
</object></div>
<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Off-Hand Game"] [Site "Otis Field Chess Rooms"] [Date "1866.??.??"] [Round "-"] [White "Napoleon Marache"] [Black "Thomas H. Worrall"] [Result "1-0"] 1.e4 c5 2.d4 cxd4 3.Nf3 Nc6 4.Bc4 h6 5.Nxd4 e5 6.Nb3 Nf6 7.O-O Nxe4 8.Bxf7%2B Kxf7 9.Qd5%2B Ke8 10.Qxe4 Qf6 11.f4 a6 12.fxe5 Qxe5 13.Qg6%2B Kd8 14.Nc3 Be7 15.Bf4 Qe6 16.Qg3 g5 17.Bc7%2B Ke8 18.Rae1 Qg6 19.Re4 d5 20.Re2 Be6 21.Rfe1 Bf7 22.Bd6 d4 23.Na4 d3 24.cxd3 Rd8 25.Rxe7%2B Nxe7 26.Rxe7%2B Kf8 27.Re6%2B Rxd6 28.Qxd6%2B {Worrall Resigns.} 1-0'/><p>
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<br />
The year 1867 began as did it's predecessor with the championship of the New York Chess Club, the championship remained a handicap tournament but this year rather than a knockout tournament, each player had to contest two games against each opponent, exclusive of draws.<br />
<br />
Mackenzie would again win the championship, but who would finish in second place was in doubt til the very end. But in the end both Philip Richardson Eugene Delmar agreed to divide second and third place, each player not finishing all their games at the end of the tournament.<br />
<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "New York Chess Club Tournament"] [Site "New York"] [Date "1867.??.??"] [Round "-"] [White "Philip Richardson"] [Black "James Thompson"] [Result "1-0"] 1.e4 e6 2.d4 d5 3.exd5 exd5 4.Nf3 Nc6 5.Nc3 Bd6 6.Bb5 Nf6 7.Bxc6%2B bxc6 8.O-O O-O 9.Ne5 Bd7 10.Bg5 h6 11.Bh4 g5 12.Bg3 Bxe5 13.dxe5 Nh7 14.Qh5 f5 15.f4 Kg7 16.Rae1 Be6 17.Qd1 Qe7 18.Ne2 c5 19.c3 Rg8 20.Bf2 Rad8 21.Ng3 gxf4 22.Nh5%2B Kh8 23.Nxf4 d4 24.cxd4 cxd4 25.Qh5 Qg7 26.Bh4 Bc4 27.Rf3 Ng5 28.Rg3 Bf7 29.Rxg5 Bxh5 30.Rxg7 Bg4 31.Rxc7 {and Mr. Thompson resigns.} 1-0'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22New%20York%20Chess%20Club%20Tournament%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221867.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Philip%20Richardson%22%5D%0A%5BBlack%20%22James%20Thompson%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.d4%20d5%203.exd5%20exd5%204.Nf3%20Nc6%205.Nc3%20Bd6%206.Bb5%20Nf6%207.Bxc6+%20bxc6%208.O-O%0AO-O%209.Ne5%20Bd7%2010.Bg5%20h6%2011.Bh4%20g5%2012.Bg3%20Bxe5%2013.dxe5%20Nh7%2014.Qh5%20f5%2015.f4%0AKg7%2016.Rae1%20Be6%2017.Qd1%20Qe7%2018.Ne2%20c5%2019.c3%20Rg8%2020.Bf2%20Rad8%2021.Ng3%20gxf4%0A22.Nh5+%20Kh8%2023.Nxf4%20d4%2024.cxd4%20cxd4%2025.Qh5%20Qg7%2026.Bh4%20Bc4%2027.Rf3%20Ng5%2028.Rg3%0ABf7%2029.Rxg5%20Bxh5%2030.Rxg7%20Bg4%2031.Rxc7%20%20%20%201-0' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22New%20York%20Chess%20Club%20Tournament%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221867.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Philip%20Richardson%22%5D%0A%5BBlack%20%22James%20Thompson%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.d4%20d5%203.exd5%20exd5%204.Nf3%20Nc6%205.Nc3%20Bd6%206.Bb5%20Nf6%207.Bxc6+%20bxc6%208.O-O%0AO-O%209.Ne5%20Bd7%2010.Bg5%20h6%2011.Bh4%20g5%2012.Bg3%20Bxe5%2013.dxe5%20Nh7%2014.Qh5%20f5%2015.f4%0AKg7%2016.Rae1%20Be6%2017.Qd1%20Qe7%2018.Ne2%20c5%2019.c3%20Rg8%2020.Bf2%20Rad8%2021.Ng3%20gxf4%0A22.Nh5+%20Kh8%2023.Nxf4%20d4%2024.cxd4%20cxd4%2025.Qh5%20Qg7%2026.Bh4%20Bc4%2027.Rf3%20Ng5%2028.Rg3%0ABf7%2029.Rxg5%20Bxh5%2030.Rxg7%20Bg4%2031.Rxc7%20%20%20%201-0'>PGN</a></iframe></p>
</object></div>
<br />
The year 1867 also saw the change of editorship of some cities chess columns, and new chess columns beginning, the sheer number and variety of chess columns is to be envied by the modern reader.<br />
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<br />
<div>
<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "offhand"] [Site "New York"] [Date "1867.??.??"] [Round "-"] [White "George Mackenzie"] [Black "James Thompson"] [Result "1-0"] 1.e4 e6 2.Nf3 c6 3.d4 Nf6 4.Bd3 d5 5.e5 Nfd7 6.O-O c5 7.c3 f6 8.Bf4 Nc6 9.Nbd2 Be7 10.Rc1 fxe5 11.Nxe5 Ndxe5 12.Bxe5 Nxe5 13.dxe5 g6 14.Qg4 c4 15.Bc2 Kd7 16.Nxc4 Kc7 17.Ne3 g5 18.Rfd1 h5 19.Qd4 b6 20.b4 g4 21.c4 Bxb4 22.cxd5 Bc5 23.d6%2B Kb8 24.Qxc5 bxc5 25.Rb1%2B Bb7 26.Be4 Qd7 27.Nc4 Rf8 28.Na5 Rf7 29.Bc6 Qd8 30.Nxb7 Qb6 31.Rxb6 axb6 32.d7 Kc7 33.d8=Q%2B Rxd8 34.Nxd8 Rf5 35.Rd7%2B Kb8 36.Nxe6 {and White wins.} 1-0'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%0A%5BEvent%20%22offhand%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221867.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22George%20Mackenzie%22%5D%0A%5BBlack%20%22James%20Thompson%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.Nf3%20c6%203.d4%20Nf6%204.Bd3%20d5%205.e5%20Nfd7%206.O-O%20c5%207.c3%20f6%208.Bf4%20Nc6%0A9.Nbd2%20Be7%2010.Rc1%20fxe5%2011.Nxe5%20Ndxe5%2012.Bxe5%20Nxe5%2013.dxe5%20g6%2014.Qg4%20c4%0A15.Bc2%20Kd7%2016.Nxc4%20Kc7%2017.Ne3%20g5%2018.Rfd1%20h5%2019.Qd4%20b6%2020.b4%20g4%2021.c4%20Bxb4%0A22.cxd5%20Bc5%2023.d6+%20Kb8%2024.Qxc5%20bxc5%2025.Rb1+%20Bb7%2026.Be4%20Qd7%2027.Nc4%20Rf8%2028.Na5%0ARf7%2029.Bc6%20Qd8%2030.Nxb7%20Qb6%2031.Rxb6%20axb6%2032.d7%20Kc7%2033.d8%3DQ+%20Rxd8%2034.Nxd8%0ARf5%2035.Rd7+%20Kb8%2036.Nxe6%20%20%20%201-0' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%0A%5BEvent%20%22offhand%22%5D%0A%5BSite%20%22New%20York%22%5D%0A%5BDate%20%221867.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22George%20Mackenzie%22%5D%0A%5BBlack%20%22James%20Thompson%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e6%202.Nf3%20c6%203.d4%20Nf6%204.Bd3%20d5%205.e5%20Nfd7%206.O-O%20c5%207.c3%20f6%208.Bf4%20Nc6%0A9.Nbd2%20Be7%2010.Rc1%20fxe5%2011.Nxe5%20Ndxe5%2012.Bxe5%20Nxe5%2013.dxe5%20g6%2014.Qg4%20c4%0A15.Bc2%20Kd7%2016.Nxc4%20Kc7%2017.Ne3%20g5%2018.Rfd1%20h5%2019.Qd4%20b6%2020.b4%20g4%2021.c4%20Bxb4%0A22.cxd5%20Bc5%2023.d6+%20Kb8%2024.Qxc5%20bxc5%2025.Rb1+%20Bb7%2026.Be4%20Qd7%2027.Nc4%20Rf8%2028.Na5%0ARf7%2029.Bc6%20Qd8%2030.Nxb7%20Qb6%2031.Rxb6%20axb6%2032.d7%20Kc7%2033.d8%3DQ+%20Rxd8%2034.Nxd8%0ARf5%2035.Rd7+%20Kb8%2036.Nxe6%20%20%20%201-0'>PGN</a></iframe></p>
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<br />
<b>Van Winsen</b> has given us glimpse into the window of what was nineteenth century chess in New York, and as future volumes appear and that glimpse becomes a extended view, the rich history of chess in nineteenth century New York will emerge. <br />
<br />
<b>Mackenzie, Mason & Co</b> is a limited edition of a hundred copies, so get your copy <b>now</b>, if you in least interested in chess history.<br />
<br />
<span class="rating" id="rate-51b0ff4bd7a497.09677384" style="margin: 0px; padding: 0px; white-space: nowrap;"><span class="rw"><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt=" " src="http://static.librarything.com/pics/s-g3.gif" /></span></span><span class="rating" id="rate-51af290df07165.97312185" style="margin: 0px; padding: 0px; white-space: nowrap;"><span class="rw"></span></span><br />
<span class="rating" id="rate-51af290df07165.97312185" style="margin: 0px; padding: 0px; white-space: nowrap;"><span class="rw"><i><b>Mackenzie, Mason & Co. - Chess in New York between 1866 and 1880 Part I: 1866-1867</b></i> </span></span><br />
<span class="rating" id="rate-51af290df07165.97312185" style="margin: 0px; padding: 0px; white-space: nowrap;"><span class="rw"> <b>Joost Van Winsen </b></span></span><br />
The Chess Player
Nottingham (2012) 162 pages<br />
<br /></div>
</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com1tag:blogger.com,1999:blog-7418357683674986277.post-24648639178036525682013-05-21T15:14:00.000-05:002013-05-23T19:18:58.565-05:00Alexander Alekhine at the City and Hamilton Clubs of Chicago<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Vyp21zQ6VsmPoSkY1EfnEZ_xzAaSUqeOjt0RAWbRsiiqu1YIOrOJ5t1gtQ-R02RddQH6L8uzTrqe49KQAPEw-VNwUhiesRxgYUCfLlGXJHS0iQvUMespumZqD5lIl1GrQY-39a635kw/s1600/img024.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Vyp21zQ6VsmPoSkY1EfnEZ_xzAaSUqeOjt0RAWbRsiiqu1YIOrOJ5t1gtQ-R02RddQH6L8uzTrqe49KQAPEw-VNwUhiesRxgYUCfLlGXJHS0iQvUMespumZqD5lIl1GrQY-39a635kw/s640/img024.jpg" width="640" /></a></div>
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<b> </b><i>American Chess Bulletin: </i>1924, p. 56<i><br /></i></div>
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<b>Alexander Alekhine</b> arrived in Montreal on November 17th, 1923 after a trans-Atlantic crossing aboard the steamship <i>Minnedosa</i>, after having set sail from Cherbourgh. <b>Alekhine</b> began his North American tour, giving an exhibition at Montreal's National Atheltics Association on November 22nd, against 37 local players, winning 27 games, with five games ending in a draw and losing five. He would give a number of exhibitions in Canada before crossing the border to the United States. <b>Alekhine's</b> first exhibition in the U.S. was on December 12th at the Manhatten Chess Club, where he played 33 games including two blindfolded, winning 22, with 9 drawn games and 2 lost games. He would give many more displays of his chess abilities before reaching Chicago.</div>
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<b>Alekhine</b>, after giving a simultaneous exhibition in Cleveland on January 25th, with stops along the way in Detroit (January 28th) and South Bend (February 1st), to give exhibitions, now made his way to Chicago.</div>
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The<i> City Club Bulletin</i> of<i> </i>Chicago for Monday, January 21, 1924 , had already announced that a exhibition by the Russian chess expert <b>Alekhine</b> was to take place at the club. </div>
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<i>"On Saturday afternoon, February 9, at 1:30, a simultaneous exhibition will be given at the City<br />Club by the internationally famous chess master, <b>Alexander Alekhine</b> of Moscow, Russia. He will<br />play against forty players at once, two of the games being played blindfold by Alekhine, that is<br />without sight of the boards or men. This performance promises to be the most interesting ever put on by the chess section of the City Club and all members interested in chess are invited to be present with their friends. Those wishing to try their skill against <b>Alekhine </b>are urged to make reservations at once as the number is limited to forty." </i></div>
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<i>The City Club Bulletin;</i> January 21, 1924</div>
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But before the exhibition at the City Club, <b>Alekhine</b> would give a simultaneous display on February 5th at the Hamilton Club. </div>
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<i> 'At the Hamilton of Chicago on March </i>[sic]<i> 5, <b>Alekhine</b> contested a total of 40 games, of which two were "sans voir". these two he won. His final score was 28 won,5 lost, 5 drawn. The best game among those who won was played by D. Kirk who plays second board of the Elks Club chess team. The other winners Fred Henschel. L.J. Isaacs, H. Nitsche, W. Hodgson. Those who drew were Col. W.C. Rogers, J. Hoggins, William V. Burt and P.A. Burrows.' </i></div>
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<i>American Chess Bulletin</i>; 1924, p.53</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata= [Event "Chicago Simultaneous Display"] [Site "Hamilton Club"] [Date "1924.02.05"] [Round "-"] [White "Alexander Alekhine"] [Black "Donald Kirk"] [Result "0-1"] [Annotator "Donald Kirk"] [ECO "C26"] 1. e4 e5 2. Nc3 Nf6 3. f4 exf4 4. Nf3 Bb4 5. e5 Qe7 6. Bc4 Bxc3 7. dxc3 d6 8. Bxf4 Nc6 9. O-O dxe5 10. Nxe5 Nxe5 11. Bxe5 Qc5%2B 12. Kh1 Qxc4 13. Rxf6 gxf6 14. Bxf6 O-O 15. Qd2 Qg4 16. Rf1 Bf5 17. Rf3 Qh5 18. g4 Bxg4 19. Rg3 Qf5 20. Qf2 Qd5%2B 21. Kg1 h5 22. h3 Qd1%2B 23. Kg2 Rfe8 24. Rd3 Re2 25. Rxd1 Rxf2%2B 26. Kxf2 Bxd1 0-1'/><p>
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In the February 4th, bulletin a special invitation was extended to women chess-players to take part in the exhibition with the <b>Alekhine</b>, noting that several female players had already agreed to participate. The Lincoln room on the fourth floor of the City Club had been set aside for the exhibition.</div>
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<i> "Before an audience of 200 fans, <b>Alexander Alekhine</b>, Russian chess master, faced forty opponents<br />in the Lounge of the City Club on Saturday afternoon, February 9, and after five hours of play lost two games, drew two and won thirty-six Lewis J. Isaacs of the Chicago Chess Club and Francis P. Byerly of the City Club scored wins; Miss Harriet Ray, daughter of William D. Ray a member of the City Club, and H. C. Levinson secured draws.</i>"</div>
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<i>The City Club Bulletin;</i> February, 18, 1924</div>
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During the exhibition <b>Alekhine</b> played two blindfolded games, against Mr. S. R. Watkins and Miss Florence Gleason winning both, the unique feature of the game against Miss Gleason is that she also played without sight of the board against the Russian master. In the end she lost but not before a<i> "stout resistance"</i>.</div>
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<i> "Miss Gleason also played her game without sight of board or men, and was only defeated after making an oversight at the last. She is the only woman chessplayer, as far as is known, who is able to play in this manner, and her game was the center of much attention by the gallery."</i></div>
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<i>The City Club Bulletin;</i> February, 18, 1924</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Chicago Simultaneous Display"] [Site "City Club of Chicago"] [Date "1924.02.09"] [Round "-"] [White "Florence Gleason (Blindfold)"] [Black "Alexander Alekhine (Blindfold)"] [Result "0-1"] [ECO "D02"] 1.d4 Nf6 2.Nf3 d5 3.c4 e6 4.e3 c5 5.Nc3 a6 6.cxd5 exd5 7.Bd3 Nc6 8.O-O Bg4 9.Be2 Be7 10.b3 O-O 11.Bb2 Rc8 12.Qc2 Bxf3 13.Bxf3 cxd4 14.exd4 Nxd4 15.Qd3 Bc5 16.Na4 Nxf3%2B 17.Qxf3 Ne4 18.Rad1 Qg5 19.Nxc5 Rxc5 20.Rfe1 Rfc8 21.h3 Rc2 22.Re2 h6 23.Rde1 Qg6 24.a3 Nd2 25.Qxd5 Rxb2 26.Rxd2 Rxd2 27.Qxd2 Rc2 28.Qd8%2B Kh7 29.Qd7 Rc3 30.Qxb7 Rxh3 31.Re8 Qb1%2B 0-1'/><p>
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<b>Alekhine</b> was quoted<i> '...in a report published in The Brooklyn Daily Eagle, 21 February 1924, A3. "In my opinon there was not another women in the world who could do what Miss Gleason had accomplished" '.</i></div>
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<i>Alexander Alekhine's Chess Games, 1902-1946</i></div>
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Skinner and Verhoeven; McFarland (1998) p.214</div>
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The next stop on the future world champion's tour was Milwaukee, where he was to give a simultaneous display at that city's City Club on February 11th, he was joined on his journey north by the western champion Edward Lasker, who would act as referee and give a chess lecture prior to the display.</div>
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.<img height="337" src="http://books.google.com/books?id=zJgvAQAAMAAJ&pg=RA1-PA88&img=1&zoom=3&hl=en&sig=ACfU3U2OI03Fe9a7zvmWJrPJPUFU8yeCvw&ci=82%2C97%2C892%2C472&edge=0" width="640" /><i> </i></div>
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<i>City Club News</i> (Milwaukee) February 15, 1924<br />
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<b>Alekhine</b> would return to Chicago in 1929 again giving an exhibition at the City Club, again in 1932, and 1933 during his world tour, but those are stories for another post.</div>
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Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-43813101032447902302013-05-08T15:27:00.001-05:002013-05-10T14:22:28.439-05:00Samuel Reshevsky ( Rzeschewski) 1921 Chicago simultaneous exhibitions. <div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJxfsdsPal9yDaDNahIVduxf9J8zUBCQupSGIHL6yiNwJZEhrCoZdJa4-T86x0k8IQ4tVIH1I_IJaAmkWS28NYFHcGy1doeWoQ1xZm82GtkE2Df1ldvBKKdsJtMsznrbBt2WjORPQ3kA/s1600/image_681x648_from_736,2700_to_1920,3827.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJxfsdsPal9yDaDNahIVduxf9J8zUBCQupSGIHL6yiNwJZEhrCoZdJa4-T86x0k8IQ4tVIH1I_IJaAmkWS28NYFHcGy1doeWoQ1xZm82GtkE2Df1ldvBKKdsJtMsznrbBt2WjORPQ3kA/s640/image_681x648_from_736,2700_to_1920,3827.jpg" width="386" /></a></div>
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<span style="font-size: small;"><i>The Jewish monitor., December 31, 1920, </i></span></div>
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<span style="font-size: small;"><i>Fort Worth and Tyler Annual New Year Edition</i></span><br />
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The "Boy Chess Wizard's" visit to Chicago, was in one stop in many, in a tour that began with his departure from Europe aboard the steamship Olympic. The "Boy Chess Wizard" was already a veteran of exhibiting his chess abilities, like the young Mozart, <b>Samuel Reshevsky</b> at 8 years of age had already toured a number of European capitals.. Prior to his sailing to the United States, on October 27th, 1920, <b>Reshevsky </b>had spent some three months in England giving exhibitions. Even during his trans-Atlantic crossing <b>Reshevsky</b> gave an exhibition.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMF_7oVtRkZ3gqcqc1SaqDd5DahjGSq0ZmD9LG_T_Lq9h3IaxhV6J1nSvcN9IFeSr2QGOoSCqcHDi1kUIn4a6abDpU7wClRGT331FkVEV4cGlvzhGOJCnSyD3R4RdF9lYJ87ucospa6nI/s1600/image_681x648_from_2718%252C5941_to_4771%252C7897.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMF_7oVtRkZ3gqcqc1SaqDd5DahjGSq0ZmD9LG_T_Lq9h3IaxhV6J1nSvcN9IFeSr2QGOoSCqcHDi1kUIn4a6abDpU7wClRGT331FkVEV4cGlvzhGOJCnSyD3R4RdF9lYJ87ucospa6nI/s640/image_681x648_from_2718%252C5941_to_4771%252C7897.jpg" width="308" /></a></div>
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<i>The New York Tribune., April 30, 1922 </i></div>
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The young <b>Reshevsky's </b>American debut was a much anticipated event in New York City chess circles. but his debut took place not in the metropolis but upstate at West Point at the United States Military Academy on November 10th, 1920,<b> Reshevsky</b> played twenty games, winning all except one which ended in a draw. <br />
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New York City's players finally got their chance to face the prodigy at the Lexington theatre on November 25th, <b>Reshevsky</b> playing twenty opponents, won 15, lost 1, with 4 games ending in a draw. There would be many more cities to visit and exhibitions to give before <b>Reshevsky</b> would give his first exhibition in Chicago.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZFtLvHw1a8vXc8ymD8wcPXzjHV4dMarnImpTcGv8-YpSmzWdnpaJyUFAiDc1tLtQY0kBjb2a_oeZ6iVEPoqoKrZiLl2Pv80rLacM-RmYygXWGvD6xa5xUxPeXFDlbwjrKvhGpThsjays/s1600/s062470.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZFtLvHw1a8vXc8ymD8wcPXzjHV4dMarnImpTcGv8-YpSmzWdnpaJyUFAiDc1tLtQY0kBjb2a_oeZ6iVEPoqoKrZiLl2Pv80rLacM-RmYygXWGvD6xa5xUxPeXFDlbwjrKvhGpThsjays/s640/s062470.jpg" width="505" /></a></div>
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(1921)</div>
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SDN-062470, <i>Chicago Daily News</i> negatives collection</div>
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After stops in Philadelphia, Newark, Cleveland and Milwaukee to give exhibitions, <b>Reshevsky</b> , now nine years of age, arrived in Chicago on March 11th, in the company of his parents, and agent.</div>
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<b>Reshevsky's</b> first exhibition in Chicago was to take place on March 12th at the Illinois Athletic Club, which for the occasion had it's 60 foot swimming pool drained and had a platform installed within, for the purposes of the exhibition.<br />
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Twenty players were recruited from the I.A.C., the Hamilton Club, Chicago Elks, City Press and the Engineers Club to face the "boy chess wizard"<b>.</b><br />
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<b> </b><i>"As Sammy came down stairs of the club to the room in which the games were played, he was greeted with applause , which the pale faced lad acknowledged with a nod . He immediately went into the square reserved for him inside the twenty adjoining tables, at which his opponents were seated. He then allowed a slight delay as he posed for the motion picture men, and then asked to start play."</i><br />
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<i>Chicago Daily Tribune; </i>March 13, 1921<i> </i><b> </b></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "simultaneous exhibitions"] [Site "Illinois Athletic Club"] [Date "1921.03.12"] [Round "-"] [White "Samuel Reshevsky"] [Black "Horace Levison"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.c3 Nf6 5.d4 exd4 6.e5 {cxd4 is the move.} Ne4 7.O-O O-O 8.Bd5 {wins a piece.} Nxf2 9.Kxf2 dxc3%2B 10.Kg3 Ne7 11.Ng5 Nxd5 12.Qxd5 Qe7 13.Nxc3 c6 {loses time.} 14.Qe4 g6 15.Qe2 {makes room for the knight.} d6 16.Bf4 Re8 17.Nge4 Bf5 18.Nf6%2B Qxf6 19.exf6 Rxe2 20.Nxe2 Bd3 21.Rfe1 Bb4 22.Nc3 {Resigns. (Chicago Daily Tribune; March 13, 1921)} 1-0'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22simultaneous%20exhibitions%22%5D%0A%5BSite%20%22Illinois%20Athletic%20Club%22%5D%0A%5BDate%20%221921.03.12%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22Horace%20Levison%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Bc5%204.c3%20Nf6%205.d4%20exd4%206.e5%20%20Ne4%207.O-O%20O-O%208.Bd5%20%20Nxf2%209.Kxf2%20dxc3+%2010.Kg3%20Ne7%0A11.Ng5%20Nxd5%2012.Qxd5%20Qe7%2013.Nxc3%20c6%20%2014.Qe4%20g6%2015.Qe2%20%20d6%2016.Bf4%20Re8%2017.Nge4%20Bf5%2018.Nf6+%20Qxf6%2019.exf6%20Rxe2%0A20.Nxe2%20Bd3%2021.Rfe1%20Bb4%2022.Nc3%20%20%20%201-0' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22simultaneous%20exhibitions%22%5D%0A%5BSite%20%22Illinois%20Athletic%20Club%22%5D%0A%5BDate%20%221921.03.12%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22Horace%20Levison%22%5D%0A%5BResult%20%221-0%22%5D%0A%0A1.e4%20e5%202.Nf3%20Nc6%203.Bc4%20Bc5%204.c3%20Nf6%205.d4%20exd4%206.e5%20%20Ne4%207.O-O%20O-O%208.Bd5%20%20Nxf2%209.Kxf2%20dxc3+%2010.Kg3%20Ne7%0A11.Ng5%20Nxd5%2012.Qxd5%20Qe7%2013.Nxc3%20c6%20%2014.Qe4%20g6%2015.Qe2%20%20d6%2016.Bf4%20Re8%2017.Nge4%20Bf5%2018.Nf6+%20Qxf6%2019.exf6%20Rxe2%0A20.Nxe2%20Bd3%2021.Rfe1%20Bb4%2022.Nc3%20%20%20%201-0'>PGN</a></iframe></p>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfq6Wwz6ROQIl8jFvtr-l1KUaWUCb52JpaEDoLbgw2xvnCs2xQH5r-TH1J9RLJLdvkt2pxZ2ZI6xtxmxLF1eaOwAYNwgNahghFca1F7JJioMV3Y15-dDQ0oScOxQxhKyOoyr-J9uGf1k/s1600/s062465.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="505" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfq6Wwz6ROQIl8jFvtr-l1KUaWUCb52JpaEDoLbgw2xvnCs2xQH5r-TH1J9RLJLdvkt2pxZ2ZI6xtxmxLF1eaOwAYNwgNahghFca1F7JJioMV3Y15-dDQ0oScOxQxhKyOoyr-J9uGf1k/s640/s062465.jpg" width="640" /></a></div>
<div style="text-align: right;">
Miss Alma Wells (1921)</div>
<div style="text-align: right;">
SDN-062465, <i>Chicago Daily News</i> negatives collection</div>
<div style="text-align: right;">
Chicago History Museum. </div>
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<i><br /></i></div>
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<i> " Miss Alma Wells, the only woman in the twenty to oppose the youthful master, put up a spirited contest of two hours before she was maneuvered to defeat before the brilliancy of the lad."</i><br />
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<i>Chicago Daily Tribune; </i>March 13, 1921<i> </i></div>
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A <i>"well dressed throng"</i> watched as young <b>Reshevsky</b> after several hours of play won all twenty games. The report in the Tribune concluded with a notice that the prodigy would play another exhibition the next evening at the Sinai Social Center, against a <i>" picked squad of local players." </i><br />
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<div style="text-align: center;">
<a href="http://books.google.com/books?id=zYjlAAAAMAAJ&lpg=PA138&ots=d6-g4M6W95&dq=rzeschewski%20chess%20chicago&pg=PA134&ci=67%2C66%2C575%2C482&source=bookclip"><img height="535" src="http://books.google.com/books?id=zYjlAAAAMAAJ&pg=PA134&img=1&zoom=3&hl=en&sig=ACfU3U1iYOnSUB7w25X5-0f24sHm1Ei7UA&ci=67%2C66%2C575%2C482&edge=0" width="640" /></a>
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<div style="text-align: right;">
<i>The Reform Advocate</i>: March 12, 1921</div>
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The following evening, March 14th at the Sinai Social Center<i>, </i><b>Reshevsky </b>faced sixteen local players, among those who faced <b>Reshevsky </b>as reported in <i>Tribune</i><b> </b>was Lewis J. Isaacs a former champion of South Africa.<br />
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The local players fared a little better,<b> Reshevsky </b>won thirteen games, two ended in a draw, and one game was left for adjudication. Charles B. Hardiman of Elgin and E.A. Purity were the players who managed to wrestle a draw from<i> "the 9 year old chess marvel".</i><br />
<i><b> </b></i></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Chicago sim"] [Site "Sinai Social Club"] [Date "1921.03.14"] [EventDate "1921.??.??"] [Round "?"] [Result "1-0"] [White "Samuel Reshevsky"] [Black "Jack Burr"] [ECO "C30"] [WhiteElo "?"] [BlackElo "?"] [PlyCount "59"] 1.e4 e5 2.f4 Bc5 3.Nf3 d6 4.Bc4 Nc6 5.d3 Nf6 6.c3 O-O 7.Qe2 Bg4 8.h3 Bxf3 9.Qxf3 Qd7 10.f5 Na5 11.Bg5 Qe7 12.Nd2 Nxc4 13.dxc4 c6 14.O-O-O Rad8 15.g4 h6 16.Bh4 g5 17.Bg3 Rfe8 18.h4 Nh7 19.hxg5 Nxg5 20.Qg2 Kg7 21.Rh5 f6 22.Qe2 Qc7 23.Nf3 Qb6 24.Kc2 Nxf3 25.Qxf3 Qa6 26.Be1 Qxa2 27.Bd2 Rh8 28.Rdh1 Qxc4 29.Bxh6%2B Kf7 30.Bd2 1-0'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Chicago%20sim%22%5D%0A%5BSite%20%22Sinai%20Social%20Club%22%5D%0A%5BDate%20%221921.03.14%22%5D%0A%5BEventDate%20%221921.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22Jack%20Burr%22%5D%0A%5BECO%20%22C30%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2259%22%5D%0A%0A1.e4%20e5%202.f4%20Bc5%203.Nf3%20d6%204.Bc4%20Nc6%205.d3%20Nf6%206.c3%20O-O%207.Qe2%0ABg4%208.h3%20Bxf3%209.Qxf3%20Qd7%2010.f5%20Na5%2011.Bg5%20Qe7%2012.Nd2%20Nxc4%0A13.dxc4%20c6%2014.O-O-O%20Rad8%2015.g4%20h6%2016.Bh4%20g5%2017.Bg3%20Rfe8%2018.h4%0ANh7%2019.hxg5%20Nxg5%2020.Qg2%20Kg7%2021.Rh5%20f6%2022.Qe2%20Qc7%2023.Nf3%20Qb6%0A24.Kc2%20Nxf3%2025.Qxf3%20Qa6%2026.Be1%20Qxa2%2027.Bd2%20Rh8%2028.Rdh1%20Qxc4%0A29.Bxh6+%20Kf7%2030.Bd2%201-0' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Chicago%20sim%22%5D%0A%5BSite%20%22Sinai%20Social%20Club%22%5D%0A%5BDate%20%221921.03.14%22%5D%0A%5BEventDate%20%221921.%3F%3F.%3F%3F%22%5D%0A%5BRound%20%22%3F%22%5D%0A%5BResult%20%221-0%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22Jack%20Burr%22%5D%0A%5BECO%20%22C30%22%5D%0A%5BWhiteElo%20%22%3F%22%5D%0A%5BBlackElo%20%22%3F%22%5D%0A%5BPlyCount%20%2259%22%5D%0A%0A1.e4%20e5%202.f4%20Bc5%203.Nf3%20d6%204.Bc4%20Nc6%205.d3%20Nf6%206.c3%20O-O%207.Qe2%0ABg4%208.h3%20Bxf3%209.Qxf3%20Qd7%2010.f5%20Na5%2011.Bg5%20Qe7%2012.Nd2%20Nxc4%0A13.dxc4%20c6%2014.O-O-O%20Rad8%2015.g4%20h6%2016.Bh4%20g5%2017.Bg3%20Rfe8%2018.h4%0ANh7%2019.hxg5%20Nxg5%2020.Qg2%20Kg7%2021.Rh5%20f6%2022.Qe2%20Qc7%2023.Nf3%20Qb6%0A24.Kc2%20Nxf3%2025.Qxf3%20Qa6%2026.Be1%20Qxa2%2027.Bd2%20Rh8%2028.Rdh1%20Qxc4%0A29.Bxh6+%20Kf7%2030.Bd2%201-0'>PGN</a></iframe></p>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Simultaneous exhibition"] [Site "Sinai Social Club"] [Date "1921.03.14"] [Round "-"] [White "Samuel Reshevsky"] [Black "C. Hardiman"] [Result "1/2-1/2"] 1.e4 e5 2.d4 exd4 3.Nf3 Nf6 4.e5 Ne4 5.Qxd4 d5 6.exd6 Nxd6 7.Be2 Nc6 8.Qd1 Be7 9.O-O O-O 10.c3 Bf6 11.Nbd2 Be6 12.Bd3 Ne7 13.h3 Ng6 14.Qc2 Qd7 15.Kh2 Bf5 16.Nc4 Bxd3 17.Qxd3 Qf5 18.Qxf5 Nxf5 19.Bf4 {??} Nxf4 20.g3 Ne6 21.Rad1 Rad8 22.Ncd2 Rd6 23.Ne4 Rxd1 24.Rxd1 Rd8 25.Nxf6%2B gxf6 26.Rxd8%2B Nxd8 27.Nd2 Kg7 28.Kg2 Nd6 29.f4 Ne6 30.Kf3 f5 31.Ke3 b5 32.b3 a5 {Draw. (American Chess Bulletin; 1921, p.169)} 1/2-1/2'/><p>
<iframe width='100%' height='350' src='http://chessflash.com/joo/latest/showpgn.html?tabmode=0&boardonly=1&orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=%5BEvent%20%22Simultaneous%20exhibition%22%5D%0A%5BSite%20%22Sinai%20Social%20Club%22%5D%0A%5BDate%20%221921.03.14%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22C.%20Hardiman%22%5D%0A%5BResult%20%221/2-1/2%22%5D%0A%0A1.e4%20e5%202.d4%20exd4%203.Nf3%20Nf6%204.e5%20Ne4%205.Qxd4%20d5%206.exd6%20Nxd6%207.Be2%20Nc6%208.Qd1%0ABe7%209.O-O%20O-O%2010.c3%20Bf6%2011.Nbd2%20Be6%2012.Bd3%20Ne7%2013.h3%20Ng6%2014.Qc2%20Qd7%2015.Kh2%0ABf5%2016.Nc4%20Bxd3%2017.Qxd3%20Qf5%2018.Qxf5%20Nxf5%2019.Bf4%20%20Nxf4%2020.g3%20Ne6%2021.Rad1%0ARad8%2022.Ncd2%20Rd6%2023.Ne4%20Rxd1%2024.Rxd1%20Rd8%2025.Nxf6+%20gxf6%2026.Rxd8+%20Nxd8%2027.Nd2%0AKg7%2028.Kg2%20Nd6%2029.f4%20Ne6%2030.Kf3%20f5%2031.Ke3%20b5%2032.b3%20a5%20%20%20%201/2-1/2' border='no' seamless='seamless'><a href='http://chessflash.com/joo/latest/showpgn.html?pgndata=%5BEvent%20%22Simultaneous%20exhibition%22%5D%0A%5BSite%20%22Sinai%20Social%20Club%22%5D%0A%5BDate%20%221921.03.14%22%5D%0A%5BRound%20%22-%22%5D%0A%5BWhite%20%22Samuel%20Reshevsky%22%5D%0A%5BBlack%20%22C.%20Hardiman%22%5D%0A%5BResult%20%221/2-1/2%22%5D%0A%0A1.e4%20e5%202.d4%20exd4%203.Nf3%20Nf6%204.e5%20Ne4%205.Qxd4%20d5%206.exd6%20Nxd6%207.Be2%20Nc6%208.Qd1%0ABe7%209.O-O%20O-O%2010.c3%20Bf6%2011.Nbd2%20Be6%2012.Bd3%20Ne7%2013.h3%20Ng6%2014.Qc2%20Qd7%2015.Kh2%0ABf5%2016.Nc4%20Bxd3%2017.Qxd3%20Qf5%2018.Qxf5%20Nxf5%2019.Bf4%20%20Nxf4%2020.g3%20Ne6%2021.Rad1%0ARad8%2022.Ncd2%20Rd6%2023.Ne4%20Rxd1%2024.Rxd1%20Rd8%2025.Nxf6+%20gxf6%2026.Rxd8+%20Nxd8%2027.Nd2%0AKg7%2028.Kg2%20Nd6%2029.f4%20Ne6%2030.Kf3%20f5%2031.Ke3%20b5%2032.b3%20a5%20%20%20%201/2-1/2'>PGN</a></iframe></p>
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In the <i>American Chess Bulletin</i> Hardiman wrote;<i> "...he looked at me saying ' I give draw'. we shook hands, I could not let go until I kissed his hand, if given good care, he will give to the chess world much as did Paul Morphy, and will trim them all."</i><br />
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The longest game of the evening was the game with former South African champion Isaacs, which after three and half hours was left over for adjudication, by the Western Champion Edward Lasker.<br />
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<i>" In the opinion of champion Lasker this game at end of play, was a draw, and was so claimed by Isaacs, but Sammy claimed it a win and debated the point in a lively manner.</i>"<br />
<div style="text-align: right;">
<i>Chicago Daily Tribune</i>; March 15, 1921</div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "?"] [Site "Sinai Social Center"] [Date "1921.03.14"] [Round "-"] [White "Reshevesky"] [Black "Lewis J. Isaacs"] [Result "1/2-1/2"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Nf6 4.Nc3 Bc5 5.d3 d6 6.h3 Be6 7.Qe2 a6 8.Be3 Bxe3 9.fxe3 Bxc4 10.dxc4 Nh5 11.Qf2 Nf6 12.O-O-O Qe7 13.Nh4 O-O-O 14.Rhf1 Qe6 15.b3 Ne7 16.Nd5 Nexd5 17.exd5 Qd7 18.Nf5 Ne8 {After a few more moves this game was left for adjudication. (Chicago Daily Tribune ; March 15, 1921)} 1/2-1/2'/><p>
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Among the 250 in attendance was Julius Rosenwald, <span class="st">businessman </span>(he was part owner of Sears, Roebuck and Company) <span class="st">and philanthropist</span>, Rosenwald in time would become a mentor to the young <b>Reshevsky.</b> He hoped to arrange a match game between the young <b>Reshevsky</b> and the Western Champion Edward Lasker, before the departure of the prodigy for Toronto, his next stop of his tour. but there was one more exhibition for the<i> "boy chess wizard"</i> to give, this exhibition took place on the afternoon of March 17th at the toy department of the "Fair", <b>Reshevsky</b> faced ten opponents, and after just two hours, he emerged victorious in all ten games.<br />
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<img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaMPYmHwTMupFlx3vwHsksFwXCtqr6v3NFMeX_YsnuCORK7Fldl_m6_4nRt-5A7Z1ME2dG7oB_NsnOb1jxwUvw3aQyXi7Al4fxWE9Cm4uyKBYjZwJr7agraUHMs10OT5bk2cMwvkaYm5c/s640/s062471.jpg" width="506" /> </div>
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(1921)</div>
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SDN-062471, <i>Chicago Daily News</i> negatives collection</div>
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Chicago History Museum.</div>
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The game between the prodigy and the Western Champion, took place that evening at the home of Julius Rosenwald, before a distinguished audience. Reshevsky lost the game to Lasker, but gained a benefactor in Julius Rosenwald. </div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Chicago"] [Site "Chicago"] [Date "1921.03.17"] [Round "-"] [White "Samuel Reshevsky"] [Black "Edward Lasker"] [Result "0-1"] [ECO "C80"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 a6 4.Ba4 Nf6 5.O-O Nxe4 6.d4 exd4 7.Re1 d5 8.Nxd4 Bd6 {This astonishing move indicates a powerful counter attack, while Black ignores the threat againist both his knights. Lasker selected it, thinking thereby to get the boy on strange ground, thereby putting his natural abilitiy to the best possible test. He was atonished to find the little expert picked his way through the maze of complications with a steadiness of a veteran.} 9.Nxc6 Bxh2%2B 10.Kh1 Qh4 11.Rxe4%2B dxe4 12.Qd8%2B Qxd8 13.Nxd8 Kxd8 14.Kxh2 Be6 15.Nc3 c5 16.Bg5%2B f6 17.Rd1%2B Ke7 18.Be3 c4 19.Bb6 Rhd8 20.Bxd8%2B Rxd8 21.Rxd8 Kxd8 22.Nxe4 b5 23.Nc5 Bc8 24.c3 bxa4 25.Nxa4 Kc7 26.b4 cxb3 27.axb3 Kc6 28.Kg3 a5 29.b4 {A losing move, as the King attacks the Knight and RP , then forces its way through. However Black threatened Bf5 follwed by Bc2.} Kb5 {(American Chess Bulletin; April 1921)} 0-1'/><p>
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<i> " When I played a match game with him at the home of Julius Rosenwald, Thursday evening he got himself brilliantly out of the troubles of an opening unknown to him. In the ending I outplayed him not because I can see farther than he, I think, but because he took matters to lightly, thinking to have at least a draw and because my knowledge of end games is, naturally, greater than that the child could have gained in his short life."</i><br />
<div style="text-align: right;">
<i>American Chess Bulliten; </i>April 1921<br />
<br />
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<div style="text-align: right;">
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" /><i> </i></div>
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<i>Chicago Tribune</i>; March 18, 1921</div>
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During his stay in Chicago, Reshevsky played forty-six games during three simultaneous exhibitions,winning all except three drawn games. the only loss he suffered, was the "match game"at the hands of Western Champion.</div>
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Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-91474300829576934752013-04-24T14:38:00.000-05:002013-04-24T14:38:15.253-05:00Alexander Alekhine - 1938 BBC interview<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/PMnLTSbc3b8?feature=player_embedded' frameborder='0'></iframe> </div>
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It is thanks to the web site <a href="http://wordpress.ajedrez-de-estilo.com.ar/" target="_blank">Ajedrez del Estilo</a> that I became aware of this interview.</div>
<br />Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-43675396465681622832013-04-10T11:31:00.001-05:002013-04-10T18:14:12.663-05:00"Red Monday" and the Chicago Chess Club The year 1871 proved to be a "annus horribilis" for the Chicago chess and the city of Chicago, the year started out well enough, with the visit of Captain George Henry Mackenzie in January and February ( see previous <a href="http://chessreader.blogspot.com/2013/03/capt-george-henry-mackenzies-1871.html" target="_blank">post</a> ). An organizing committee had been formed and had held meetings since the previous year in hopes of holding a chess congress for sometime in 1871, with a good chance of it being held in Chicago.The rapid growth of the city in since its founding appeared all but unstoppable, the city was booming.<br />
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All of that was about to change, for around 9 o'clock on the evening of Sunday October 8th, near or in the barn of Mrs. O'Leary, the "Great Chicago Fire" had begun, the story goes that a cow knocked over a lantern in the O'Leary barn, but how it actually started is open to conjecture. It had been a dry summer and once the wind took hold of the fire, there seemed no stopping it, the fire jumped the Chicago river at several junctures, buildings thought to be" fireproof" went up in flames including that of the Chicago Tribune. <br />
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<span style="font-size: small;"><i>"It was like a snowstorm only the flakes were red instead of white."</i></span></div>
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<span style="font-size: small;">-Fire Narrative of Bessie Bradwell Helmer </span></div>
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The very streets caught fire, as the much of the paved roads, the sidewalks and the city bridges were constructed of wood, like so many of the city's buildings, the haphazard nature of the city's construction would greatly contribute to the destruction.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaaQKlJxSTPYLCYtT1bdVOlEMXwZcxR7IP0elgczZ6UWNjbeFx5FD4T8FlCQfWfl2AI-FFcc5u88IqbJhcW3aLHob5msttEsBimpwOgohkPC0ewjPSFwMtiVUNkgadnVBizG6gYvNzc1g/s1600/Chicago-fire1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaaQKlJxSTPYLCYtT1bdVOlEMXwZcxR7IP0elgczZ6UWNjbeFx5FD4T8FlCQfWfl2AI-FFcc5u88IqbJhcW3aLHob5msttEsBimpwOgohkPC0ewjPSFwMtiVUNkgadnVBizG6gYvNzc1g/s400/Chicago-fire1.jpg" width="400" /></a></div>
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<i><span class="description"><i>Chicago in Flames -- The Rush for Lives Over Randolph Street Bridge</i></span></i></div>
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<i><span class="description"><i> </i></span>Harper's Weekly</i></div>
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<i> </i>The fire raged northward to the city center destroying hotels, department stores and City Hall. Firefighters exhausted from fighting a large fire on Saturday were outmatched, the collapse of the roof of the Pumping Station at Chicago Avenue sealed the city's fate.<br />
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On Monday evening, a light rain began to fall, by Tuesday the fire had burned itself out. For days afterwords the city's ruins were too hot to survey, all told over 300 souls lost their lives, and over 100,000 inhabitants were left homeless, a third of the city's population. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiek7sFQYt_5kqVD21SnRgZtkzivwiZkJP_RqQtv4fUot24RHODLliUuDikb_6nuW6Brh0nXziUhH79MannzPvUiKC2gdbkSBZsZjjBoWfATEOguCrO69BapjgmdQ59aXSiBBiuWEzDyBc/s1600/Attributed_to_George_N._Barnard_-_Untitled_(Chicago_after_the_Chicago_Fire)_-_Google_Art_Project.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiek7sFQYt_5kqVD21SnRgZtkzivwiZkJP_RqQtv4fUot24RHODLliUuDikb_6nuW6Brh0nXziUhH79MannzPvUiKC2gdbkSBZsZjjBoWfATEOguCrO69BapjgmdQ59aXSiBBiuWEzDyBc/s1600/Attributed_to_George_N._Barnard_-_Untitled_(Chicago_after_the_Chicago_Fire)_-_Google_Art_Project.jpg" /></a></div>
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<span style="font-size: small;"><i> </i></span><span style="font-size: small;"><span style="font-weight: normal;"><i><span dir="auto">Attributed to George N. Barnard - Untitled (Chicago after the Chicago Fire) - Google Art Project.jpg</span></i></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ImUAYDyZSmr2QdegKDUb4_3wwioGcXb1PezOfyn8AyBVD1-hTUTWTgFVEA8ndL8aT353XmJSEOyfCUi7aCA8xYHzBhXLxvovUrPiHvJ5bHp1BeEHPCJIpGQgMLL2d922hwRCuBQVm64/s1600/ChicagoTribuneFire.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ImUAYDyZSmr2QdegKDUb4_3wwioGcXb1PezOfyn8AyBVD1-hTUTWTgFVEA8ndL8aT353XmJSEOyfCUi7aCA8xYHzBhXLxvovUrPiHvJ5bHp1BeEHPCJIpGQgMLL2d922hwRCuBQVm64/s320/ChicagoTribuneFire.jpg" width="320" /></a></div>
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<i>Chicago Tribune</i>; October 11, 1871</div>
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Almost at once people began to rebuild, many seeing an opportunity in the aftermath of the fire for a better life. Just months (December 4- 15) after the "Great Fire" second American Chess Congress was held in Cleveland, fortunately the decision to hold the congress in that city rather than Chicago having been made prior to the fire. Frederick Bock, who had played a match with Captain Mackenzie just a few months previous, during the former's visit to the city, had translated "The German Handbuch" (<span class="reference-text">Bilguer's </span><i>Handbuch des Schachspiels) </i>into English, which was at the printers waiting to go to press, when the fire broke out, Bock's manuscript of the "Handbuch" was consumed by the conflagration.<br />
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On March 17, 1872, a notice appeared in the<i> Tribune</i>, that despite the fire and the business of rebuilding the city, chess play continued take place.<br />
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<i> 'Experts and lovers of the game of chess are invited to call at the "Little Bijou", No. 48 South Desplaines street, this afternoon, to arrange matters preliminary to the grand chess tournament. Messrs. Bock, Goggin, Hosmer, and others will be present.'</i><br />
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How "grand" the tournament turned out, one can only hazard a guess, as I have been unable to locate any further information. But at least a start was made, but progress slow and painful, it was not til late 1873 that a new club, formed to replace the old Chicago Chess Club.<br />
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<i> 'Previous to the Red Monday, of October '71,Chicago had a chess club which was, when the aforesaid day of wrath came and pretty much swept everything hereabout away, hard at work trying to get up a chess congress in this city. The Club did not "rebuild" after the fire as quickly as some other institutions, the original members not coming together for reorganization till November, when some thirty-six gentlemen, mostly members of the old Association, agreed to form the Chicago Chess Club. The second meeting of the organization was held last evening, at the Club room, 113 Randolph street. The principal business was the discussion of the proposed chess congress , the idea of which has been revived by New York players , who favor holding it in Chicago. The twelve members of the club present did not appear very enthusiastic on the subject - perhaps they feared its revival might bring another conflagration upon the city - but finally the President was instructed to communicate with Captain Mackenzie and the other New York chess players and inform them that " that the Chicago Chess Club will give all its influence to further the ends of the chess congress which it is proposed to hold in city about next May." '</i><br />
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<i>Chicago Daily Tribune</i>; January 21, 1874<br />
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Chicago did indeed host the third American Chess Congress, which was held from July 7th to the 16th, which was won by Captain Mackenzie. But any benefits of holding the congress in Chicago were short-lived, chess continued to have a hardscrabble existence in the windy city. As late as 1887, the lamentable state of chess, was the subject of comment in the local press.</div>
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<i> 'It is too bad that Chicago with its illustrious chess-players boasts no "chess club" worthy of the name. One finds in the rear of a Dearborn street saloon a sign tacked over a door reading, "Chicago Chess Club", and into this place redolent of the ordor of damp sawdust and beer, a TRIBUNE reporter made his way recently in search of information about Chicago chess-players. The illumination was scarcely sufficient to enable him to see the occupants in the room, but in time his eyes grew accustomed to the darkness and he took in his surroundings. Here then was the home of Chicago chess-players, followers of Steinitz, Staunton, Morphy, and Andersen. Not a paradise to say the least.'</i><br />
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<i>Chicago Daily Tribune</i>; April 3, 1887</div>
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It was not until the founding of the Chicago Chess and Checker Club in 1891, that Chicago chess-players had a club worthy of the name.</div>
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Note: for further information on the Great Chicago Fire, here is a <a href="http://greatchicagofire.org/" target="_blank">link</a> to the Chicago History Museum.</div>
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Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-26579344654490503942013-03-25T11:01:00.000-05:002013-03-25T11:01:35.577-05:00Chess Competitions 1824 - 1970: An annotated international bibliography of books, bulletins, and programs - Gino Di Felice<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3IsxBdzvZ3FqiZ2LlZPOnqC2RcXTr4Lo2-9OjxZzApvi0SWiZJcbZ8tRFKoqD7HQHaCeh19ptm3YoL3AoTlFgMhfW_comsoiZqI81LJxaJMN8yrVwSUGJpn-G7t0p6j1ruuOC4sTUU1c/s400/img001.jpg" width="282" /> </div>
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In a previous post in this blog (<a href="http://chessreader.blogspot.com/2012/08/wither-chess-tournament-book.html" target="_blank">Wither the chess tournament book? </a>) I lamented the passing of the contemporaneous chess tournament book, fortunately there is a rich, diverse and vast literature on chess tournaments of the past. The scope of this diversity has become even more apparent with the publication of <b>Gino Di Felice's</b> <b><i>Chess Competitions 1824 - 1970.</i></b></div>
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<b><b> Gino Di Felice</b> </b>has done a yeoman's service in compiling this bibliography.<b> Di Felice </b>is best known<b> </b>for the invaluable series, <b><i>Chess Results</i></b>, in which he has provides the crosstables to thousands of chess events from 1747 to 1960, with three more volumes soon to appear , which will take us to 1970. </div>
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With 3096
competitions listed and 5066 publications this was mammoth undertaking,
some events and publications are sure to have slipped thru <b>Di Felice's</b> net, but one cannot but admire <b>Di Felice's</b>
dedication and perseverance in compiling this bibliography, and
although the cut off for competitions is set at 1970, there are
publications published as late 2012 in the bibliography.</div>
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The bibliography is divided into five parts, part one is devoted to individual tournament, part two to individual matches, part three to team tournaments, part four to team matches and part five is devoted to correspondence competitions. The listing for individual and team tournaments are listed alphabetically according to where the tournament took place, and then chronologically for tournaments in the same city, individual matches are listed by the name of the winner or alphabetically in case of a tie. Team matches are listed under the name of the home team. As for correspondence competitions, regardless of there being tournaments or matches are listed alphabetically by name.</div>
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The chess bibliophile and researcher are sure to find this book invaluable resource, and many a club chess player may also find this book useful. I would have likes a page or two of illustrations, especially some of the more obscure titles, but one can't have everything.</div>
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<span class="rating" id="rate-515073b412061" style="margin: 0px; padding: 0px; white-space: nowrap;"><span class="rw"><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt="*" src="http://static.librarything.com/pics/s-s.gif" /><img alt=" " src="http://static.librarything.com/pics/s-g3.gif" /></span></span></div>
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<b><i>Chess Competitions 1824 - 1970: An annotated international bibliography of books, bulletins, and programs.</i></b></div>
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<b>Gino Di Felice</b></div>
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Publishing House Moravian Chess (2012) 554 pages</div>
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<i> </i><b><i><br /></i></b></div>
<br />Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0tag:blogger.com,1999:blog-7418357683674986277.post-85051148223494523152013-03-11T18:19:00.001-05:002013-03-11T19:51:27.588-05:00Capt. George Henry Mackenzie's 1871 Chicago Visit<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgursPli70H2rH6qo3Ixwz7hgYgHdNMToKqFZpXyU5riEptqdY00Yd4vzI5wH2gC-bzdRq9LL48vQFCcpZYa2GEjle-c_VZYXqJJxeb01bFnZZVNhoj3kXq5jG1zTJj8dLmLYk-5bv3clk/s1600/George_Henry_Mackenzie.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgursPli70H2rH6qo3Ixwz7hgYgHdNMToKqFZpXyU5riEptqdY00Yd4vzI5wH2gC-bzdRq9LL48vQFCcpZYa2GEjle-c_VZYXqJJxeb01bFnZZVNhoj3kXq5jG1zTJj8dLmLYk-5bv3clk/s640/George_Henry_Mackenzie.jpg" width="452" /></a></div>
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<i>Image: public domain</i></div>
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In a brief note in the <i>Chicago Tribune's Sporting World</i> column of the January 27, 1871 reported the arrival, that very day, of <b>Capt. George Henry Mackenzie</b>, " the celebrated New York chess player", who planned to stay in Chicago for several days, and while in the city contest in matches some Chicago's strongest players. The arrival of <b>Capt. Mackenzie</b> was also reported in the <i>New York Spirit of the Times</i> of January 28th, where it was expressed:<br />
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<i>"Should the Captain be as successful at Chicago as he is in New York, he will come off victorious in a great majority of his encounters with chess luminaries of that city."</i><br />
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The<i> Sporting World</i> column of <i>The Tribune</i> <i> </i>in it's<i> </i>January<i> </i>29th column continued to report on the arrival of <b>Capt. Mackenzie</b> speculating on the Captain's plans, as well as giving a brief biography of the the Captain, which is worth quoting at length:<br />
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<i> "In this connection it is proper to </i>[illegible] <i>very briefly the somewhat eventful life of the gentleman who claims to be the chess champion of America. he is about 35 years of age, a Scotsman by descent, and formerly a Captain in the British army. During the progress of the rebellion he came to America, and engaged as a Captain in the Union forces. He was through some three years in the South and was one of the few who, though seeing much hard fighting, fortunately escaped uninjured. He returned to New York city and at once became a prominent member of the chess club there, having some years before been one of the most noted players in Great Britain and competent to play on even terms</i> <i>with the ablest practitioners in Europe. Since the war he has been acknowledged leader of chess in New York, and has defeated Mr. Lichtenhelm, formerly of that city, and Mr. Reichelm of Philadelphia, in set matches......Undoubtedly the visit of Captain Mackenzie to the West will occasion a great amount of excitement and play, and an opportunity will be afforded the Western players to see if they can make any stand whatever against the redoubtable New Yorker. Of course, the chances are largely in his favor."</i><br />
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<i>Chicago Tribune; Jan 29, 1871</i><span style="font-size: small;"><span style="font-family: inherit;"> </span></span><br />
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<span style="font-size: small;"><span style="font-family: inherit;"><b><span style="font-size: small;">Mackenzi<span style="font-size: small;">e</span></span></b> played a match against <span class="st"> Frederick Bock, who in 1874 would place fourth (4 points) <span style="font-size: small;">at</span> the T<span style="font-size: small;">h</span>i<span style="font-size: small;">r</span>d American Chess Congress held in Chicago<span style="font-size: small;">, which was won by <b>Mackenzie</b> (8 1/2 points)</span>. Bock<span style="font-size: small;"> </span>was attached<span style="font-size: small;"> </span></span></span></span><span style="font-size: small;"><span style="font-family: inherit;"><span class="st"><span style="font-size: small;"><span style="font-size: small;"><span style="font-family: inherit;"><span class="st"><span style="font-size: small;"> in some capacity</span></span></span></span> to</span> the Lawrence Barrett Dramatic troupe<span style="font-size: small;">.</span> </span></span></span></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Mackenzie"] [Black "Bock"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.d4 exd4 4.Nxd4 Qh4 5.Nb5 Bc5 {Queen takes pawn e4%2B followed presentlyby K to Q, is considered the best defence in this phase of the Scitch Gambit.} 6.Qf3 Bb6 7.Be3 Ba5%2B 8.Bd2 {Interposing the N at c3 seems preferable.} Bb6 9.Bc3 Nf6 10.Nd2 a6 11.Na3 Ng4 12.g3 Qg5 13.h4 Bxf2%2B 14.Qxf2 {The best move, although the "exchange" is temporialy lost, yet the Black N has no means of escape.} Nxf2 15.hxg5 Nxh1 16.Be2 Nxg3 17.Bf3 f5 {Pawn to h5 seems stronger.} 18.gxf6 gxf6 19.Kf2 Rg8 20.Bxf6 Rf8 21.e5 Rxf6 22.exf6 Nf5 23.Bh5%2B Kf8 24.Re1 Nd6 25.Ne4 Nf7 26.Ng5 Nce5 27.Nxf7 Nxf7 28.Re7 Nd6 29.Nc4 {and wins. (New York Turf, Field and Farm, 1871.02.17)} 1-0 '/></object></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1SaBS1dNOVDiK2lvTgxh3Y3pHtcgY98M2LwJg8dj-tjmPuQnIfZJUUNoWdm-FgYDVHF1DiVvoQGjUFGydc2pMbhqsf15rXjKRMo30owoUIygqW1IwqkOq-NrWxS_7WnaYX7ksq9ws2GA/s1600/MacKenzie_George_Henry.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1SaBS1dNOVDiK2lvTgxh3Y3pHtcgY98M2LwJg8dj-tjmPuQnIfZJUUNoWdm-FgYDVHF1DiVvoQGjUFGydc2pMbhqsf15rXjKRMo30owoUIygqW1IwqkOq-NrWxS_7WnaYX7ksq9ws2GA/s640/MacKenzie_George_Henry.jpg" width="420" /></a></div>
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<i><span style="font-size: small;"><span style="font-family: inherit;">John G. White Collection, Cleveland Public Librar<span style="font-size: small;">y</span> </span></span></i></div>
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<i>GV1438 .C475 1845</i></div>
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<span class="st"><b>Mackenzie</b> also played a match against James Morgan, who is described in </span><span style="font-size: small;"><i><span style="font-weight: normal;">American Chess Magazine</span></i></span><br />
<span class="st"> as a man of great wealth, who used to be one of the strongest players of the city, and was by far the most deliberate player in the city, but he had given up chess completely by the time of the</span><span style="font-size: small;"><i><span style="font-weight: normal;"> American Chess Magazine </span></i><span style="font-weight: normal;">( August<span style="font-size: small;">,</span> 1897) article. Morgan se<span style="font-size: small;">rv</span>ed at one time as the <span style="font-size: small;">President of the Chicago Chess <span style="font-size: small;">and Checkers Club<span style="font-size: small;">. </span>He <span style="font-size: small;">was on the Chicago team<span style="font-size: small;">, th<span style="font-size: small;">at<span style="font-size: small;"> played</span></span> the Quincey<span style="font-size: small;">, Ill. team by telegraph<span style="font-size: small;">, which was the subject og two previous posts, Links<a href="http://chessreader.blogspot.com/2012/12/quincy-chess-club-telegraphic-chess.html" target="_blank"> here</a></span></span></span></span></span></span></span></span> and <a href="http://chessreader.blogspot.com/2012/12/chicago-quincy-telegraph-chess-match.html" target="_blank">here</a>.<br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Capt. Mackenzie"] [Black "Henry Hosmer"] [Result "1-0"] 1.e4 c5 2.Nf3 e6 3.d4 cxd4 4.Nxd4 Nf6 5.Nc3 Bb4 6.Bd3 Nc6 7.Nxc6 bxc6 8.O-O d5 9.e5 Nd7 10.Qg4 Bf8 {Casteling would evidently have cost the "exchange".} 11.f4 f5 12.exf6 Nxf6 13.Qh4 Bc5%2B 14.Kh1 O-O 15.Bd2 Bd7 16.Rae1 Bd6 {Black plays his Bishop here, so as to be able to push Pawn to e5 in the event of White advancing his KBP.} 17.g4 g6 18.f5 gxf5 19.Bg5 Rb8 20.gxf5 e5 21.h3 e4 22.Nxe4 dxe4 23.Bc4%2B Kh8 24.Rg1 e3 {A fatal error; Be5 followed by c5, should White take KP with Rook, appears to be his best resource.} 25.Bxf6%2B Qxf6 26.Rg8%2B Rxg8 27.Qxf6%2B Rg7 28.Qxd6 Re8 29.Rxe3 {and wins.( New York Turf, Field and Farm, 1871.02.24 )} 1-0'/></object><br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Morgan"] [Black "Capt. Mackenzie"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 a6 4.Bxc6 dxc6 5.d4 exd4 6.Qxd4 Bg4 {Black would have developed his game more rapidly by exchanging Queens and then playing Bc5.} 7.Qxd8%2B Rxd8 8.Bf4 Bd6 9.e5 Bc5 10.h3 Bh5 11.Nbd2 Ne7 12.Bg5 Rd7 13.Nb3 Bb6 14.O-O Bg6 15.Rac1 h6 16.Bh4 Nf5 17.c4 c5 {A weak move as it puts the Bishop completely out of play} 18.g4 Nxh4 19.Nxh4 Bd3 20.Rfe1 Ba7 21.Ng2 b5 22.Na5 {An error which costs White a Pawn.} Bb6 23.Nc6 Bxc4 24.Rxc4 {An excellant sacrifice, by which White gains in position what he loses in force; the termination is played by Mr. Morgan with great skill and judgement.} bxc4 25.e6 fxe6 26.Rxe6%2B Kf7 27.Nf4 Rd1%2B 28.Kg2 Rf8 29.Ne5%2B Kg8 30.Nfg6 Rfd8 31.f4 c3 32.g5 cxb2 33.Ne7%2B Kh8 {And White mates in two moves. Kf8 was of course correct play, when White would probably have drawn the game by perpertual check. . (New York Turf, Field and Farm, 1871.03.10 )} 1-0'/></object><br />
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And finally<b> Mackenzie</b> also played matches against Henry Hosmer and Hiram Martin Langdon Kennicott, Hosmer was the subject of a previous <a href="http://chessreader.blogspot.com/2013/01/henry-hosmer-forgotten-western-player.html" target="_blank">post</a> in this blog. Kennicott had played at the First American Chess Congress in 1857, not advancing beyond the first round losing to Benjamin I. Raphael (3.5 - 2.5). Kennicott would take part at the Third American Chess Congress in 1874 , but would withdraw early from the tournament.<br />
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Capt. Mackenzie"] [Black "Morgan"] [Result "1-0"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.b4 Bxb4 5.c3 Ba5 6.O-O d6 7.d4 exd4 8.cxd4 Bb6 9.Nc3 Na5 10.Bd3 Ne7 11.d5 O-O 12.Bb2 Ng6 13.Ne2 Bg4 {This sortie by the Bishop is now condemed by leading authorities.} 14.Qd2 c5 15.Kh1 c4 16.Bc2 Bxf3 17.gxf3 Bc5 {A lost move, which, in the defence to the Evan’s, is almost sufficient to entail the loss of the game.} 18.Bc3 b6 19.Ng3 Ne5 20.Nf5 f6 {If} (20...Nxf3 {,White wins at once by} 21.Qh6) 21.Rg1 Ng6 22.h4 Kf7 23.h5 Qd7 24.Rg4 Rh8 {Black struggles gallanty to save the piece, or failing that to obtain at least an equivalant for it.} 25.Kg2 Rag8 26.hxg6%2B hxg6 27.Ng3 Rh6 28.Rh1 Rgh8 29.Rxh6 Rxh6 30.Qf4 Nb7 31.Bxf6 Kg8 32.e5 dxe5 33.Bxe5 Bd6 34.Bxd6 Nxd6 35.Bxg6 b5 36.Bf5 Nxf5 37.Nxf5 Rf6 38.Qb8%2B {And wins ( New York Turf, Field and Farm, 1871.03.10 )} 1-0'/></object></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago"] [Date "1871.??.??"] [Round "-"] [White "Henry Hosmer"] [Black "Capt. Mackenzie"] [Result "1-0"] [Annotator "Chicago Tribune ; Mar 12, 1871"] 1.e4 e5 2.Nf3 Nc6 3.Bb5 Nf6 4.O-O Nxe4 5.d4 Nd6 6.Bxc6 bxc6 7.Nxe5 Be7 8.Qg4 O-O 9.Bh6 Ne8 10.Nf3 {To prevent loss of a piece.} d5 11.Qg3 Rb8 12.b3 c5 13.Nc3 Rb6 14.Bg5 Bxg5 15.Qxg5 Qxg5 16.Nxg5 Ba6 17.Rfe1 Rg6 18.f4 h6 19.Nf3 cxd4 20.Nxd5 Rd6 21.Ne7%2B Kh7 22.Nf5 Rf6 23.N5xd4 Rxf4 24.Re7 Rf6 25.Rae1 c5 26.Rxe8 Rxe8 27.Rxe8 cxd4 28.Rd8 Be2 29.Rxd4 Bxf3 30.gxf3 Rxf3 31.Ra4 Rc3 32.Rxa7 Rxc2 33.b4 f5 34.b5 Rb2 35.a4 h5 36.Ra6 h4 37.h3 g5 38.Rf6 Rb4 39.Rxf5 Kg6 40.Rf2 Rxa4 41.Rb2 {Best.} Ra7 42.b6 Rb7 43.Kf2 Kf5 44.Kf3 Kg6 45.Kg4 Rf7 {Threatening mate.} 46.Rb4 Rb7 47.Rb5 Kh6 48.Kf5 Rb8 49.b7 Rf8%2B 50.Ke5 Rb8 51.Kd6 {Resigns (Chicago Tribune ; Mar 12, 1871)} 1-0 '/></object></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Capt. Mackenzie"] [Black "Morgan"] [Result "0-1"] 1.e4 e5 2.f4 exf4 3.Bc4 Nf6 {A perfectly safe defence to the Bishop’s Gambit.} 4.Nc3 c6 {This move appears to us to give Black a somewhat cramped position.} 5.Qe2 Bb4 6.e5 O-O 7.Nf3 d5 8.Bb3 Re8 9.O-O Ng4 10.d4 f6 11.Bxf4 Nd7 12.h3 fxe5 13.dxe5 Bxc3 14.bxc3 Ngf6 15.Qd1 Nh5 {If} (15...Ne4 {White replies} 16.Bxd5%2B { c.}) 16.Bg5 Qc7 17.Nh4 (17.Qd4 {or}) (17.Bxd5%2B {Would be better than this move which throws White at once on the defensive.}) 17...Ng3 18.Rf3 Qxe5 19.Rxg3 Qxg3 20.Qh5 Re1%2B 21.Rxe1 Qxe1%2B 22.Kh2 Qe5%2B 23.Kh1 Nf6 {and white resigns. (New York Turf, Field and Farm, 1871.03.31)} 0-1 '/></object></div>
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<object data="http://chessflash.com/releases/latest/ChessFlash.swf" height="350" type="application/x-shockwave-flash" width="100%"><param name="movie" value="http://chessflash.com/releases/latest/ChessFlash.swf" /><param name="flashvars" value='orientation=H&tabmode=false&light=f4f4fF&dark=0072b9&bordertext=494949&headerforeground=ffffff&mtforeground=000000&mtvariations=FF0000&mtmainline=000000&mtbackground=ffffff&pgndata=[Event "Match"] [Site "Chicago Chess Club"] [Date "1871.??.??"] [Round "-"] [White "Morgan"] [Black "Mackenzie"] [Result "0-1"] 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.b4 Bxb4 5.c3 Ba5 6.d4 exd4 7.O-O dxc3 {This defence is now thought to be the best by German authorities, and was sucessfully adpoted by Neumann against Messrs. Andressen and Minckwitz in the Baden Tournament.} 8.Qb3 (8.Ba3 {is perhaps slightly better}) 8...Qf6 9.e5 Qg6 10.Nxc3 Nge7 11.Ne2 b5 12.Bxb5 Rb8 13.Nf4 Qe4 14.Bxc6 Nxc6 15.Qxf7%2B {Prettily played though we doubt whether White improves his games by exchanging Queens} Kxf7 16.Ng5%2B Ke7 17.Nxe4 Nxe5 18.Nd5%2B Ke6 19.Rd1 d6 20.f4 Nc4 21.g4 Bb7 22.f5%2B Ke5 23.Nec3 Bxc3 24.Nxc3 Kf6 25.Nd5%2B Bxd5 26.Rxd5 Rhe8 27.Bf4 Rb2 28.g5%2B Kf7 29.Rf1 Rxa2 30.Rd4 Rc2 31.Rf2 Rxf2 32.Kxf2 Nb6 33.h4 a5 34.h5 a4 35.Bc1 Ra8 36.Rd3 Nc4 37.Ba3 (37.Rd4 {would have prolonged the contest, though Black’s extra pawns must have won in the end.}) 37...Nxa3 38.Rxa3 Ra5 39.g6%2B hxg6 40.fxg6%2B Kf6 41.Rf3%2B Rf5 42.Rxf5%2B Kxf5 43.h6 Kxg6 {and wins. (New York Turf, Field and Farm, 1871.03.31)} 0-1 '/></object><br />
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The chess column of February<i> </i>18th in the<i> New York Spirit of the Times</i> gave the results of <b>Mackenzie's</b> visit to Chicago, in his match with James Morgan each player won 3, with 1 drawn game. In his match J. (?) Hosmer, <b>Mackenzie</b> won 3, and losing but 1 game. <b>Mackenzie</b> won his match with Frederick Bock by same score as his match with Hosmer. <b>Mackenzie</b> shutout Hiram Kennicott in their match, winning 2, with no loses or draws.<br />
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In December, <b>Mackenzie</b> again would find himself in the West in Cleveland for the Second American Chess Congress, it was originally thought that an International tournament could be organized, but the majority of the western players preferred a purely American affair, <b>Mackenzie</b> would win the tournament and he would continue to dominate the American chess scene for years to come.</div>
Chess Readerhttp://www.blogger.com/profile/05678408792683457236noreply@blogger.com0