tag:blogger.com,1999:blog-25906392556648224202024-03-17T16:36:19.465+00:00Chess Book ChatsMichael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.comBlogger196125tag:blogger.com,1999:blog-2590639255664822420.post-81704671826319930982024-03-14T12:47:00.000+00:002024-03-14T12:47:25.087+00:00Recent auctions<p><span style="font-family: verdana;">The two recent chess chess book auctions held in November 2023 by Lund Chess Academy (LSAK - Sweden) and Antiquariat A. Klittich-Pfankuch (Braunschweig, Germany) featured many rare items. I will have a look at some of the scarce and rare English language books offered for sale.</span></p><p><span style="font-family: verdana;"><i> </i><br /></span></p><p><span style="font-family: verdana;"><b><u>LSAK auction November 2023</u></b></span></p><p><span style="font-family: verdana;"><i>Chess Match between Messrs. Steinitz & Blackburne</i>, written and annotated by W. Steinitz, The Field Office, London 1876. 56pp.</span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4er84Cl1hRP-C3Hr1gJCLKNUZeskYULRs0PthnBrJFGkP_RlWkllKPe_APVCKNWhXD9jPGNLjnyTadvO_5QZvytHyN-tXQvY1AoOVTpv6D3UJMmLtVCBXm0lnISzye84dL5IQpapluSC9FonqBS54s_Xn1VtwF72vLfN5TlcHa94HJ0IMUtzhGbhm1RAA/s418/STEINITZ%20v%20BLACKBURNE%20MATCH.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="418" data-original-width="247" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4er84Cl1hRP-C3Hr1gJCLKNUZeskYULRs0PthnBrJFGkP_RlWkllKPe_APVCKNWhXD9jPGNLjnyTadvO_5QZvytHyN-tXQvY1AoOVTpv6D3UJMmLtVCBXm0lnISzye84dL5IQpapluSC9FonqBS54s_Xn1VtwF72vLfN5TlcHa94HJ0IMUtzhGbhm1RAA/w378-h640/STEINITZ%20v%20BLACKBURNE%20MATCH.jpg" width="378" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p></p><span style="font-family: verdana;"></span><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">In his six page <i>Introduction </i>Steinitz explains that the match arose from a desire by various patrons of the game to see a contest between the two leading players from the Vienna International Tournament held in 1873, narrowly won by Steinitz from Blackburne after a two game play-off. The match was for £60 a side with the winner to be the first to score seven wins, and alarm clocks (alarum time pieces as Steinitz called them) were used to regulate the time limits of 30 moves in two hours followed by 15 moves in each subsequent hour.</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Steinitz declared that the match excited much interest among chess players and the general public alike owing to the extensive coverage in the London daily papers. However, <i>The Westminster Papers</i>, (which frequently attacked Steinitz), generally ridiculed the match, denounced it as a chess farce, criticised the standard of play and dismissed the contest as of little interest to London chess players. (WP March 1876 page 215).</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Steinitz won the match by seven games to nil with no draws, and he devotes 46 pages to a detailed summary and analysis of each of the seven games, enlarging on what had previously appeared in his chess columns of <i>The Field</i>. </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">This is a rare book and a pencil note on the title page of this copy states "not in L/N". It is true that this was not in that collection when the <i>Bibliotheca Van der Linde-Niemeijeriana</i> catalogue was published in 1955, but it is included in the <i>Supplement</i> issued in 1969. Several major libraries have copies and it is also available digitally at haithitrust.org.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">This particular copy came from the Stockholms Schacksällskaps Bibliotek and is signed by Ludvik Collijn the chess patron, author and president of the Swedish Chess Association from 1917 to 1939. I am not sure how much this added to the value of the book but much of the price paid of €1,107 is on account of its rarity. Another copy sold for €950 in the previous LSAK auction in September 2023.</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"> </span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: small;">___________________________________________ <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"><i>Steinitz & Lasker Match, with Comments, Review, and Original Notes</i> by H. E. Bird; George Bell & Sons London 1894. [2] + 39pp. </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi63dq88Bc7x7uk3BlqI_e40a8DjASY8HOoz91saKE_f636Irwl_Rk5AVL_TF_vykqRWXTfs6mFiIsp4HwYzYj9Kbvxg-h9FXR5qPC-zEcnemXpScsBIV3zVJCdYqOeCOwWQNc8ys75Y2UVVTB0ex62FP9CVOfS0_xuCOQs2FB2GBvjHZZBu6RCCWCz4Mga/s498/STEINITZ%20LASKER%20MATCH.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="498" data-original-width="301" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi63dq88Bc7x7uk3BlqI_e40a8DjASY8HOoz91saKE_f636Irwl_Rk5AVL_TF_vykqRWXTfs6mFiIsp4HwYzYj9Kbvxg-h9FXR5qPC-zEcnemXpScsBIV3zVJCdYqOeCOwWQNc8ys75Y2UVVTB0ex62FP9CVOfS0_xuCOQs2FB2GBvjHZZBu6RCCWCz4Mga/w386-h640/STEINITZ%20LASKER%20MATCH.jpg" width="386" /></a></span></div><span style="font-family: verdana; font-size: small;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Two books covering this World Championship match were published in 1894; first came <i>The Games of the Steinitz-Lasker Championship Match</i>, by J G Cunningham, followed a few weeks later by Bird's book. Bird expressed disappointment that he did not have the market to himself for coverage of this match and had a few digs at Cunningham's book which is, in fact, a much more complete record of the contest. </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Henry Bird was acquainted with both Steinitz and Lasker and had played matches with both, and, although at other times Bird had serious differences with Steinitz, in this book he is heavily biased towards the former world champion. So much so that he produces a <i>Summary of the Games</i> with his <i>Bird's Eye View </i>which changes<i> </i>the actual result of the match from Lasker 10 wins, Steinitz 5 wins, and 5 draws, to a "legitimate result in best form" of Lasker 6 wins, Steinitz 6 wins, and 7 draws.</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMYWu9qflswLfyHjx8din2eB4W1BmbUieUdutTywwCHjPFM3A3W1_H7gJVjfVqT_9fz16Fdf1CPxMpop1IBTbGFteYdQtz1t-FQsb2Z0noJlDpjxrkhYQ2Mzm_2NZ4dmlJbPCU8Vqi3GJcJdz-mfsBTKL4ZwX7-GE9XgHAAiHTvumfXSZ9Mc0mtLntRfI9/s3301/STEINITZ%20LASKER%20SUMMARY.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3183" data-original-width="3301" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMYWu9qflswLfyHjx8din2eB4W1BmbUieUdutTywwCHjPFM3A3W1_H7gJVjfVqT_9fz16Fdf1CPxMpop1IBTbGFteYdQtz1t-FQsb2Z0noJlDpjxrkhYQ2Mzm_2NZ4dmlJbPCU8Vqi3GJcJdz-mfsBTKL4ZwX7-GE9XgHAAiHTvumfXSZ9Mc0mtLntRfI9/w400-h386/STEINITZ%20LASKER%20SUMMARY.jpg" width="400" /></a></span></div><span style="font-family: verdana; font-size: small;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Bird also adorned his title page with <i>The Turning Point</i>, a position from game 7 where he claimed that Steinitz (Black) had missed a win at move 33 beginning with the move Qg3. Steinitz went on to lose this game and the following four games leading to the loss of the match. However Bird's analysis is faulty; Kasparov discusses this intricate position in his <i>On my Great Predecessors Part 1</i>, and declares that the Qg3 line is unclear (Page 124).</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrfHSXJuVH0_O2NM4-U1KHlUowMALc2fqQWo04IHr6fObnZyahCuBuPwLKr5Tcg8bihK3NNx8N0V-bRF4TAkgg7xNxKdO4bglBvNSzL6cAX8DeLJceICJLCmuuCie_qS0Ml1gptwEVGT2Si1YWRJm-HJladkHF35YKRQ0Gp8pfLi959RG47XYX-6PBXLT9/s207/STEINITZ%20LASKER%20THE%20TURNING%20POINT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="207" data-original-width="206" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrfHSXJuVH0_O2NM4-U1KHlUowMALc2fqQWo04IHr6fObnZyahCuBuPwLKr5Tcg8bihK3NNx8N0V-bRF4TAkgg7xNxKdO4bglBvNSzL6cAX8DeLJceICJLCmuuCie_qS0Ml1gptwEVGT2Si1YWRJm-HJladkHF35YKRQ0Gp8pfLi959RG47XYX-6PBXLT9/w398-h400/STEINITZ%20LASKER%20THE%20TURNING%20POINT.jpg" width="398" /></a></span></div><span style="font-family: verdana; font-size: small;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Bird gives just the bare moves of the 19 games and his unusual approach was to give a table of <i>Critical Points and Crucial Errors</i> in which he aimed to show where the play could have been improved, and leaving it to the reader to examine these positions further. Bird also gives a summary of the play in each game and he examine's one position from each of the first two games offering an alternative variation at these critical points. </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3fQcPEQ15QRrUys_zUK3Kdd191T_n6NE38aP2gcZO1rSBiCq2ZMzoLgAZWhjbuQoU8u0wDyDXij3BosKCQNYWEeD1a1RblfGfz4I6a9HkobRcKXqOMrNPTtWt5jSB36yjyey5JKnyK47GreJ5ZZx7-qqYNTZ7STaRy0qLwOnWKp-_OMkjnnLf8nBldOXZ/s3957/STEINITZ%20LASKER%20CRITICAL%20POINTS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3957" data-original-width="3546" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3fQcPEQ15QRrUys_zUK3Kdd191T_n6NE38aP2gcZO1rSBiCq2ZMzoLgAZWhjbuQoU8u0wDyDXij3BosKCQNYWEeD1a1RblfGfz4I6a9HkobRcKXqOMrNPTtWt5jSB36yjyey5JKnyK47GreJ5ZZx7-qqYNTZ7STaRy0qLwOnWKp-_OMkjnnLf8nBldOXZ/w574-h640/STEINITZ%20LASKER%20CRITICAL%20POINTS.jpg" width="574" /></a></span></div><span style="font-family: verdana; font-size: small;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">A digital copy is available at haithitrust.org but unfortunately pages 4 and 5 are duplicated while pages 6 and 7 are absent.</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">This book sold for €135 which was probably a bargain as previous copies have sold for between £250 and £350. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">This is a scarce book but not the rarest of Bird's chess publications, That must be <i>Bird's Chess Reviews </i>published
in 1890. This 8 page item has several references in Hans Renette's
extraordinarily detailed biography of H. E. Bird published by McFarland
& Company in 2016. Renette suspects that the sole surviving copy of
this is in Harvard University Library. I will have to add this to my <i>Additions to Betts </i>which I will continue soon.<i><br /></i></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: small;">_________________________________________ <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">I will look at some others next week. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span> <br /></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-9244946450172316342022-11-15T12:58:00.001+00:002022-11-18T10:48:03.112+00:00Additions to Betts' Bibliography. Part 5<p><span style="font-family: verdana;"><i>Modern Chess in Championship Play</i>, by Frank J. Marshall, New York 1923. 72p.</span></p><p><span style="font-family: verdana;"><i>A Review and Analysis of the Marshall-[Edward] Lasker Championship Match, and the Thirteen Games Played by Marshall at the Ninth American Chess Congress at Lake Hopatcong, N.Y., 1923. Also Chess Openings Condensed.</i><br /></span></p><p><span style="font-family: verdana;">Most library catalogues list Edward Lasker as an additional author.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The match with Edward Lasker was played in 1923 at a number of venues including the Marshall Chess Club and University Club in New York, Chicago, Cleveland, Cincinnati, Baltimore, Washington, Long Island and finally back to the Marshall Chess Club. Marshall won with a score of 9½ - 8½. He also shared first place (with Abe Kupchik) in the ninth American Chess Congress at Lake Hopatcong in the same year.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Limited edition of 300 copies. A.J. Souweine states in his 1938 Catalogue, item 190, "we understand that no copies of this book were offered for sale, but were used as prizes for the victors pitted against Mr. Marshall in simultaneous play". However, Andy Soltis in <i>Frank Marshall, United States Chess Champion</i>, Jefferson 1994, says that copies were sold "for a hefty $5", on page 259. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Di Felice erroneously lists this in his <i>Chess Competitions, </i>item 2535.4, under the [Emanuel] Lasker-Marshall World Championship match of 1907.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, New York Public Library. <br /></span></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIaWGzuAH8lTWHFb_M7VuSyjuM78eIpO6biQTMBWZ_SePt--3vPSOu6bHzYCY4GXLCDCibOiW8UGEjOEI2pBILidTQwTxzVUSS5yo-q47Ph_WHsXCRITLocuDiuBnoIWK0TgTKO9X0aBIzq9PEhNbxAe185JokfL_-uXb182Wcy83_NhAL9CWgIh-lhQ/s800/MARSHALL%20PAGE.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="650" data-original-width="800" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIaWGzuAH8lTWHFb_M7VuSyjuM78eIpO6biQTMBWZ_SePt--3vPSOu6bHzYCY4GXLCDCibOiW8UGEjOEI2pBILidTQwTxzVUSS5yo-q47Ph_WHsXCRITLocuDiuBnoIWK0TgTKO9X0aBIzq9PEhNbxAe185JokfL_-uXb182Wcy83_NhAL9CWgIh-lhQ/w400-h325/MARSHALL%20PAGE.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Collection of Owen and Kathy Hindle</span><br /></td></tr></tbody></table><br /><p></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Regarding the reference above to the 1907 World Championship chess match between Emanuel Lasker and Frank Marshall, it is surprising that there was no English language book published at the time on this event which was played in various cities in the United States. Perhaps there was insufficient interest after the American challenger lost the match 8-0 with 7 draws. However, Di Felice records one contemporary English Language item on this match as follows:</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Lasker-Marshall Championship Match</i>, New York 1907. 15 leaves.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The 15 leaves covered the 15 games with annotations by Emanuel Lasker, and were issued for private circulation only, by Special Mail Service.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: <i>Chess Competitions 1824-1970</i> by Gino Di Felice, Olomouc 2013. No. 2535.3.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, KB</span></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>200 Schakopgaver</i>, by J. Scheel, Kristiania 1924. 174p. Frontispiece portrait.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Orthodox 2 and 3 move problems.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Pages 17 to 24 are in English, the rest of the text is in Norwegian.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: Dale Brandreth List PROB-3, August 1987 no. 54.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, CPL, Royal Danish Library.</span></p><p style="text-align: justify;"></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXW53_EG8GYgBRqTtMhROpnURjOV9vFvkkS3YKnSKeNG7S1mroAbgSTEwje4FtTxgStK_Ch3_KB5sdg5H1-v3XARAb_vHwkSh1yMIts7WZpz04X-Mx1WgBbywiBN0_NjckA2lDD4j9qTDD3NxbEAop_MG5pF1xhFdEPmGZ4unvg-zZbw1nH4aIdChArA/s1516/SCHEEL%20P17.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1516" data-original-width="1166" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXW53_EG8GYgBRqTtMhROpnURjOV9vFvkkS3YKnSKeNG7S1mroAbgSTEwje4FtTxgStK_Ch3_KB5sdg5H1-v3XARAb_vHwkSh1yMIts7WZpz04X-Mx1WgBbywiBN0_NjckA2lDD4j9qTDD3NxbEAop_MG5pF1xhFdEPmGZ4unvg-zZbw1nH4aIdChArA/w492-h640/SCHEEL%20P17.jpg" width="492" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana; font-size: medium;">Image courtesy of Calle Erlandsson</span><br /></td></tr></tbody></table><br /><span style="font-family: verdana;"></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">_______________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Movagram No. 1; Lasker vs Capablanca St. Petersburg Masters' Tournament 1914</i>, published by The Victoria Company, Bloomington, Indiana 1924. 87p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This book has a diagram for every move of the crucial 18th round game won by Lasker. Around half the moves have notes by Dr. Lasker.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">See <i>Chess Book Chats</i> 19th April 2017 for further details of this work.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No availability found. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRxyrCJfJImHKjUaYhxradvS8SvEArITkCkMfGdd0rIrFY0sdvF7u5X6uAWcWAF2Ocp8WVHjw41o9YyUVJGzkOb9efuLOzIuLE_9JEzU92FdReuiOjfQvpFpy9jDxD8bTlvxxs7fNYyw6gbIWZMRbzObrqaTwUiZJslqEQ-QymezHJ9ROR8RVOURui5w/s900/MOVAGRAM%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="900" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRxyrCJfJImHKjUaYhxradvS8SvEArITkCkMfGdd0rIrFY0sdvF7u5X6uAWcWAF2Ocp8WVHjw41o9YyUVJGzkOb9efuLOzIuLE_9JEzU92FdReuiOjfQvpFpy9jDxD8bTlvxxs7fNYyw6gbIWZMRbzObrqaTwUiZJslqEQ-QymezHJ9ROR8RVOURui5w/w640-h426/MOVAGRAM%20PAGE.jpg" width="640" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">___________________________________<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>A Catalogue of Rare and Valuable works relating to the History and Theory of the Game of Chess, being the greater portion of the famous Library formed by J.W. Rimington Wilson</i>, etc., Bernard Quaritch, London 1929. 96p. LN 99.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This is perhaps the most important of the book dealer's catalogues of the 20th century for chess literature. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">The chess library of J.W. Rimington Wilson, who died in 1877, was thereafter maintained and added to by his son R.H. Rimington Wilson. After the latter's death, the library, which also included sporting and general books, was auctioned by Sotheby & Co. in London in February 1928. The 469 lots, consisting of around 2,300 books, realised approximately £10,000, although over half of this was for one item; a manuscript translation of Vida's <i>Game of Chess </i>said to be in the hand of Oliver Goldsmith*. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The London book dealing firm of Bernard Quaritch acquired the great majority of the lots at the Sotheby auction and subsequently offered the sporting and gaming books in their catalogue No. 415 issued in April 1928. The chess books were offered individually in their catalogue No. 428 issued in October 1929. A total of 1,657 items are listed, frequently with useful annotations.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Many libraries have a copy including KB, CPL, and London Library. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXGLhBmUtU2naM_F73UvRXJpHUAPnpVvCWIB0F5tVnJk68kIWSFSKafWYMCag5GoyGP0kYOwNTVMJaHr9k6afqBw1jXq-X_ka122YufO2QbzYjoabXOBtZWH-jw4aLjOLEJHW-EyJuEobKGEjVrax9qpg7goFBgmj9lOwtHtZfuENreq8fsH-Cc2P7ag/s850/QUARITCH%20428%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="850" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXGLhBmUtU2naM_F73UvRXJpHUAPnpVvCWIB0F5tVnJk68kIWSFSKafWYMCag5GoyGP0kYOwNTVMJaHr9k6afqBw1jXq-X_ka122YufO2QbzYjoabXOBtZWH-jw4aLjOLEJHW-EyJuEobKGEjVrax9qpg7goFBgmj9lOwtHtZfuENreq8fsH-Cc2P7ag/w640-h452/QUARITCH%20428%20PAGE.jpg" width="640" /></a></span></div><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;">* For much more on the Rimington Wilson sale and the subsequent controversy surrounding the Oliver Goldsmith manuscript see the four articles in September 2012 and February 2013 on the <i><a href="http://edmondhoyle.blogspot.com/2012/09/the-j-w-rimington-wilson-library-part-1.html">Edmond Hoyle, Gent</a></i>, blog by David Levy.<br /></span></p><p></p><p style="text-align: center;"><span style="font-family: verdana;">____________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Opposition at Cases Conjugées sont réconcilées par... / Opposition und Schwesterfelder sind durch versöhnt... / Opposition and Sister Squares are reconciled by Duchamp et Halberstadt</i>, by Marcel Duchamp and Vitaly Halberstadt, L'Echiquier, Paris & Brussels 1932. 112p. Errata sheet. LN 2273.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Some of the text is in German, English and French in parallel columns.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The book deals with pawn endgames with a mathematically precise basis.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, CPL, Bibliothèque Nationale de France. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji4PVjOmHjq5jgCWiiE6h8cMoLeO9wdUE-QPPDTpSzdi3vZe_2lg2FUU2a4xyZNsmEnaLX5XYC4nMH-2PWQrFNQAUc0ROiAsEgjtIvsMNckIguRD2bkhOP4E-o5p2Kzgmn9VYXW-Kgc5Lmd9WPiHsAQ2YTzdJoXrHsijqsujXATe9MFdzlsGLiJAw4NA/s447/DUCHAMP%20OPPOSITION.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="447" data-original-width="375" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji4PVjOmHjq5jgCWiiE6h8cMoLeO9wdUE-QPPDTpSzdi3vZe_2lg2FUU2a4xyZNsmEnaLX5XYC4nMH-2PWQrFNQAUc0ROiAsEgjtIvsMNckIguRD2bkhOP4E-o5p2Kzgmn9VYXW-Kgc5Lmd9WPiHsAQ2YTzdJoXrHsijqsujXATe9MFdzlsGLiJAw4NA/w536-h640/DUCHAMP%20OPPOSITION.jpeg" width="536" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> _______________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>A Beginners Book of Chess</i>, published by Wm. F. Drueke & Co., Grand Rapids, Michigan 1917. 32p. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">From the <i>Foreword</i>: "In placing this little volume before the public we hope to offer a <i>Beginners Book of Chess</i> that will in a clear and concise manner explain the elements of our Royal Game". </span></p><p style="text-align: justify;"><span style="font-family: verdana;">The book covers the movement of the pieces, notation, technical terms, relative value of the pieces and laws. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Many libraries have a copy including CPL, University of Liverpool. Digital editions available at <a href="http://www.peterspioneers.com/druekebeginner.pdf">peterspioneers.com</a> and <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hwqrnd&view=1up&seq=1">hathitrust.org</a><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy7lH2zxFxUDj0P-OvufSlI5V9WkpXsvQq3yiaeubGbVLqH6E9N8Rh4BivJiauxB3gTOrvp0AAQKat68hsGg41A4oWfs8VkqGeqXALGAoZTxmo5bYhrn6dsr9AIICegCB8jjp0X2V--dp7D2ksIPCiol0Jv1GgH_XNUW82scZQDFSIFkJIQ2WpOUHDjA/s800/DRUEKE%201917%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy7lH2zxFxUDj0P-OvufSlI5V9WkpXsvQq3yiaeubGbVLqH6E9N8Rh4BivJiauxB3gTOrvp0AAQKat68hsGg41A4oWfs8VkqGeqXALGAoZTxmo5bYhrn6dsr9AIICegCB8jjp0X2V--dp7D2ksIPCiol0Jv1GgH_XNUW82scZQDFSIFkJIQ2WpOUHDjA/w640-h480/DRUEKE%201917%20PAGE.jpg" width="640" /></a></div><br /><p></p><p style="text-align: center;"><span style="font-family: verdana;">_______________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Drueke's Chess Primer</i>, published by Wm. F. Drueke & Sons, Inc. Grand Rapids, Michigan, c1932. 30p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">From the <i>Foreword</i>: "In compiling <i>The Chess Primer</i> we have endeavoured to produce a book that will be at once brief, readable and authoritative". Much of the content is similar to Drueke's <i>A Beginners Book of Chess</i>, with additional coverage of the openings, one illustrative game and one problem (composed by Wm. A. Shinkman).</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Later editions were also published, and both <i>A Beginners Book of Chess</i> and <i>Drueke's Chess Primer</i> may have been issued to accompany the chess sets for which the Wm. F. Drueke company was famous for producing, including the unique octagonal sets illustrated in a 1940s edition of <i>Drueke's Chess Primer</i> below. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, KB </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDftR0xrufaes6bdDsJB6aYabj7jbf-Op76709xIb1-ELegzaSWWtOiaWB3C2GrzIIaOgCThKTL3jN8jBCt4mYUVaDGE2D-RyWJy5u6HQvhV7D3tjYAfDS2_BnzKzSOKs0eaEzAH9tof4XxqD6aIGwtEVjJE3NRNGKdYJsST0gTzvpBZ2nxbh3mpQww/s750/DRUEKE%20PRIMER%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="750" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDftR0xrufaes6bdDsJB6aYabj7jbf-Op76709xIb1-ELegzaSWWtOiaWB3C2GrzIIaOgCThKTL3jN8jBCt4mYUVaDGE2D-RyWJy5u6HQvhV7D3tjYAfDS2_BnzKzSOKs0eaEzAH9tof4XxqD6aIGwtEVjJE3NRNGKdYJsST0gTzvpBZ2nxbh3mpQww/w640-h426/DRUEKE%20PRIMER%20PAGE.jpg" width="640" /></a></div><br /><p></p><p style="text-align: center;"><span style="font-family: verdana;">__________________________________<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Chess-Problem Match, Denmark-Poland, 1933 (Mecz Kompozycji Szachowej Danja-Polska), </i>edited by the Warsaw Problem Society, Warsaw 1935. 32p. LN 2769.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Text in English and Polish.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, CPL, Royal Danish Library.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPORCl1YA-3q8j5R6rbOke3SSTdmMGEU4CmVbYPwO4l_PtQ3o7xUxaGdhw6LZwAJFKdxFlD8slek_oZTEP9REnzDu7AtLhG71Kr9uZUDeLtYC-1uDtIQ9KhFnoL9G5Xk1CIHzXtvZhZCkBG0vMffIpQUk7KPEXYvwWi7HTEq4V2AgSgO8SC74Y-f00VA/s1000/DENMARK-POLAND.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="640" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPORCl1YA-3q8j5R6rbOke3SSTdmMGEU4CmVbYPwO4l_PtQ3o7xUxaGdhw6LZwAJFKdxFlD8slek_oZTEP9REnzDu7AtLhG71Kr9uZUDeLtYC-1uDtIQ9KhFnoL9G5Xk1CIHzXtvZhZCkBG0vMffIpQUk7KPEXYvwWi7HTEq4V2AgSgO8SC74Y-f00VA/w410-h640/DENMARK-POLAND.jpg" width="410" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> ________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Chess Key; A Key to the Chess Openings</i>, by Reuben Fine and Dr. Max Euwe, Amsterdam 1937. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Chess</i> volume 3, December 1937, page 145 describes this as "An amusing novelty. A rotating cardboard disc with 'windows' in which principal lines in 40 openings and variations are given, followed by a codified description of the resulting positions."</span></p><p style="text-align: justify;"><span style="font-family: verdana;">CPL states - 47 pages, illustrations, a chart with a revolving dial showing chess openings. "Designed by S. Landau and H. Wittkowski".</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: University Place Book Shop Catalog No. XXII, circa 1939, item 260. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL. KB has Dutch and German editions of this item.</span></p><p style="text-align: center;"><span style="font-family: verdana;">________________________________ <br /></span></p><p style="text-align: center;"><span style="font-family: verdana;"> © Michael Clapham 2022<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-70129145749263132022-11-06T14:57:00.003+00:002022-11-08T16:10:09.118+00:00Additions to Betts' Bibliography. Part 4<p><span style="font-family: verdana;">Some early 20th century additions.<br /></span></p><p><span style="font-family: verdana;"><i> </i></span></p><p><span style="font-family: verdana;">Abbreviations: </span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">BL British Library, London </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">CPL Cleveland Public Library, Cleveland, Ohio </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">KB Koninklijke Biliotheek, Royal Library at The Hague</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Chess Notes, by Edward Winter at <a href="http://chesshistory.com/winter/index.html">chesshistory.com</a></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> <br /></span></span></p><p><span style="font-family: verdana;"><i>Kriegspiel: or The Chess War Game, </i>by H. Caley, The British Chess Company, London c1900. 55p. Red paper covers.<br /></span></p><p><span style="font-family: verdana;">No further information available.<br /></span></p><p><span style="font-family: verdana;">Source: copy sold on eBay in 2011. <br /></span></p><p><span style="font-family: verdana;">Availability: CPL but not KB or BL.</span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh-uIwbY96JjzmB5jRjrCs3rr19VrBgbWEdB8H6pYdUTxXHEyEZ4dZnT1u8kLTAZfb-YPu7LyuzPaLwmipByTij0EN_ZI0bk_UmLISTK5AfPfeNnJlNWMxI9UIXfEneLZLDSmVjMeU7NaycKLOHPyBSJLdb6rilhPvJQY77r3tXv5QoF0dqiI81GoI-g/s3042/KRIEGSPIEL%20BY%20CALEY.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3042" data-original-width="1271" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh-uIwbY96JjzmB5jRjrCs3rr19VrBgbWEdB8H6pYdUTxXHEyEZ4dZnT1u8kLTAZfb-YPu7LyuzPaLwmipByTij0EN_ZI0bk_UmLISTK5AfPfeNnJlNWMxI9UIXfEneLZLDSmVjMeU7NaycKLOHPyBSJLdb6rilhPvJQY77r3tXv5QoF0dqiI81GoI-g/w268-h640/KRIEGSPIEL%20BY%20CALEY.jpg" width="268" /></a></span></div><span style="font-family: verdana;"><br />I only have a very poor scan of this book which shows that the design is similar to other books issued by The British Chess Company.<br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"><i>____________________________________</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Reverend Lewis Rou, pastor of the French Protestant Church, New York City, and the missing manuscript of his tract relating to chess (1734), entitled Critical Remarks upon the Letter to The Craftsman on the Game of Chess occasioned by his paper of the 15th of September 1733, and dated from Slaughter's Coffee-house, September 21,</i> by Willard Fiske, The Landi Press, Florence January 1902<i>. </i>14, [2]p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Reprinted with slight changes from <i>The Book of the First American Chess</i> <i>Congress</i>, by Daniel Willard Fiske, New York 1859, pages 340-345. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">This
tells the story of Lewis Rou's manuscript which has been missing since
1858, and which may be the earliest chess manuscript written in North
America.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: University Place Book Shop List 103 c1957, no. 453. </span><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Many libraries including CPL, KB, Princeton University Library.</span></p><p style="text-align: center;"><span style="font-family: verdana;">_____________________________________<br /></span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Lost Manuscript of the Reverend Lewis Rou's Critical Remarks upon the Letter to The Craftsman on the Game of Chess; written in 1734 and dedicated to his excellency William Cosby Governor of New York, </i>by Willard Fiske, The Landi Press<i> </i>Florence 1902<i>.</i> 18p. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Reprinted with additions and comments from <i>Notes and Queries, </i>19th July 1902.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Similar content to the item above, but rearranged and with more on the personalites involved in the story.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: University Place Book Shop List 103 c1957, no. 452. </span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Many libraries have a copy of this including CPL and KB. Digital edition at <a href="https://archive.org/details/lostmanuscriptof00fisk">archive.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: left;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuhzCT0ReEd-VzZBkNntUZzxcECjALODo_t4akWnzIhDHZeP3EX8X1h9t0FPgU7Yd16OfMKZmZLgs1fzhGvIiCe6-NWJ5LT8okRpEsrdPPA1ZgffIpj-fNiN2z0gkTjdaxtk_dNTvVV9VmC6fu0LQm1EYOC8p2YDBJnlqAQV2qb1W37zPqZ9d5yMwaig/s4989/LOST%20MANUSCRIPT%20ROU.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4989" data-original-width="3183" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuhzCT0ReEd-VzZBkNntUZzxcECjALODo_t4akWnzIhDHZeP3EX8X1h9t0FPgU7Yd16OfMKZmZLgs1fzhGvIiCe6-NWJ5LT8okRpEsrdPPA1ZgffIpj-fNiN2z0gkTjdaxtk_dNTvVV9VmC6fu0LQm1EYOC8p2YDBJnlqAQV2qb1W37zPqZ9d5yMwaig/w408-h640/LOST%20MANUSCRIPT%20ROU.jpg" width="408" /></a></span></div><span style="font-family: verdana;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>_____________________________________</span><p></p><p><span style="font-family: verdana;"><br /><i><br /></i></span></p><p><span style="font-family: verdana;"><i>Hints on Correspondence Chess Play, also, a History of the Association, its Objects etc</i>., Pillsbury National Correspondence Chess Association, Chicago 1905. 11p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This pamphlet starts with a three page <i>History </i>of the Pillsbury National Correspondence Chess Association which was founded in 1896. There follows two articles giving advice on correspondence chess play, the first by Rev. Leander Turney and the second by Walter Penn Shipley. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL only.<br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoBXKVKA-kPhHnB2TWIigC9R28gvzcc3bYoo7RUpyyxtEfcww9b3iHJca-yAMz04i1Fi9aAGMh2ZUPy1llZpUs394J5-nt_RsjyMtDA_vwW94Q0NXHtstSRBtJ9udQJKnoAecyZe8rov9QkqWBKzlB5zB2ll7PXbCIza84IbmUv1zwQI1IoYDhSiGWlg/s4860/HINTS%20ON%20CORRESPONDENCE%20PLAY.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4860" data-original-width="3136" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoBXKVKA-kPhHnB2TWIigC9R28gvzcc3bYoo7RUpyyxtEfcww9b3iHJca-yAMz04i1Fi9aAGMh2ZUPy1llZpUs394J5-nt_RsjyMtDA_vwW94Q0NXHtstSRBtJ9udQJKnoAecyZe8rov9QkqWBKzlB5zB2ll7PXbCIza84IbmUv1zwQI1IoYDhSiGWlg/w413-h640/HINTS%20ON%20CORRESPONDENCE%20PLAY.jpg" width="413" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>A Brief Review of the Chess Record of José Raúl Capablanca; and the Official Announcement of his Fourth American Tour 1911-1912, </i>by Dana Welles, issued by Capablanca & Rosebault Chess Supplies and Literature, New York 1911. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">3 leaves.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, New York Public Library. Not in CPL.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">See Chess Notes 3674 for further information on this rare pamphlet.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjByUb3WXZRli1qn8TXpapG9j6iHcFCo-HkemAJyPFTk7Q8rG8blLUw6W3R96hMLahSo4qJY9xJsByz_sXLb9jg0RExMxZsKHwhta_yjTAe82OzxNxnYugHbnfvdBvBIdJduXS5kzHsaIiG-heBcc85K6FKovog9fXd2N9Y8k96Iabj3Pyv_05Tg76dWQ/s3166/CAPABLANCA%20BY%20WELLES.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="3166" data-original-width="2145" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjByUb3WXZRli1qn8TXpapG9j6iHcFCo-HkemAJyPFTk7Q8rG8blLUw6W3R96hMLahSo4qJY9xJsByz_sXLb9jg0RExMxZsKHwhta_yjTAe82OzxNxnYugHbnfvdBvBIdJduXS5kzHsaIiG-heBcc85K6FKovog9fXd2N9Y8k96Iabj3Pyv_05Tg76dWQ/w271-h400/CAPABLANCA%20BY%20WELLES.jpg" width="271" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Chess Notes 3674<br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Chess Bouquet and Small Heath Boulevard</i>, by F.R. Gittins, 1911.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Running title:<i> The Chess Bouquet Volume II</i>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: Phillips catalogue 26th March 1987; <i>The Complete Chess Library of</i> <i>Michael MacDonald Ross</i>, item 291. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB (specimen pages)<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">See separate article for comprehensive information on this publication.</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK7tWz3zusodCIEaGfbWpY-2tFL_DbSMhm__WYw9TNpXIc8GR85ueFyEpEBRpUTwaKmCgAt240I-YcWmYKzwTRsEjEhDIIHGNsR0pBR11WmBh2gpl_wLLV1OhUXF1QQeaPwe7GPQgrcT407jCc9VnkRFKULSTDMa2Gli4EXim6-AwFABzjKtWLTOSpcw/s6104/CHESS%20BOUQUET%20VOL%20II%20PART%20III.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="6104" data-original-width="4451" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK7tWz3zusodCIEaGfbWpY-2tFL_DbSMhm__WYw9TNpXIc8GR85ueFyEpEBRpUTwaKmCgAt240I-YcWmYKzwTRsEjEhDIIHGNsR0pBR11WmBh2gpl_wLLV1OhUXF1QQeaPwe7GPQgrcT407jCc9VnkRFKULSTDMa2Gli4EXim6-AwFABzjKtWLTOSpcw/w291-h400/CHESS%20BOUQUET%20VOL%20II%20PART%20III.jpg" width="291" /></a></span></div><div style="text-align: center;"><span style="font-family: verdana;">______________________________________</span><br /></div><div><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Rubinstein's Games of Chess: A very incomplete collection of the match and</i> <i>tourney games of a great master</i>, by John W. DeArman, Pasadena 1912. 272p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: <i>The Life & Games of Akiva Rubinstein; Volume 2: The Later Years</i>, by John Donaldson and Nikolay Minev, Milford 2011. See Chess Notes 7572.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Los Angeles Public Library only.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The above source also mentions other books by DeArman: <i>Games from the</i> <i>Nuremburg Chess Tournament 1906</i>, <i>Games from the Hamburg Chess Tourney</i> <i>1910,
Games from the San Sebastian Tourney 1911, The Kings of Chess; a list
of tournament and match records of every master who has gained a prize
in any</i> <i>international tournament</i>. However, these are all unpublished typescripts.</span></p><p style="text-align: center;"><span style="font-family: verdana;">_____________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Ten Years of Chess Federation. Being a Resumé of the Work of the British Chess</i> <i>Federation 1904-1913</i>, British Chess Federation, Printed by Love & Malcomson, Redhill c1914. 23p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This booklet includes information on the foundation of the Federation, details of the first ten British Chess Championships, results of the English County Championships, Correspondence Tourneys and the first three Problem Tourneys. There are further articles on the Permanent Invested Fund, Life Members, The Blackburne Testimonial, The Spread of Organisation, Federation Chess Clock, International Chess and the World's Championship, General Finances etc. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, Princeton University Library. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvytfkI3bcQqFKbzuaE4Z-Ezo8ev20Hb6vQ5pp6Cwr9qXjD3eMS6-c8TeuvNKKDEQScOmndpxkag2YfDzPShxBe7Q92k6-YDHLWqnk9qgmZ0wVWJB5SVzb_WY9Z-6tqhLb2rv4P-EBAn7de1ZQ5_cHls9l0oLig-21EvIHypdlwgLWumPSISKMKHI7dw/s4110/TEN%20YEARS%20OF%20FEDERATION.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4110" data-original-width="2538" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvytfkI3bcQqFKbzuaE4Z-Ezo8ev20Hb6vQ5pp6Cwr9qXjD3eMS6-c8TeuvNKKDEQScOmndpxkag2YfDzPShxBe7Q92k6-YDHLWqnk9qgmZ0wVWJB5SVzb_WY9Z-6tqhLb2rv4P-EBAn7de1ZQ5_cHls9l0oLig-21EvIHypdlwgLWumPSISKMKHI7dw/w396-h640/TEN%20YEARS%20OF%20FEDERATION.jpg" width="396" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________</span></p><p><i><span style="font-family: verdana;">The Mysteries, Mysticisms and Moralities of Chess in their relation to the present time; done into verse and illustrated in an actual game, </span></i><span style="font-family: verdana;">by John William Brown, Aberystwyth, 1912. 24p.</span><i><span style="font-family: verdana;"> </span></i></p><p><span style="font-family: verdana;">"Dedicated to all of my chess-playing fellow-members of the National League for Opposing Woman Suffrage." </span></p><p><span style="font-family: verdana;">No further information acertained. </span></p><p><span style="font-family: verdana;">Source: </span><span style="font-family: verdana;">University Place Book Shop List 103 c1957, no. 362. </span></p><p><span style="font-family: verdana;">Availability: BL, KB, National Library of Wales. </span></p><p><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLm3sGBjn5xrOsmv-QUUyx-5jWUjXdxZ_lItxXWEAFnG-IIXmabANa17PCpbmM4yUhdhIzlIAEevg8brPnnHBML3pLj5-LuogD_1UTbRrw6-ZM5kWmNakzx6rc7NvHCWk99ffWKTSWnjuqefmaQb0T1QV8szgKb1Ce1g712rgarlCMavP3R0-5liWOiA/s800/MORALITIES%20OF%20CHESS%20PAGE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="575" data-original-width="800" height="460" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLm3sGBjn5xrOsmv-QUUyx-5jWUjXdxZ_lItxXWEAFnG-IIXmabANa17PCpbmM4yUhdhIzlIAEevg8brPnnHBML3pLj5-LuogD_1UTbRrw6-ZM5kWmNakzx6rc7NvHCWk99ffWKTSWnjuqefmaQb0T1QV8szgKb1Ce1g712rgarlCMavP3R0-5liWOiA/w640-h460/MORALITIES%20OF%20CHESS%20PAGE.jpg" width="640" /></a></span></div><span style="font-family: verdana;"><br /> </span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh4xxYHDm9XQqdvag6HJwmS2mYasjaziL8l2UurWU1zo-qJXz3qRa2Lad0QHGfVn36areFpqZz26plyCSYYzbcVH4Y8zQiiH5EqNIwkuvdKMG9qEk2E9-sizH8R5rYmVigBbnvl-lF-6ybJHGBqPzwDdO9Sa1Qi5NpKXnu4WhxhKEmGyYytpn_VpKuRg/s1564/chess4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1564" data-original-width="1036" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh4xxYHDm9XQqdvag6HJwmS2mYasjaziL8l2UurWU1zo-qJXz3qRa2Lad0QHGfVn36areFpqZz26plyCSYYzbcVH4Y8zQiiH5EqNIwkuvdKMG9qEk2E9-sizH8R5rYmVigBbnvl-lF-6ybJHGBqPzwDdO9Sa1Qi5NpKXnu4WhxhKEmGyYytpn_VpKuRg/w265-h400/chess4.jpg" width="265" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><span style="font-family: verdana;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Images supplied by National Library of Wales.</span><br /><p></p><p style="text-align: center;"><span style="font-family: verdana;">__________________________________________ </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Chess: The Theory and Practice of the Game, </i>published by Cassell & Company, London 1920. 69p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: E.G.R. Cordingley <i>Chess Catalogue No. 4</i> February 1936, item 306, Worldcat.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No availability found. Worldcat, while recording this work, does not list any libraries with this item.<br /></span></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________________ </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Laws of the Game of Chess</i>, revised and compiled by W. B. Tattersall, London c1920. 23p</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The "Sports Trader" Series. Cover title: <i>Chess Rules</i>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The date of this item is uncertain. KB has two editions; one dated ca1910 with 16 pages and another dated approx 1938 with 23 pages. Internet sellers give dates of 1920 and c1922.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The rules and laws of chess in force in Britain in the first years of the 20th century were those published by the British Chess Company until superceeded by a set of laws published by The British Chess Federation in 1911. However, the British Chess Company continued to revise and publish its own code until 1918. I do not know which set of laws Tattersall's compilation is based on.</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2f1LTqRVUBJhvsTm7-ypjJaehK63HPLjewBTO2QXNohLqa3oAchbno1faQUO2EBr27W0Y-DnizascqN0K0GZzg0cBM4cVAFcvbFQjukluXMyB1wrIo-HDIxo1b8TbYtMnaYok8V_RZAiitdAgXuVfZVkXehz5GUoFiFlyIOK0PUyWdNTlEExBdhYnSw/s481/TATTERSALL%20RULES.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="481" data-original-width="346" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2f1LTqRVUBJhvsTm7-ypjJaehK63HPLjewBTO2QXNohLqa3oAchbno1faQUO2EBr27W0Y-DnizascqN0K0GZzg0cBM4cVAFcvbFQjukluXMyB1wrIo-HDIxo1b8TbYtMnaYok8V_RZAiitdAgXuVfZVkXehz5GUoFiFlyIOK0PUyWdNTlEExBdhYnSw/w288-h400/TATTERSALL%20RULES.jpg" width="288" /></a></div><br /><p></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: center;"><span style="font-family: verdana;"> © Michael Clapham 2022<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><br /></p></div>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-85996092802754646452022-10-29T12:28:00.001+01:002022-10-29T15:31:06.680+01:00Additions to Betts' Bibliography. Part 3<p style="text-align: justify;"><span style="font-family: verdana;"><u><b>Nineteenth century tournament publications.</b></u></span></p><p style="text-align: justify;"><span style="font-family: verdana;">I have not yet carried out a complete comparison of the entries in <i>Chess</i> <i>Competitions 1824-1970</i> by Gino Di Felice, Olomouc 2013, with Betts' <i>Bibliography</i> but I suspect that this would reveal a large number of additional publications. The majority would relate to minor and/or local events from around the world and it is not surprising that Betts missed many of these with the tools at his disposal, while it is also a wonder that Di Felice managed to track down so many items for his bibliography. However, Di Felice also missed a number of tournament publications and three of the items below are absent from <i>Chess Competitions.</i> </span><br /></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b><u>Newcastle-upon Tyne 1866 </u></b><i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Report of the First Annual Gathering of the Northumberland and Durham Chess</i> <i>Association...held at Newcastle-upon-Tyne...2/3 April 1866</i>, Newcastle-upon-Tyne 1867. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: <i>Chess Competitions</i> by Di Felice 1543.1; <i>Das Erste Jartausend der Schachlitteratur (850-1880)</i> by van der Linde no.1855; <i>Quaritch Catalogue 428</i> (Rimington Wilson) no. 1042.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No availability found.</span></p><p style="text-align: center;"><span style="font-family: verdana;"> ___________________________________<br /></span></p><p><span style="font-family: verdana;"><u><b>North Shields 1867</b></u><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Report of the Second Annual gathering of the Northumberland and Durham Chess</i> <i>Association, held at North Shields...1867</i>, Newcastle-upon-Tyne 1868. 58p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The book gives details of the various tournaments held, 34 games and 12 problems from the problem tournament. See <i>Chess Book Chats</i> July 2017 for further details.</span></p><p><span style="font-family: verdana;">Sources:<i> Chess Competitions </i>by Di Felice 1560.1; <i>Schachlitteratur (850-1880) </i>by van der Linde no. 1856; <i>Quaritch Catalogue</i> 428 (Rimington Wilson) no. 1043.</span></p><p><span style="font-family: verdana;">Availablity: Free Library of Philadelphia.</span></p><p><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii3cf51tPAZMB0bDgEG8A_U-3_Nfsas_Tg-dkoP2G5pQ42-QO5HiQLn8sAptOytPRPCKCa6WuvcH1ch5iugB7lRN_t_tHTHNfj-8p6T9C24tUV_265yjiBkEfy2oC5jQoDPjpUMhCegRv6h5_w2lEIqCBqu6yOnoIWcpBKQNP_RrlszFn7qL4RTZfpug/s900/NORTHUMBERLAND%20PAGE.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="725" data-original-width="900" height="323" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii3cf51tPAZMB0bDgEG8A_U-3_Nfsas_Tg-dkoP2G5pQ42-QO5HiQLn8sAptOytPRPCKCa6WuvcH1ch5iugB7lRN_t_tHTHNfj-8p6T9C24tUV_265yjiBkEfy2oC5jQoDPjpUMhCegRv6h5_w2lEIqCBqu6yOnoIWcpBKQNP_RrlszFn7qL4RTZfpug/w400-h323/NORTHUMBERLAND%20PAGE.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Collection of Owen & Kathy Hindle</span><br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;">____________________________________<br /></span></p><p><span style="font-family: verdana;"><u><b>Cincinnati 1887</b></u></span></p><p><span style="font-family: verdana;"><i>Ohio Chess Association, Constitution, First Tournament etc</i>., Cincinnati 1887. 22p</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This publication includes a history of the organisation of the Ohio Chess Association, the Constitution, details of the first convention and tournament, round by round results of the tournament which was run on the knockout system (a decision later regretted), and 7 games. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: <i>Sammlung von Schriften über das Schachspiel</i>, by von der Lasa 1896, no. 1895; </span><span style="font-family: verdana;"><i>Chess Competitions</i></span><span style="font-family: verdana;"> by Di Felice 2013, no. 527.1.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, Princeton University, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=wu.89089193866&view=1up&seq=1">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEI-dDFhoADHZA9-L9o9yNWErYrjwGe8XazdPnPmCRMIHNnBgUL_POTcjcBD46P7ZOgH50kALC_OoIrV4HZ1zCBHDHlSf_t1khRgE7YwRqa7k3P82vWytouPbEJTgILV1vfsxTVWoT9jyRUBZA_esPGVK5bRmj-t3M5-3vqEPq_O2UL6BQMCTCqUA5mQ/s800/CINCINNATI%201887%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEI-dDFhoADHZA9-L9o9yNWErYrjwGe8XazdPnPmCRMIHNnBgUL_POTcjcBD46P7ZOgH50kALC_OoIrV4HZ1zCBHDHlSf_t1khRgE7YwRqa7k3P82vWytouPbEJTgILV1vfsxTVWoT9jyRUBZA_esPGVK5bRmj-t3M5-3vqEPq_O2UL6BQMCTCqUA5mQ/w400-h300/CINCINNATI%201887%20PAGE.jpg" width="400" /></a></span></div><span style="font-family: verdana;"><br /> <br /></span><p></p><p style="text-align: center;">____________________________________________<br /></p><p><span style="font-family: verdana;"><u><b>Cincinnati 1888</b></u>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>United States Chess Association. First Annual Report, Constitution etc</i>. Publ. J.R. Mills & Sons, Cincinnati 1889? 52p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Contains all 24 games of the 1st United States Chess Association Championship won by Jackson Whipps Showalter.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: John Rather Chess List 81-A, item 3. Not in Di Felice's <i>Chess</i> <i>Competitions.</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Library Company of Philadelphia.</span></p><p style="text-align: center;"><span style="font-family: verdana;">_______________________________________</span></p><p style="text-align: justify;"><u><b><span style="font-family: verdana;">New York 1889</span></b></u><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Aside from the well known tournament books on the Sixth American Chess Congress, by Morgan and Steinitz, Di Felice's <i>Chess Competitions </i>lists four additional English publications not recorded in Betts. Two of these are pre-tournament programmes which Betts specifically excluded, but the other two, although issued before the tournament, are both of some importance and interest. Di Felice's source in each case was von der Lasa'a catalogue: <i>Sammlung von Schriften über das Schachspiel</i>, Wiesbaden 1896. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>To the Subscribers of the proposed American Chess Congress, and to American Chess-Players generally</i>, compiled by James A. Russell, Baltimore 1887. 14p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Russell was very much against the appointment of Steinitz as editor of the proposed tournament book, on account of the "vulgar and offensive language" used by Steinitz as editor of <i>The International Chess Magazine</i>. Russell appealed to subscribers and American chess-players generally to boycott the book, he also asked for his own subscription to be returned but this was refused. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">This pamphlet includes copies of correspondence between Russell and Steinitz and others regarding this matter. It also includes articles from magazines denouncing Steinitz's editorial style.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: von der Lasa 154-2, Di Felice, <i>Chess Competitions </i>1481.2.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availabilty: Several US libraries have this item as well as libraries in Madrid and Montreal, but it is not in KB or CPL. Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5r9d&view=1up&seq=1">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQa72CpcbVeEBn-ZRQWUG-FyNobJcxKJFSzpUQzCJl0aXYYedltycFFQX2qYgImOcppWfHJWrcEhKifBygVnT_VzkLCIVLYsN0VqSXBK3fjhPx7cUvxeKg3HMSy9u4INM6r7COf7gtpdAuKDnbrf7lvcsqy5XMW8CZq6Ht1EqAyCDNMleWW0CDI53Aag/s2852/NEW%20YOUR%201889%20RUSSELL%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2852" data-original-width="2248" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQa72CpcbVeEBn-ZRQWUG-FyNobJcxKJFSzpUQzCJl0aXYYedltycFFQX2qYgImOcppWfHJWrcEhKifBygVnT_VzkLCIVLYsN0VqSXBK3fjhPx7cUvxeKg3HMSy9u4INM6r7COf7gtpdAuKDnbrf7lvcsqy5XMW8CZq6Ht1EqAyCDNMleWW0CDI53Aag/w504-h640/NEW%20YOUR%201889%20RUSSELL%202.jpg" width="504" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> ___________________________________<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Sixth American Chess Congress; Address and Prospectus, </i>signed<i> </i>W. W. Ellsworth, Constantine Schubert and W. Steinitz (the committee), Brooklyn 1887. 15p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The committee firstly emphasises the importance of international chess competition, then presents its proposals for the Sixth American Chess Congress, followed by a five page appeal for subscribers to the book of the tournament to be edited by Steinitz, and issued in a strictly limited edition at the price of $10. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: von der Lasa 154-1, Di Felice 1481.8.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availabity: CPL, Harvard University, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5r9y&view=1up&seq=1">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-d6WdO84TDuJSCNSIKagk6by6TbVCORAhk0HgXJAfWL74LQe3jvdGFCK-gkcHN1wcKoKZVGDq7wsA_-saNckXpoIhLJEoWTah9K0I7GwpFcwjIg2mhbQkLohNeSh2e-l_wZSKC_XjNjDC722rfo0J3nYCSclLAEmzALH_pUEg_b7XtjctrQzkZ--Wcg/s825/NEW%20YORK%201889%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="603" data-original-width="825" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-d6WdO84TDuJSCNSIKagk6by6TbVCORAhk0HgXJAfWL74LQe3jvdGFCK-gkcHN1wcKoKZVGDq7wsA_-saNckXpoIhLJEoWTah9K0I7GwpFcwjIg2mhbQkLohNeSh2e-l_wZSKC_XjNjDC722rfo0J3nYCSclLAEmzALH_pUEg_b7XtjctrQzkZ--Wcg/w400-h293/NEW%20YORK%201889%20PAGE.jpg" width="400" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> ___________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><u><b>Saint Louis 1890</b></u></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>United States Chess Association, Third Annual Report, </i>publ. Carlon & Hollenbeck, Indianapolis 1891. 62p.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Organisation, Constitution, list of members, forty-two games played at Saint Louis 1890 and seven games played at Indianapolis 1889.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: University Place Book Shop List 103 (circa 1957), no. 196, A. Buschke catalogue 1958, no. 18. Not in <i>Chess Competitions</i> by Di Felice.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Library Company of Philadelphia.</span></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________________<br /></span></p><p style="text-align: left;"><span style="font-family: verdana;"><u><b>Lexington 1891</b></u></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Fourth Annual Report of the United States Chess Association with Twenty-Six Games played at the Lexington, Ky. meeting, </i>publ. Keating & Co., Cincinnati 1893.<i> </i>50p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The tournament was won by J.W. Showalter after a play-off game with W.H.K. Pollock. The seven player all-play-all would have produced 21 games plus the play-off making a total of 22 games, however the title states that 26 games are included in this publication. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources: University Place Book Shop Catalog No. XIII (1937), no. 337; <i>Chess</i> <i>Competitions </i>by Di Felice no. 1120.1; <i>The David DeLucia Chess Library Vol I</i>, (2009), no. 2410.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No availability found</span></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><u><b>New York (Skaneateles) 1891</b></u></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Selected games from the Staats-Zeitung Tournament, </i>Albany 1891<i>.</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: University Place Book Shop Catalog No. XXII, no. 17. Not in Di Felice's <i>Chess Competitions.</i><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">No further details or availabilty found. This has to be regarded as a provisional entry in view of the lack of any further information on this publication. <i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The magnificent Staats-Zeitung cup was commisioned by Oswald Ottendorfer and presented to the New York Chess Association in 1890 to be competed for annually. The Manhattan Chess Club, represented by Major Hanham won the inaugural contest in 1891. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> <br /></i></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_zNtkuVDGcUjMSIWDo3HHEYF_puF8lYCMsxitGkrBZr_X4muX8k7FP6xLMTAQdzb-0i-OnAT7wM4fZMyeBSXuLHIkWFMbYGRMj9CidNNzg11Kd1qxNb5aP2genI-21CUnyRIDGeNgQv2xVOtL66mmPsrSXeIQSpzghviv9nWOXgZbdDwr0CSycVwOhQ/s4946/STAATS-ZEITING%20CUP%202.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4946" data-original-width="3199" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_zNtkuVDGcUjMSIWDo3HHEYF_puF8lYCMsxitGkrBZr_X4muX8k7FP6xLMTAQdzb-0i-OnAT7wM4fZMyeBSXuLHIkWFMbYGRMj9CidNNzg11Kd1qxNb5aP2genI-21CUnyRIDGeNgQv2xVOtL66mmPsrSXeIQSpzghviv9nWOXgZbdDwr0CSycVwOhQ/w259-h400/STAATS-ZEITING%20CUP%202.jpg" width="259" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i>American Chess Magazine August</i> 1898, page 52.<br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"><i> ____________________________________</i></span></p><p style="text-align: center;"><span style="font-family: verdana;">© Michael Clapham 2022 <u><b> </b></u><br /></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-78368879025257259862022-10-24T15:47:00.004+01:002022-11-06T16:43:11.509+00:00Additions to Betts' Bibliography. Part 2<p><span style="font-family: verdana;">Further 19th century works not included in <i>Chess: An Annotated Bibliography of Works Published in the English Language. 1850-1968</i>.</span></p><p><span style="font-family: verdana;">Abbreviations: </span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">BL British Library, London </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">CPL Cleveland Public Library, Cleveland, Ohio </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">KB Koninklijke Biliotheek, Royal Library at The Hague</span></span></p><p><span style="font-family: verdana;">Aucta <i>Bibliotheca Van der Linde-Niemeijeriana aucta et de novo descripta</i>, The Hague 1974.</span></p><p><span style="font-family: verdana;"> </span><br /></p><p><span style="font-family: verdana;"><i>Chess: British Standard Handbook</i> No. 12, published by J. & R. Maxwell London, c1883. 32p. </span></p><p><span style="font-family: verdana;">An unreliable and outdated little guide with basic instructions, laws, openings and six problems. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: BL which has a compilation of <i>British Standard Handbooks</i> in two volumes. The whole series being edited by Henry Llewellyn Williams. Harvard University.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAc8zI-dIrjfvTdAxb6hwWRRmoIMtIzKRuWIZwKmQxEr894t4-vBSIAzg9Cmwcv0g7VyF53CqXeIvA8jAnrUj9YvpKUbZolowX57wAil8c5hpnWljSsIykwCgDRaqrhSmxWc5RPKFVcSafpU17reSZ7UIATjW6s4U1EkmWIU-AiPidQuUi030R3nnVgA/s4262/Br%20Standard%20Handbook.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4262" data-original-width="2509" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAc8zI-dIrjfvTdAxb6hwWRRmoIMtIzKRuWIZwKmQxEr894t4-vBSIAzg9Cmwcv0g7VyF53CqXeIvA8jAnrUj9YvpKUbZolowX57wAil8c5hpnWljSsIykwCgDRaqrhSmxWc5RPKFVcSafpU17reSZ7UIATjW6s4U1EkmWIU-AiPidQuUi030R3nnVgA/w235-h400/Br%20Standard%20Handbook.jpg" width="235" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> ______________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><i><span style="font-family: verdana;">"Mephisto", the Marvellous Automaton. Exhibited at the International Theatre, Exposition Universelle, Paris. 1889. </span></i><span style="font-family: verdana;">Published by T. Pettitt & Co. London [1889]. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">79p, coloured frontispiece. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Contents: Chapter I - How "Mephisto" was caught. Chapter II - A Chapter on Automatic Androids. Chapter III - Mechanical Chess. Chapter IV - Testimony of John Imray. Chapter V - Opinions of the Press. Chapter VI - Selection of Games Played by Mephisto.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Fake Automata in Chess</i> by Ken Whyld, Caistor 1994, No. 428.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This appears to be a substantial and important work on chess automata which is absent from the main chess libraries. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: IE University Library, Madrid; Harvard University; Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5r1j&view=1up&seq=4">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh10NHjtnQxYsRb9nvvtw5DwgmMrbyn6w2Wi3Ec4cVEYawhFan1NbEdSeEtn5tMzl0nq9YngBrP5lm1PcJKJ0vd_qTQCCw7H_N95N57vwx0R1kDs400HKt31nYBtot8rcrLBZtHB9v79y1XWJeU6y6RqpWdiYxal3GtiBd9uN20_3i6_NM02wyCEwWG5A/s742/MEPHISTO%201889%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="392" data-original-width="742" height="338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh10NHjtnQxYsRb9nvvtw5DwgmMrbyn6w2Wi3Ec4cVEYawhFan1NbEdSeEtn5tMzl0nq9YngBrP5lm1PcJKJ0vd_qTQCCw7H_N95N57vwx0R1kDs400HKt31nYBtot8rcrLBZtHB9v79y1XWJeU6y6RqpWdiYxal3GtiBd9uN20_3i6_NM02wyCEwWG5A/w640-h338/MEPHISTO%201889%20PAGE.jpg" width="640" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> </span><span style="font-family: verdana;">______________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: arial;"><span style="font-size: small;"><span style="font-family: verdana;"><i><span face=""verdana" , sans-serif">The
Principles of Chess: A Lecture delivered before the Newcastle-upon-Tyne
Chess Club, by Louis Zollner, on Tuesday, 10th March, 1891. </span></i><span face=""verdana" , sans-serif">Printed by</span><i><span face=""verdana" , sans-serif"> </span></i><span face=""verdana" , sans-serif">M.S. Dodds,</span><i><span face=""verdana" , sans-serif"> </span></i></span></span><span face=""verdana" , sans-serif"><span style="font-size: small;"><span style="font-family: verdana;">Newcastle-upon-Tyne 1891. 16p. LN 1077</span></span><br /></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The author gives general advice on playing the game; the first eight pages concentrate on the deployment of the pawns. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, CPL, Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn524e&view=1up&seq=8">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5RIiIYrOh2kMrb_9VxzKaOWpqf_31tAyVU7guqpWbFXCqFYILMmgARCEivmOsUqJIkFfoCBocZhIuMNBDCYeGBhJL4rO69JnnCWUP62OPFkM7MzE8D1RjK9rqbF5aFsqdxCXn6l_-4l_64zMjNo99WsUlxH4cyPX9bbm41yaYwET9EAdFOJu_rZZOQ/s800/ZOLLNER%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5RIiIYrOh2kMrb_9VxzKaOWpqf_31tAyVU7guqpWbFXCqFYILMmgARCEivmOsUqJIkFfoCBocZhIuMNBDCYeGBhJL4rO69JnnCWUP62OPFkM7MzE8D1RjK9rqbF5aFsqdxCXn6l_-4l_64zMjNo99WsUlxH4cyPX9bbm41yaYwET9EAdFOJu_rZZOQ/w400-h300/ZOLLNER%20PAGE.jpg" width="400" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"> _________________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>How to Play Chess</i>: by G.C. Heywood, M.S. Dodds, Newcastle-on-Tyne 1893.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Reprinted with corrections and additions from the <i>"Newcastle Weekly Chronicle".</i> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">37 pages plus 10 pages of adverts. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Elementary Lessons</i> in 4 chapters, one illustrative game and <i>Minor or Special</i> <i>Principles</i> by W.N. Potter. See <i>Chess Book Chats</i> July 2017 for further details.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availabilty: Several libraries have a copy of this book, including IE University Library, Madrid, and Harvard University, but it is not in BL, KB or CPL. Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn4zae&view=1up&seq=1">hathitrust.org</a> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOS5H9_kn3zRTO2xzkd5ZHbmfc0B17jW6VkytY16NKR7KL1xt-zCTeU6a0DQbMTkRc8Hphnv3vcdHryXl3UoC4J6AFGQ4E-dlqHZu2A8bveB9M90Wgee7myHFmj0kRlfItFwoqp1viilIDN2rYGEb6_kZHA0AEsQxIIXPUPjf-YqzG4dl-46iWDcvoSw/s800/HEYWOOD%20PAGE.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="575" data-original-width="800" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOS5H9_kn3zRTO2xzkd5ZHbmfc0B17jW6VkytY16NKR7KL1xt-zCTeU6a0DQbMTkRc8Hphnv3vcdHryXl3UoC4J6AFGQ4E-dlqHZu2A8bveB9M90Wgee7myHFmj0kRlfItFwoqp1viilIDN2rYGEb6_kZHA0AEsQxIIXPUPjf-YqzG4dl-46iWDcvoSw/w400-h288/HEYWOOD%20PAGE.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Collection of Owen & Kathy Hindle</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________</span></p><p style="text-align: center;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Four Chess, by W.H. Blyth, Cambridge University Chess Club, Cambridge 1892. 48p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">A handbook on four-handed chess with particular reference to the Hughes game as played in the London Four-Handed Chess Club. Laws, openings, end-games, games and problems.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: Copy for sale by Michael Sheehan in 2017. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Cambridge University Library, Bodleian Library, Oxford (H.J.R. Murray's copy), CPL.</span></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________</span></p><p style="text-align: left;"><span style="font-family: verdana;"><i> <br /></i></span></p><p style="text-align: left;"><span style="font-family: verdana;"><i>The Brooklyn Chess Club Chronicles</i>, <i>etc</i>. by William Duval, Brooklyn NY 1894. [4], 38p. </span></p><p style="text-align: left;"><span style="font-family: verdana;">This unusual work covers a wide variety of events and personalities from around the chess world; the entire text is in rhyme.</span></p><p style="text-align: left;"><span style="font-family: verdana;">Source: <i>University Place Book Shop Catalogue XIII</i>, item 98.</span></p><p style="text-align: left;"><span style="font-family: verdana;">Availability: CPL, KB, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn526b&view=1up&seq=3">hathitrust.org</a></span></p><p style="text-align: left;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcFCf5miVViemOkGaLfNzL8ns2bxhcr4IvSiFtA9O_gNbOi7g7JslbAbguYqCFZ85DRoefPxm9cOTAcX8wioMxtY5h-_aw_Ydji8wNhgtY0jV3L-fthEdnqmLlPVJ_hkvAp2_LR6CCCVqJe_hyhkxw5QluAolr81oJ1cxZR-Nc40pKRrdNm-XBf5BJwQ/s825/DUVAL%201894%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="700" data-original-width="825" height="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcFCf5miVViemOkGaLfNzL8ns2bxhcr4IvSiFtA9O_gNbOi7g7JslbAbguYqCFZ85DRoefPxm9cOTAcX8wioMxtY5h-_aw_Ydji8wNhgtY0jV3L-fthEdnqmLlPVJ_hkvAp2_LR6CCCVqJe_hyhkxw5QluAolr81oJ1cxZR-Nc40pKRrdNm-XBf5BJwQ/w640-h544/DUVAL%201894%20PAGE.jpg" width="640" /></a></span></div><span style="font-family: verdana;"><br /> <br /></span><p></p><p style="text-align: center;">_________________________________________</p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Year's Doings 1895. The Brooklyn Chess Club</i>, by William Duval, Brooklyn NY 1895. 15p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Covers events at the Club during 1895 and also Pillsbury's victory at the Hastings Tournament of 1895, all in rhyme.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, KB, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn525q&view=1up&seq=1">hathitrust.org</a><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbBoYpSckwVN40q7VOye103G3QGGRyyS07fEqTAU1IH4kLEAvatEl37XldTJ8VQ1fzki_BlinHc9bgSOges8wxTch94L_EzdKOMHVSOrMLJ35HbAI5MjLR5NV3HR8av_DvoEw7ZRLxtvG4oVXTJIJTITImsL04OSlU9-z65XLsDc9m2O0YpavzlmDaLg/s808/DUVAL%201895%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="608" data-original-width="808" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbBoYpSckwVN40q7VOye103G3QGGRyyS07fEqTAU1IH4kLEAvatEl37XldTJ8VQ1fzki_BlinHc9bgSOges8wxTch94L_EzdKOMHVSOrMLJ35HbAI5MjLR5NV3HR8av_DvoEw7ZRLxtvG4oVXTJIJTITImsL04OSlU9-z65XLsDc9m2O0YpavzlmDaLg/w640-h482/DUVAL%201895%20PAGE.jpg" width="640" /></a></div><br /><p style="text-align: center;">_________________________________________________</p><p style="text-align: justify;"><i><span style="font-family: verdana;">How to place eight men on the sixty-four squares of a chess or draught board so that no two men shall be in line vertically, laterally or diagonally, </span></i><span style="font-family: verdana;">by Alexander Cuthbert, Glasgow 1895. 7p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">I am not sure if this counts as a chess book but I include it for completeness.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availabilty: BL, National Library of Scotland.</span></p><p style="text-align: center;"><span style="font-family: verdana;">_________________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>How to Play Chess</i>, published by Wehman Bros. New York c1895. 42p</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The date of publication is very uncertain. Various sources give dates between 188? and 1900. Cleveland Public Library has only a 64p later edition dated 1930s.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: </span><span style="font-family: verdana;"><i>University Place Book Shop Catalogue XIII, </i>item 352.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availabilty: New York Public Library, CPL (later edition)</span></p><p style="text-align: center;"><span style="font-family: verdana;"><i>_______________________________________</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Origin and Early History of Chess,</i> by A.A. MacDonell, Royal Asiatic Society, London 1898. 25p. LN 244, Aucta 712.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">See <i>Chess Book Chats</i> July 2017 for further details.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Reprinted from the <i>Journal of the Royal Asiatic Society</i>, January 1898. <i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: KB, CPL.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8mKEnNIkIFJ1a1SyEy5Ll-zNlx3aQo05Cqd6Y7e8EXXnTeatA0SNC-2aQL7urtg7O4wT1plb3bAzMPQizHCf7FQ5L-6YWJKvj8tZMHb05NqM0m4kuXiJsxzfqG6y6yIgwGJW015_ndK0ZOxy6a8j4on5u5-bnou82ik_FcuqQuE7C34z3kxePuUgNuw/s2066/MACDONELL%20COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2066" data-original-width="1381" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8mKEnNIkIFJ1a1SyEy5Ll-zNlx3aQo05Cqd6Y7e8EXXnTeatA0SNC-2aQL7urtg7O4wT1plb3bAzMPQizHCf7FQ5L-6YWJKvj8tZMHb05NqM0m4kuXiJsxzfqG6y6yIgwGJW015_ndK0ZOxy6a8j4on5u5-bnou82ik_FcuqQuE7C34z3kxePuUgNuw/w268-h400/MACDONELL%20COVER.jpeg" width="268" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: center;"><span style="font-family: verdana;"><i>____________________________</i></span></p><p style="text-align: center;"><span style="font-family: verdana;">© Michael Clapham 2022<i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-66016207462409402832022-10-20T20:56:00.003+01:002022-10-25T21:55:22.244+01:00Additions to Betts' Bibliography. Part 1. <div class="separator"><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><br /></p></div><p></p><p><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This first list of additions to Betts' <i>Bibliography</i> includes some 19th century works in chronological order. More 19th century works and tournament books will be included in a later article.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Abbreviations: </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">BL British Library, London </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">CPL Cleveland Public Library, Cleveland, Ohio (The J.G. White Collection)</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">KB Koninklijke Biliotheek, Royal Library at The Hague (The Van der Linde-Niemeijeriana Collection) </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif"><i>The Chess-Player's Pocket Companion: Containing An Account of the Game of Chess; a Synopsis of all the ordinary Openings; Analyses of the best Attacks and Defences; and a few of the Endings of Games,</i> by Samuel Comyn, Simpkin, Marshall and Co. London 1851. vii, 68 pages with folding plate of a chess-board between pages 20 and 21.</span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif">This is primarily a book on the openings but also includes an <i>Introduction</i>
which covers the history of chess, general
instructions, maxims, laws,
notation etc. The final chapter discusses various endings.</span></span><span style="font-size: small;"><span><span face=""verdana" , sans-serif"> </span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">Availability: BL, CPL, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5rx1&view=1up&seq=1">hathitrust.org</a> </span></span></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;"><span face=""verdana" , sans-serif"><span style="font-family: verdana;">See Chess Book Chats July 2017 for further details.</span><br /></span></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAPr2oXUUC0Mq1a5rBiyT2Aw3lzq9vIle_n01wY08-6ZX0KFa8p5GVbn5U0_tSY6dIR5WU1TSlND7rXdCJsPY8hEUpXA7js_mHZOXw3SurasxwIXCrdsmvrJknfCQEvxTyHvWmayDoq2ln98SMb-wNVI0rsPcabfeCHMKvpu7Vf5OK86NZ2mw0lRdVYQ/s450/COMYN%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="450" height="355" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAPr2oXUUC0Mq1a5rBiyT2Aw3lzq9vIle_n01wY08-6ZX0KFa8p5GVbn5U0_tSY6dIR5WU1TSlND7rXdCJsPY8hEUpXA7js_mHZOXw3SurasxwIXCrdsmvrJknfCQEvxTyHvWmayDoq2ln98SMb-wNVI0rsPcabfeCHMKvpu7Vf5OK86NZ2mw0lRdVYQ/w400-h355/COMYN%20PAGE.jpg" width="400" /></a></span></span></div><div style="text-align: center;"><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________ </i></span></span><br /></div><div><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"><i> </i></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"><i>A Collection of Problems in Chess, by the most Eminent Composers; Exemplifying some of the greatest beauties of Chess Strategy: collected and arranged by</i> John Augustus Miles, to which are added a few original positions, which have been constructed expressly for this work. Fakenham 1855. 64 unnumbered leaves. 50 copies printed. LN 2395</span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif">120 problems (plus two in the frontis) printed two to a
page on the rectos only. List of Subscribers with thirteen names taking twenty copies between them. </span></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;"><span face=""verdana" , sans-serif"><span style="font-family: verdana;">See Chess Book Chats July 2017 for further details.</span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif">Availability: CPL, KB</span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"></span></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggILLCvu0ZW-BXdwH1sdEuEgPnvQgxt2q3iojOjXbgQELyw46ZkEhVa42f7DmUOblf3C2SFKHPT3hUzsFexPQr7PwleYovFmz4u9jA__fx7L2ZuLHXUM6PUIS7LK8DqEUJvVn8nLTlCvmOfqiOKrkEmsjTAwZMx04z-QBHT-WL-7PYmjE4aQ3X7bLh6Q/s800/MILES%20PAGE.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggILLCvu0ZW-BXdwH1sdEuEgPnvQgxt2q3iojOjXbgQELyw46ZkEhVa42f7DmUOblf3C2SFKHPT3hUzsFexPQr7PwleYovFmz4u9jA__fx7L2ZuLHXUM6PUIS7LK8DqEUJvVn8nLTlCvmOfqiOKrkEmsjTAwZMx04z-QBHT-WL-7PYmjE4aQ3X7bLh6Q/w400-h300/MILES%20PAGE.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><span>From the collection of Owen & Kathy Hindle</span></span></span><br /></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"></span></span></span></div><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"><br /></span></span></span></div><div><div style="text-align: center;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif"> </span></span></span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________ </i></span></span></div><p></p><span></span><i><span style="font-family: verdana;"> </span></i></div><div><i><span style="font-family: verdana;">Chess & Draughts Made Easy. Containing Instructions to Learners, and Hints to Advanced Players. With Rules for Playing and Games for Practice</span></i><span style="font-family: verdana;">, by J Bishop, A. & S. Joseph Myers & Co., London c1855. 52p.</span><p style="text-align: justify;"><span style="font-family: verdana;">See <i>Chess Notes</i>, various items, for further details.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: BL</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguEnMBBjyhwoBdZ1mJ5zlbusV6XINNXt-NKa3aJw1eKHIG2c29D1NWS49wTeC_igpM4qbAt0iCzjLavDqcJAp3KSao4dqiHzARV9K3m7Mj-yE22HquCOhjKfWioo_uZUVQP0UCMbYuEqBCzuapHzLrZyjDAJ4QJi5-llR296XVuzugjPcAyvZIsFFqxg/s1002/BISHOP%20CHESS%20&%20DRAUGHTS.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="813" data-original-width="1002" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguEnMBBjyhwoBdZ1mJ5zlbusV6XINNXt-NKa3aJw1eKHIG2c29D1NWS49wTeC_igpM4qbAt0iCzjLavDqcJAp3KSao4dqiHzARV9K3m7Mj-yE22HquCOhjKfWioo_uZUVQP0UCMbYuEqBCzuapHzLrZyjDAJ4QJi5-llR296XVuzugjPcAyvZIsFFqxg/w400-h325/BISHOP%20CHESS%20&%20DRAUGHTS.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">A. Klittich-Pfankuch auction June 2020</span><br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span></div><div><div style="text-align: center;"><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></div><p></p><a name='more'></a><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Art of Chess Playing for Beginners</i>, by Paul Smith, Henry Lea, London [1861].</span></p><p style="text-align: justify;"><span style="font-family: verdana;">33p <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">An abridgment of <i>The Chess Player's Instructor</i> (C H Stanley), "to fit the pocket of the gentleman and the means of the peasant".</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: John Rather catalogue 1984-1</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No other details or availability found. </span></p><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span></span></span></p><!--more--> <p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Bibliography of the Chess Knight's Tour</i> by S.S. Haldeman, E.H. Butler & Co., Philadelphia 1864. 42p. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">The author lists, in chronological order, the knights tours from literature and includes year, publication details , descriptions and illustrations. Around 60 entries from 1512 to 1864.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Bibliothèque Nationale de France, Harvard University. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYtQurto-JIR0OKTlTm714rgox3OIpcudX0j1alxHvNpOSx-ImglaTYPRM9_VIfcK23s-urNmuwAAOElU5H8B7HFsdXvdi1U_3XYc5717kRyOF3-hDaDZ9I7AmZ8ACIGSfWthzXKoHzW_P6jj9J5IHL-HAY4RXq7HAzkiJ_T_5Nd1gRXBaQC-fRAKl9g/s446/HALDEMAN%20TITLE.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="446" data-original-width="284" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYtQurto-JIR0OKTlTm714rgox3OIpcudX0j1alxHvNpOSx-ImglaTYPRM9_VIfcK23s-urNmuwAAOElU5H8B7HFsdXvdi1U_3XYc5717kRyOF3-hDaDZ9I7AmZ8ACIGSfWthzXKoHzW_P6jj9J5IHL-HAY4RXq7HAzkiJ_T_5Nd1gRXBaQC-fRAKl9g/w255-h400/HALDEMAN%20TITLE.jpg" width="255" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">LSAK auction November 2020</span><br /></td></tr></tbody></table><span style="font-family: verdana;"></span></div><div><span style="font-family: verdana;"></span></div><div style="text-align: center;"><span style="font-family: verdana;"> </span></div><div style="text-align: center;"><span style="font-family: verdana;">_____________________________<br /></span></div><div><span></span><p></p><!--more--><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>An Alphabet of Chess Problems</i> by J.B. Munoz, New York [1875]. 38 unnumbered pages, folded table. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Described on Worldcat as picture problems.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: <i>Brooklyn Chess Chronicle</i> Volume II p183. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL which lists this twice; <i>An Alphabet of Chess Problems</i> and <i>The</i> <i>Chess Problem Alphabet</i>. </span></p><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><p style="text-align: justify;"><span style="font-family: verdana;"><span></span></span></p><!--more--><span style="font-family: verdana;"> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Demerara Chess Association</i> - Handbook, Demerara 1875 or 1876. 21p</span></p><p style="text-align: justify;"><span style="font-family: verdana;">List of Members, Rules & Regulations etc., Catalogue of Library, Chronicle of Chess and Chess Players in British Guiana from 1864 to 1875. Two problems. Corrigenda.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: Frank Hollings; <i>Short list of Early Printed, Rare and Second-hand Chess Books</i>, c1931. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, KB, Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5qrs&view=1up&seq=1" target="_blank">hathitrust.org</a><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJhEAUmyC5BDuKdjGe51ZT2JXbHEVZ1Ys2r9y1IQTRsR3ijguebBvd3ToUhfdK_1OMNStNnaU8sdhkj0-3hR-9YbK8X5U9eIeBmEq7P2WmkzR_R0l059vxqVYD9KaLW2hj_XGy4jeDHeQpV67iJU-iDqBKbOlMDyL0xM1mqjw137s4ibIWJWkD-UAHiw/s1971/DEMERARA%20CHESS%20ASSOCIATION.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1971" data-original-width="1288" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJhEAUmyC5BDuKdjGe51ZT2JXbHEVZ1Ys2r9y1IQTRsR3ijguebBvd3ToUhfdK_1OMNStNnaU8sdhkj0-3hR-9YbK8X5U9eIeBmEq7P2WmkzR_R0l059vxqVYD9KaLW2hj_XGy4jeDHeQpV67iJU-iDqBKbOlMDyL0xM1mqjw137s4ibIWJWkD-UAHiw/w261-h400/DEMERARA%20CHESS%20ASSOCIATION.jpg" width="261" /></a></div></div><div><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><span><!--more--></span><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Problem Tourney of the Ayrshire Argus and Express</i>, Ayr 1880. 36p</span></p><p style="text-align: justify;"><span style="font-family: verdana;">21 two-move problems and 21 three-move problems, with solutions and results. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: <i>British Chess Problem Books Published up to 1949</i>, by John Beasley, Harpenden 1997.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: CPL, KB. Digitized edition available on Google Books.</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSdtPvSdndhiqnmPwFIqBiplfWqxHFn34WLcyzHF2Law9o4GjqEaikPjuVPWPckAeNgpOvfy1cg-79RfAfutW9C_bvRPYBfekwM_qo5WLexuOhKHwDbHFaauLNUelbv26e-hr59I-Ntpk-RuiJg17rcjmZXAeQiCkvguqYl0Ug69vlEbniOBIrKnkDRg/s4042/AYRSHIRE%20ARGUS%20AND%20EXPRESS%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4042" data-original-width="2460" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSdtPvSdndhiqnmPwFIqBiplfWqxHFn34WLcyzHF2Law9o4GjqEaikPjuVPWPckAeNgpOvfy1cg-79RfAfutW9C_bvRPYBfekwM_qo5WLexuOhKHwDbHFaauLNUelbv26e-hr59I-Ntpk-RuiJg17rcjmZXAeQiCkvguqYl0Ug69vlEbniOBIrKnkDRg/w390-h640/AYRSHIRE%20ARGUS%20AND%20EXPRESS%20(2).jpg" width="390" /></a></div><br /><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><span style="font-family: verdana;"></span><p></p><span><!--more--></span><p style="text-align: justify;"><span style="font-family: verdana;"><i>How to Judge and Appreciate Mephisto; the Marvellous Mechanical Chess-Player</i>, published by G.C. Heywood, London [1881]</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Four page pamphlet issued by the exhibitor to arouse interest in the chess-playing automaton, offering details that set it apart from the so-called Automatons previously seen in London, including the Turk. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Fake Automata in Chess</i>, Ken Whyld, Caistor 1994 No. 402.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: Potter & Potter auction, Chicago, June 2017.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: Harvard University.</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXkMEtbaMZvY_lh986HALoNEONvzG_OHAhQdEKAUBqMisAiDpgBjI4s745aIi8YkNagdk7y0R6z5QqbImfpix0tSudT0OuU3R71n8TqbyuohUhbSmoi_y4EZSY_CkqXMUwUzKSChrjPUHE46PrgrhVGskGST4Dyww38i6gbvsvC6WkwB5ajgh0ADthAA/s800/MEPHISTO%20PAMPHLET.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="548" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXkMEtbaMZvY_lh986HALoNEONvzG_OHAhQdEKAUBqMisAiDpgBjI4s745aIi8YkNagdk7y0R6z5QqbImfpix0tSudT0OuU3R71n8TqbyuohUhbSmoi_y4EZSY_CkqXMUwUzKSChrjPUHE46PrgrhVGskGST4Dyww38i6gbvsvC6WkwB5ajgh0ADthAA/w438-h640/MEPHISTO%20PAMPHLET.jpg" width="438" /></a></div><br /><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><span><!--more--></span><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Chess Simplified! "Chess-Draughts", a new family game combining the principles of chess with the easiness of draughts</i>, by Henry Richter, John Leon, London 1883. 8p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Description of the game, rules and two illustrative games. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Source: <i>British Chess Magazine</i> 1884 p32.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Availability: BL, CPL, digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=hvd.hn5qza&view=1up&seq=5">hathitrust.org</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_WG2Q9Hla8xsEVvlo0xFFXeBL41J8BGQFG-eQ-v3DGKnC4P-1XwggxZMbu5k7KvD-TRhsDgs2fINsayZo2OqFgH3h_3fvnxve2EuRWfqIq5H-XzFWZSUA6BVkyvKawdSby0ejEen8eJL5rsLpoqx5xUeuVbYAg2807m82z12QnstjPD1au_umZCEvew/s750/RICHTER%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="750" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_WG2Q9Hla8xsEVvlo0xFFXeBL41J8BGQFG-eQ-v3DGKnC4P-1XwggxZMbu5k7KvD-TRhsDgs2fINsayZo2OqFgH3h_3fvnxve2EuRWfqIq5H-XzFWZSUA6BVkyvKawdSby0ejEen8eJL5rsLpoqx5xUeuVbYAg2807m82z12QnstjPD1au_umZCEvew/w400-h320/RICHTER%20PAGE.jpg" width="400" /></a></span></div><p><span></span></p><p><span></span></p><p><span> </span></p><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><!--more--><p></p><p><i><span style="font-family: verdana;">The Indian Game of Chess: </span></i><span style="font-family: verdana;">by Sir William Jones, <i>and the Burmha game of Chess compared with The Indian, Chinese, & Persian Games, </i>by Captain Hiram Cox, privately printed for the Aungervyle Society, Edinburgh 1883. 30p. 150 copies.<br /></span></p><p><span style="font-family: verdana;">Reprinted from <i>Asiatick Researches. </i>Reprints of articles by<i> </i>Jones and Cox from 1790 and 1803 respectively. </span></p><p><span style="font-family: verdana;">Availability: BL, CPL, National Library of Scotland. Digitized edition at <a href="https://babel.hathitrust.org/cgi/pt?id=coo.31924029681115&view=1up&seq=4">hathitrust.org</a> </span><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8Q-VIEpyvCavCUopJuKs1fowSGNP-0l61w2zGtdgAOF_tJYOBm8QovxIWCRi6lUsXga-QxwXZJgUieH3cmKomG4aiebL91at3O8yey9Z7B9Y1RCHb2e1akBllDl9qJaUlrTd_DpeMR8m_UpkWX96O8SiStWxr0DnEjX00rSgWJt0p2lIKjYtVF_P88w/s4311/JONES%20INDIAN%20GAME%20OF%20CHESS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4311" data-original-width="2685" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8Q-VIEpyvCavCUopJuKs1fowSGNP-0l61w2zGtdgAOF_tJYOBm8QovxIWCRi6lUsXga-QxwXZJgUieH3cmKomG4aiebL91at3O8yey9Z7B9Y1RCHb2e1akBllDl9qJaUlrTd_DpeMR8m_UpkWX96O8SiStWxr0DnEjX00rSgWJt0p2lIKjYtVF_P88w/w398-h640/JONES%20INDIAN%20GAME%20OF%20CHESS.jpg" width="398" /></a></div><br /><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><span><!--more--></span><p><br /></p><p><i><span style="font-family: verdana;">The Adventures of Ajeeb; the Wonderful Chess Automaton, </span></i><span style="font-family: verdana;">Woeltje & Co., Printers, New York [1885]. 24p.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The author was possibly Ajeeb's creator Charles Hooper according to Ken Whyld in an article in The British Chess Magazine 1978 pp37-42. See also Whyld's<i> Fake</i> <i>Automata</i> <i>in Chess</i>, Caistor 1994, No. 416.</span></p><p><span style="font-family: verdana;">There are two variants in the publishing details of this pamphlet:</span></p><p><span style="font-family: verdana;">1. Chas.H. Woeltje & Co., Printers, 121 Pearl Street., New York.</span></p><p><span style="font-family: verdana;">2. Woeltje & Cutting, Printers and Stationers, 115 Pearl St., New York.</span></p><p><span style="font-family: verdana;">Chas. H. in No. 1 may be Charles Hooper. <br /></span></p><p><span style="font-family: verdana;">Availability: KB, CPL. Digitized edition at <a href="https://iiif.lib.harvard.edu/manifests/view/drs:422904815$1i">harvard.edu</a></span></p><p><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXAMGjeh0VA0-u1xYQCR5LRHJ3CNVprKhUMSi-IP2zFbfOcJ9S2Xy-VkugA0HkpDgotkRMlN1HbtKsww7LR5ntyOOpevWMv-hugJJtMoJD24ooaYsuQHISjSnAydcCzaFsGzw2T2EQbBhxwbMPIttGEMHx-eJ78qyvLk2vgQjkcw8lhsFOYkZ_7bCbxg/s800/AJEEB%20PAGE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXAMGjeh0VA0-u1xYQCR5LRHJ3CNVprKhUMSi-IP2zFbfOcJ9S2Xy-VkugA0HkpDgotkRMlN1HbtKsww7LR5ntyOOpevWMv-hugJJtMoJD24ooaYsuQHISjSnAydcCzaFsGzw2T2EQbBhxwbMPIttGEMHx-eJ78qyvLk2vgQjkcw8lhsFOYkZ_7bCbxg/w400-h300/AJEEB%20PAGE.jpg" width="400" /></a></span></div><br /><p style="text-align: center;"><b><span style="font-family: verdana;"> </span><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i>_____________________________________________</i></span></span></b></p><p style="text-align: center;"><b><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i> </i></span></span></b></p><p style="text-align: center;"><span style="font-family: verdana;"><span><span face=""verdana" , sans-serif">© Michael Clapham 2022 </span></span></span><b><span style="font-family: arial;"><span face=""verdana" , sans-serif"><i><br /></i></span></span></b></p><p></p><p></p><span><!--more--></span></div>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-76884451322282310222022-10-20T20:51:00.003+01:002022-10-21T08:35:50.909+01:00Chess: An Annotated Bibliography of Works Published in the English Language 1850-1968 <p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif"><i><span style="font-size: medium;"><b>Chess: An Annotated Bibliography of Works Published in the English</b> <b>Language 1</b></span></i></span></span></span></span><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif"><i><b><span style="font-size: medium;">850-1968</span></b> </i>compiled over 50 years ago by Douglas Betts has become the standard work on English language chess books for the period covered.</span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif"> </span></span></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy1mdwfXIEF4Dd6W8hel7givJUV1vBiT8d-IHm-XGytC4UHbEk56qdxD_3b1-XKkrlx38I-NjO3kITbKa7x5JhyLXiBz-KP1S-c-k77dmu4n6iqE9iM0Des2Wky2Q3UTCH98suhqwDqOFZ_vdQ81bLh8ZdhHDXbgEwhU4tzs7jzlSVTte9kOqTfVMhvg/s2956/DOUGLAS%20BETTS.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2218" data-original-width="2956" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy1mdwfXIEF4Dd6W8hel7givJUV1vBiT8d-IHm-XGytC4UHbEk56qdxD_3b1-XKkrlx38I-NjO3kITbKa7x5JhyLXiBz-KP1S-c-k77dmu4n6iqE9iM0Des2Wky2Q3UTCH98suhqwDqOFZ_vdQ81bLh8ZdhHDXbgEwhU4tzs7jzlSVTte9kOqTfVMhvg/w400-h300/DOUGLAS%20BETTS.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Douglas Betts,<i> Chess</i>, March 2006, page 51</span> <br /></td></tr></tbody></table><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif"><br /></span></span></span></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">Betts
carried out this self-funded research during his limited spare time
from 1967 to 1970 while working full time and with a young family. This
was in the days before personal computers, on-line databases, word
processors, printers and scanners. Details of every item were written
out by hand on small cards and he typed the whole work at home on a
portable typewriter using two fingers, producing the required top copy
and three carbon copies. Apart from the important task of recording the ever-growing mass of chess litereature, the chief reason for undertaking this project
was to fulfil the thesis requirement for Fellowship of The Library
Association. </span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">The
typescript was published by G.K. Hall of Boston Mass. in 1974, and a few
hundred copies were soon acquired by libraries, collectors and dealers.
Betts was unable to visist the U.S.A or other English speaking
countries such as Australia, New Zealand and South Africa for his
research but relied on published sources such as library catalogues and
book reviews before examining as many items as possible in various
libraries including The British Library and The Royal Dutch Library at
The Hague. </span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">Betts
was succesful in identifying and recording details of the great
majority of the main works on chess but, in view of the limitations and
constraints outlined above, it is no surprise that there are many
omissions from the <i>Bibliography</i>, certainly in the hundreds. These
omissions are frequently minor works, often small pamphlets,
multi-language works, sometimes self-published or published away from
the leading publishing centres. Many local periodicals and tournament
reports also slipped through the net. Betts had anticipated the existence of some of
these outliers in an article that he wrote for <i>Chess</i>, volume 70,
March 2006, on pages 51 to 53, where he discusses the task that he
undertook, the difficulties that he faced, and the impact of his magnum
opus. Much of the information above is taken from that article.</span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">In the next <i>Chess Book Chats</i>
article I will start listing details of the 100 or so omissions that I
am aware of, a list that is constantly growing as the more I look the
more I find. These are original works not included in the <i>Bibliography</i>,
not unrecorded editions of works listed by Betts of which there are
also numerous examples. I am not listing works of fiction with chess
references (<i>Betts</i> Section 44), only books entirely or mainly dealing with chess. </span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">Betts
specifically excluded compendiums of games (e.g. Hoyle), general
encyclopaedias and dictionaries; pre-tournament programmes; and
publications, such as rules etc., relevant only to a particular club or
society. I have followed this except for club rules etc. which I have
included if the publication includes other matters of chess interest e.g.
history, games, problems etc.</span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"><span><span face=""verdana" , sans-serif">These lists of omissions will eventually be sorted into a handful of categories, (not the 55 Sections in <i>Betts</i>) and will be in printable PDF format. <br /></span></span></span></span></p><p> </p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-58118837341440235932021-11-21T18:17:00.010+00:002021-11-23T09:06:15.123+00:00LSAK chess book auction November 2021<p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"> <img alt="" height="164" 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" width="538" /></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span>Lund Chess Academy recently held the latest of its regular online chess book auctions and many interesting and valuable lots went under the hammer. The auctions are admirably organised and conducted by Per Skoldager abd Calle Erlandsson whom I thank for allowing reproduction of the auction details and images. <br /></span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span>There was keen competition for several scarce and sought after periodicals including the following:</span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span><i>British Chess Review</i>, edited by Daniel Harrwitz, London, volume I only for 1853. This sold for €500 which was possibly good value as a full run of this periodical (12 issues for volume I and six issues in 1854 for volume II) sold in an LSAK auction earlier this year for €2,071. <br /></span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span>A complete three volume run of <i>The Amateur Chess Magazine,</i> edited by James Chatto, London, 1872 to 1874, realised €270. From May 1873 the title changed to <i>The Amateur</i> and the chess content gradually diminished in favour of other amusements.</span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><img alt="" height="702" 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" width="398" /> <br /></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span><i>Shakhmaty (Novoye Vremya)</i>, edited by Chigorin, St Petersburg, 1891-92. An almost complete run containing all 32 issues of Volume I and 10 (of 14) issues from volume II. This sold for €335. This periodical is listed in <i>Sakharov</i>, 1968 edition, No. 218, 2001 edition No. 263, and LN 6313 but, curiously, is not in Di Felice's <i>Chess Periodicals. </i></span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span>A rare full run of 38 supplements from the Danish magazine <i>Vor Tid</i> for 1883 realised €706. Each supplement contained two pages of chess edited by </span><span style="color: black;"><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span><span>J. Jesperson and O. Meisling.<br /></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span>Volumes I and II of <i>Oesterreichische Lesehalle</i>, Vienna 1881-1882 filled a gap in someone's collection for €665. </span><span><span style="color: black;"><span>This monthly journal for
entertainment and education had a chess department edited by Hermann Lehner with help from numerous contributors.</span></span></span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><img alt="" height="589" 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" width="358" /> <br /></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span>A complete run of the short lived Czech magazine <i>Šachová svět </i>for 1925-26, edited by Miroslav Soukup, was knocked down for €817.</span> <br /></span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span><span style="font-size: medium;"><img height="548" src="http://www.chesslund.com/uploaded/2021-10-0/17ac08ad2D69a92D472b2D84c02D8e2091949c19IMG5F0001.jpg" style="opacity: 1;" width="364" /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span>A good run of the Spanish magazine <i>Problemas (</i></span></span></span><span style="font-size: medium;"><i><span style="font-family: verdana;"><span style="color: black;"><span><span style="color: black;"><span>Sociedad Española de problemistas de Ajedrez) </span></span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span><span style="color: black;"><span>consisting of volumes II to VIII for the years 1947 to 1966, published in Barcelona and attractively bound in three volumes, sold for €1,110. Cleveland only has a very incomplete set of this magazine. 24 issues of <i>Problemas </i>for 1946 and 1947 were sold separately for €82.</span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span> </span></span></span></span></span></p><p style="text-align: center;"><img height="500" src="http://www.chesslund.com/uploaded/2021-10-0/3e339c0e2Db3f22D44f52Da7d22Da732c23b7640IMG5F0002.jpg" style="opacity: 1;" width="191" /><img alt="" 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" /></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span>The first two volumes of <i>Neue Berliner Schachzeitung</i> for 1864 and 1865, edited by A. Anderssen and G. R. Neumann, sold for €128 and €110. Various early volumes of <i>The British Chess Magazine</i> for the years 1884 to 1892 sold for between €121 and €211. </span></span><span style="color: black;"><span style="color: black;"><span>An incomplete volume of <i>Revista del Club Argentino de</i> <i>Ajedrez</i> for 1921 made €155, and an odd volume of <i>Dubuque Chess Journal</i> (always hard to find) sold for €160.</span></span></span></span><span style="font-family: verdana; font-size: medium;"> </span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><img alt="" height="604" 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" width="398" /> <br /></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;">________________________________ <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;">Among the intriguing items of memorabilia was a chess related poem written by Adolf Anderssen a few weeks after winning the London 1851 international chess tournament. This sold for €1,500. </span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><img alt="" height="344" 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" width="543" /> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;">A letter written by Frank Marshall to Rufus Stevenson dated January 1913 fetched €325, while a brief five line message written by Alekhine in French sold for €653. </span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><img alt="" height="386" 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" width="528" /> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;">A Postcard with the signatures of 23 of the 24 players in the 1970 match between USSR and The World (Fischer's signature is missing) sold for €244.</span></p><p style="text-align: center;"><img height="370" src="http://www.chesslund.com/uploaded/2021-10-21/b53ce1532De9ee2D47e42D9f5b2Dad472abedeabBeograd70b.jpg" style="opacity: 1;" width="533" /></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><img alt="" height="376" 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" width="538" /> <br /></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;">_______________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;">Among the tournament books, the following attracted the most attention:<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><i>Der Dritte Kongress des Deutschen Schachbundes</i>, <i>Nürnberg 1883</i>, by E. Schallopp, Leipzig 1884: €67. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i>A Siesta - Szanatórium Nemzetközi Sakkversenye, Budapest, 1928,</i> by F. Chalupetzky and L. Toth, Kecskemét 1929. An attractive work on the event won by Capablanca (who also contributed to the book) ahead of Marshall: €174.</span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span><img class="photo" height="586" src="http://www.chesslund.com/uploaded/2021-9-21/9dd2dd452Da0e42D4d1e2Db2412Def5dd73842c9IMG5F0021.jpg" width="404" /></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i>Skák: The Icelandic Chess Magazine</i>. The 23 special issues covering the 1972 World Championship match between Spassky and Fischer: €166.50.</span></span></span></p><p style="text-align: center;"><img alt="" height="532" 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" width="398" /></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span>Also offered for sale were six official FIDE programs/reports for tournaments between 1927 and 1936. None of these scarce items are listed in the 1955 LN catalogue although some are now in the van der Linde-Niemeijeriana collection in The Hague.</span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i><span style="font-family: verdana;"><span style="color: black;"><span><span style="color: black;"><span>Procès-Verbal du IV<sup>℮ </sup>Congrès, Londres 28-30 Juillet 1927</span></span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span><span style="color: black;"><span>: €57.</span></span></span></span></span><i><span style="font-family: verdana;"><span style="color: black;"><span><span style="color: black;"><span></span></span></span></span></span></i> <br /></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i>VIIIe Congrès de la F.I.D.E. tenu à Praha du 11-16 Juillet 1931</i>: €375</span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i>Procès-Verbal du VIII<sup>℮ </sup>Congrès, Prague 22-26 Juillet 1931</i>: €186</span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><i>Compte-Rendu du XI<sup>℮ </sup>Congrès, Zurich, 27-29 Juillet 1934</i>: €50</span></span></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><i>Compte-Rendu du X<sup>℮ </sup>Congrès, Folkestone, 21-23 Juin 1933</i>: €90</span></span></span></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><i><span style="color: black;"><span style="color: black;"><span>Compte-Rendu du XIII<sup>℮ </sup>Congrès, Lucerne, 24-26 Juillet 1936</span></span></span></i><span style="color: black;"><span style="color: black;"><span>: €120</span></span></span></span></span></span></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><span style="color: black;"><span style="color: black;"><span> </span></span></span></span></span></span></span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><span style="color: black;"><span style="color: black;"><span>______________________________</span></span></span></span></span></span></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><span style="color: black;"><span style="color: black;"><span> </span></span></span></span></span></span></span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><span style="color: black;"><span><span><span style="color: black;"><span style="color: black;"><span>Some scarce chess problem collections were sold including: </span></span></span> </span></span></span> </span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span><i>101 ausgewählte Schachaufgaben</i> by J. Kohtz and C. Kockelhorn, Braunschweig 1875: An early collection of German chess problems: €79.</span></span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span><i>200 Schachaufgaben, </i>by Samuel Gold, Wien 1883<i>: </i>€150</span></span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><i><span style="color: black;"><span style="color: black;"><span>96 Schackproblem</span><b><span style="font-size: medium;"> </span></b></span></span>, </i>by Fritz Geijersstam, Stockholm 1908: €61.</span></span></span></span></span></p><p style="text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span> <img alt="" height="587" 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" width="378" /></span></span></span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>Three pamphlets by the Italian author Emilio Orsini, published in Livorno, Italy and bound together: </span></span></span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><i>Raccolta dei migliori problemi 1877-1879,</i></span></span></span></span><i> <span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span><span style="color: black;"><span><span>Raccolta dei migliori problemi </span>1879-1880, </span></span></span></span></span></span></span><span style="color: black;"><span>Concorso internazionale di problemi, 1881. </span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span>The last of these is not in the LN 1955 catalogue and is one of only 50 copies: €705.</span></span></span></span></p><p style="text-align: center;"></p><p style="text-align: center;"></p><p style="text-align: center;"><img alt="" height="555" 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" width="356" /></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> _______________________________</span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> <br /></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span>Top price in the aution was achieved for a rare Dutch book <i> </i></span></span></span><i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span>Het schaakspel</span></span></span></span></i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span>, by van Zuylen, Campen 1792. From the online catalogue: </span></span></span></span><span style="color: black;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-family: verdana;">"Van Zuylen was a
Dutch general, nobleman and politician. He was appointed Marshal of
Holland in the Kingdom of Holland and served as French senator following
the annexation of Holland by the Napoleonic Empire. Van Zuylen van
Nijevelt was also an amateur scientist and became known for his treatise
on </span><span style="font-family: verdana;">chess." </span></span></span></span><span style="color: black;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span>This copy lacks the plates and</span></span></span></span></span></span></span></span><span style="color: black;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span> chess-board, as does the copy in the LN catalogue. </span></span></span></span> </span></span></span></span>This exceeded expectations selling for €3,250.</span></span></span></span></p><p style="text-align: center;"><span style="color: black;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-family: verdana;"> </span></span></span></span></p><p style="text-align: center;"><img height="639" src="http://www.chesslund.com/uploaded/2021-9-21/7f2ed1672D94ce2D473b2Da8112D495bbfc3e782IMG5F0006.jpg" style="opacity: 1;" width="424" /></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> __________________________________</span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span> </span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span>Other notable items included the following:</span></span></span></p><p><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span><i>Chess,</i> volume I by Richard Twiss, London 1787, €110. Gordon Cadden gave an interesting talk at a meeting of the Ken Whyld Association in Norwich, England several years ago in which he quoted from a letter from Twiss to Francis Douce, a major contributor to this early chess bibliography. This letter stated that 750 copies of volume I of this work had been printed of which 335 had initially sold, 60 given away, leaving a remainder of 355. Volume II was printed in an edition of 500.</span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span><i>Nouveau traité du jeu des échecs</i>, by L. C. de la Bourdonnais, Paris 1833. Two books in one, and this copy has a handwritten game between Morphy and chess club Versailles bound between the two. This is the game against Chamouillet and allies played in November 1858. (Löwenthal page 235, Sergeant page 151, Shibut game 223). €173.<br /></span></span></span></span></p><p><span style="font-size: medium;"><i><span style="font-size: medium;"><span style="font-family: verdana;">Deux cents parties d'échecs (1908 - 1927), </span></span></i><span style="font-size: medium;"><span style="font-family: verdana;">by A. Alekhine, Rouen 1936</span></span><i><span style="font-size: medium;"><span style="font-family: verdana;">. </span></span></i><span style="font-size: medium;"><span style="font-family: verdana;">A very nice copy of this book published by the Fédération Francaise des Échecs: €221.</span></span></span></p><p style="text-align: center;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-family: verdana;"><img height="637" src="http://www.chesslund.com/uploaded/2021-9-14/e88093122De0d82D45db2Da9252D2520a216a826IMG5F0005.jpg" style="opacity: 1;" width="447" /> <br /></span></span></span></p><p><i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>Elementarbuch der Schachspielkunst, </span></span></span></span></span></i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>by Johann Koch, Madgeburg 1828: €184.</span></span></span></span></span></p><p><span style="font-size: medium;"><i><span style="font-family: verdana;"><span style="color: black;"><span>Das Schachraumspiel, </span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span>by Ferdinand Maack, Berlin etc. 1908. An unusual work on three-dimensional chess: €79. </span></span></span></span></p><p style="text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span><img alt="" height="613" 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" width="390" /> <br /></span></span></span></span></p><p><i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>Ajedrez en Guatemala,</span></span></span></span></span></i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span> by Hans Cohn, Guatemala 1947. A rare chess book from Guatemala, Central America: €253.</span></span></span></span></span></p><p style="text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><img alt="" height="597" 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2G5lkzIS7/MoDfd4J7/Wuit0iV3klZYnPCqecH2pXYHQW90JUYLJK4x8w67fYk96ZJgKmcMzdGHO1azo2MY28mZv4j0NWC8gUOnl7W7DgiuWowGycPNsaQx9QzcD8KpKoXzD1dmOG7VbdhlQjyK/91V+Vl9qaY2JdAu1eo3cmkpgLGW5ANu6j73qD3pnyJsKsUhLZ+XrmmLDIi5Yxpu67eKgkQqu9CqN69Tgd61TIgzQkM6Em3kmmi7jdwvvjvUEiKY8TTbTgfdXA47UQXRaNpVmhdcbd3QqPf1ohaZ9isxkjydpH3c+tP8AvGlyopfzEnDxi3k4G7jaR79c+1atteRErbyurSbt3zLja3pWXNb7d7sRO3QkcFfb3qhKJkjQxxsEHPKjJ+lIymzrLuCQS5Ui4duf92qreVvQbzCf7u3Iqxo2pJdwCKVfJnXKhj1I/wAahujLviSNRhT94k5Iq1UMyYogjKqm1fZQA34VRmt0chpI0YoN0bbc81ZnkkQgGITLtAJ680yHzNskaJ5ceA2e+T6VBamZt1pj3sDSxpDNdKP3ZkUkD8FrzeWO6086gl1dRR35kSMukW1Imf5lARjlhjgn1r2hcRx4ZFAwnOMnrVK6bfGknlvJGDjP936irp1ZR902pz5dzkraw32cMdxdvHcGM8AqT+uSPxpkdh9nm2m7LH/aANbxtkMUrWrlRk5kRcYPcHvj2rm7vS9RvZ1BNsY44zuuEkKj8u5qDeHKaUturt5bsjJ/eB4JqlLavazxzxRsy7djLuyfw9q17Gwe1jQtPPPEV7L/ABf3vxqb7NIbgT+XulYYfcxwoHJx6Eincj2hmxNHsMcrk5yfu569jVRYiFWOaXjPA9q1JzMqFYoHL89+M5pGtbiU+bJGqMuOM0jIdbyXSRukTP5Gc4/h/wC+e9Kkzea08svnSZ+7txxT/JQSSny5wfYfdP8AhTXR97gZd+Pu8HP+FAEkjGf5kMSnt7CnQlkBHmRGT+LHSljibcVkWNGb+70/wqpcxKvmTRG3UJu+XJXc2cj9eKALjJFcHbIVddvyowyKzI9MijmdlP2ePHzDdxn6d6urCUVH82DLZZlHT8aIYVc7/lY/+gj0HtRYLEIhlyPKaSbgnpxj1xQiPHbyTLuin4wcdPce/J/OtBcpJLJCiSSqyr97HGOfrSGIhTG86gt91VZuB26LW8lyoiDOMmDiXBkYrndmTk5/GtKyZ3MySGTc2WVf7zHjP5iq+rWMi3EcUCpNOXB3cHt70y0s9QLNHLBibAPLYGB9KzUCz/NR/bw3/wDDcf7ZnmKEk/4Wt4t3Adj/AGxdUUft3jb+3F+2WuAuPit4tHHT/kL3VFf1Vl/+7w9F+R/IeY/7xU/xP8z+/wA/Y+0Z9P8A2A/2DrOKSRrWf4YeFrlsAkRu+k275Iz1/fH8q+h7d5FH7liUxt2uv3fwr51/ZCnivf2Ev2F4Yk+yzR/Cvwgsm1ciYf2JAMt7/cFfStujOiu8scLeYAVC/M3HrX8u49/7RP1f5n9W5TTthYei/IiTeTMpZZAQFHzY6V0uh2zYnjSWdWb5thbP5egrLFvIU8wO6Ju4HerVgwtb3fJLtdscBeGNc8Gd6Oua0W2EjyROqbfl2tyGzVp4gYxHPG+1iSV28kn3q1HDJNmU7EjHoATirbNMShLLNF3Hcf8A16zqfzGimchb6THBPcSfZboyNgZuGaQcdxk1oXE8mwFSWK8N/drRvYpGRlUFicLuk6KKrS2yxWxRGWZQ2cpwPy71smzMz5ommgLCSKIuPk3RsTn3qukF0vlC58qSbruVcLVmORBNtmWSaPhk5+6TWsiea0haJVjT04A/ClfmJlsZ0F3ukRZJZJNoVdm33xn61vRtutleNCi7R82fm59ay4XVCbiOaMyfdCbeorRypt2ATyyyjdls8+n0qXTMriDEJdZNvy4VeePwoa5iJZSgJHy+gzWekCXB3TXGzBC4b09fw6Uju2JEeMP6MOAv4UvZGftCyxkKlFMhz6dhTRbPs3NC8mVwpZCeKhtZkljkkEkSnYeQMcA1ZLwSorKWeMN8oHUVWoe0KRtZDF5G1oj2A4HFMiCRxnzUjdVY/cbG0+43VpSXDdFRsYqhG0iu4RlYN/s8itafwh7QeE481UDgcYz29qinUzLHIpJAzz6e3vUgBZ3ct5UbD+LnmpAJHESoYynG2ixdyhZypazxTSeaWPzbSgC/WvREMF9AJ1C7doB+Q159cnbOWEyo5PzDcvWtPStQFtcLHK4VG+Xlcj60rAbn9mpwVebljxtptvH5MsnmIHUccd/T8fWtWdwYswy+cC2F2rjA9aYrlVV1do+q4b+dYAY7o7XEnmqQMn7tRupUPncFPTHX8a0T5wAYoZBt+UjuKozbldTK5V3UZ4A2gVcIfyl7lVLVF2bzOxOD8vRafIioQgiMy/xep+tPguI5gTuCt/dZcD9KqTXLRyIrmJPMYhcc5+npTnbsRctTznaIlglRvk5xncN3NDbQgjaTZBuyWxktxUUlw0ZjHls0nGF9vrVGC/trr7d9iuIJpoZzHJHHIGMbjadrcZ6E1lySNVMispvtySPFK80aqykshPOe4P8AOp5oVTLTCQkNwFrLufD1vJqqapFOYrgZUhGO2Qf7Q/h9vXvWoyNGnz3IlPH3owpz36dK1tHoOT0Hxh2L7VAVu7HnHvQyhCy7WUlduV74pQIS8shy6noO1K1vAWUkOQM8kYC+3HWi1viMrgGlmjjMZdo1+XawH6VkXxkSa2gWMvuO0o3RQN3OPwzWz5RMcYEiiMDd9wAc1iR2hg1SS7lmnmZlK/NysP8AujsanmjI1WhfcKhIjAK/kf8A69VyJMssURRuDuUN0Pr71NCsreXKF887jzsA4p32ZrlnVtwHU/hRTJmylNEqz2om5l3HdgYIHbPvU8nkq0USQb7hunzcBRUAgmkuHllOzcpZgeijPFUb3ULe3l3eT5065+VV4XPrWrhzGdyKREe882Fdm3727nml81/MMkSyeaoCllbHH+FV4EuXjdneNnYgBWbBVewA/wAa0/7ORRMZmlQrgj5ufpTRuj/M6/bybf8AtyftmsABn4seLj/5WLqim/t4HP7cf7ZhAwP+FreLf/TxdUV/UuA/gQ9F+R/ImY/7xU/xP8z/AED/ANjdjJ+wP+xIyrA0KfCbwYJF2gddLtgenfgflX0O0CxSObVS6sQ3y84/Ovm/9hqOJf2Df2OpH8pZT8LvBw2qxyw/sm27V9SxZlEaBZULL6c8V/L2NXNiJ/4n+Z/VuVv/AGen6L8ii0ZdiPIlQ9y3y9PpUyywAq24k5+6q4GKh+dtQVjJO+2MHH/AqupKzq4ySWIYfLjaPrWaO87LTbqF7ddkarKPQcsPWtuIsxODweT8uK4izna0nZ0KsDgcHBrsY7mR4ztYjH945OK5wGXkbSRyFztC4+bdyc+9ZOr2OpS6Zc2mhaha6brcsckdvcTWn2pbSQqQrvCHj3gNhtpcEqCQQK1yrTRssyRuG+YBefpnNfHP7ZnxOg8EfDO08A2nje2+H3ivxxfDw7Z6rNHuGk2h+a+veAxZo4PM2jGA8kWOa68JSlUnGCOPH1OSnzHEfsb/ALWlt+0U3xM8I6ve+F7z4jeEdXks7yfSYHittcsPMdIr6GORnKLIY24VmC4HzHOT9ybp52OY1G0csrY4+nrX4m/Fn42fsv8AwR+Nv7Pfxw/Z/wDid4NuNL0m3TwH4u8P6b5wmk8P4WOCYxuqlzA3J+XLYiIbFftjCYL+0gvrK7t7/TJo1khmRgySRkZQoeeCMV62c5bGjKNSjGyf59TyMmzFy5qNaV5L8ugsMUcjHysnjJ+n+NfF37Uf7S/xd/Zng0TXbP4MeAPib4K1jXbDw/ps48VS2F3Z3M4O1rqI2siCMsrJuV+MDK5r7VgWYQDy0ijUcntmvzz/AOCnUdzcfA/4UskZuD/ws7w3InzfddZJAOPXAH5VGT0qcq6hJdf0Nc4rVPq/PTfKfcdqficvgSa81Lwz4Fn+Jptyv9mx6rcLpsMxYnD3RgMu0L1Ij69ARzXwL8F/2pv2t/jtf/FHT/CPwD+CVvF4T1+fw3qE154uvEEl1EzbjBttWMie/pjFfp/YzXBYRTlxD5uW3ccdO3txX4sfsLfF+TwL4i/a/s2+D3xw+INpe/FbV7r7d4Y8NyahFCFYpskcOPmyN3PY16WWUYexrSVNOSZ5GPxVT2tGPO+VrsfXvg743ftE6V8avCHwm+OfwY+G/g3w94g03UJ9J17w34jkvlnu7cB3haGaJHXdHvxlRzjmr/7XH7SHxC/Zg8I33xW034NaJ8TfhjafZ4dQdPFj6ZfWsksmziE2cqtH80Y3BywJOFPWui+F3x7ufir8U/Fnglvhh4++G9noei2WqWzeKNHNhqFxNcTXELvBExI8rZCq7x8xYlTxXkH/AAU5t7h/2MPim6GbzY59Mc59ryEkfoPzqIUqdTGQhUpJfM0qV5Rws5U6jfyPRvDvxl/as17QNC8T/wDDJvgM6TeWkd9HDa/FRDeLE6BwPJl06KJ3w33DMuDxuHSu5+En7SHgX4t+J/EXw/Sx1/wD8XtBVW1rwprtv5N/ZRsVCyJtzHPC2eJYyy8jnGa9P+FUsd58JfhneIpgSTw7pjBQeObaM9K/Nf8A4KMXf/Cp/it+x1+0P4Vkg0zxvY+Kl8L3Nxt3NdaZcsGlt3X+Jceco9BM3pTpYbD4irKjGPLJ3f3FSr1qFGFZv3Vp959oftJfFf4i/A/wF4g+JfhH4c+EPiZ4Y0PTZr7WobzxG+l3Vuq4IaBVtJ45iQxJBaP7mB1rxHSv2jv2j3+EHhz47y/sy+Dde8C3mjjXbjTNH8cO+tWdgyiUyJBNYpHNKIm3mMOjZO0FsV6x+3Wxtf2Ov2kooQIxH4Xu/mIzuUYHHucCvkHSv2zD8IP2Mfhdc6Z8C/jTc3kXhHTdOt9Y1LRvsPh6KVrdYluZtQfcFtRwxk24IGMV0YDL41KK9xfF3OTF5jOFb438PY/RL4YfE3wd8bfAHhj4q/DzVP7U8KavD9otnMZSaEBtjxvCfuyRyblZT6V80/tpftJfEz9lPwA/xW8PeBfAnjnwdbTWtpffb9YmtLyGeaQophiSJ0eMcZBbefvAAcV0f7DPwLl+AH7NXgDwVP4m0jxjeSeZq91f6W5lsHM7Bitq4PzxrwA/Q8nHJr53/wCCvMIP7FXipd87LNruke5b96QQu3rwuPlwdxrgw2Fh9eVJfCehXxdT+z/bfaPqjwx8Qv237vSDf3nwK/Z4e5aJZo7FfH14G2Fc/NN9i2j5uv5dK9i+AHxX1r4veA7LW/GHgw/DvxyuranoWpaKl4LgWV5a3DxFRNsQtu2oQwVR8/AAGK+cov2soNN0ma5T9mr9ra6uLWz86OGPwS377bHgbGMuMnaeo7ewr6y+B/jAfEr4T/Dnx/daZp+m6lrmjWms3EFquIvNniSR1UHnGf4j8xwCTmrzLCxje9NL0ZpleJlKUUqjbceqPjPQP2jP2ufiz4j8e6l8FP2dfh3qfwgsdZn0vRdf8VeJLjTn14QsUeaC3hiaR0aRJAD8q4GAzEZNf4m/Gn9sH4W+A/EXxO8ffDH9lzSPCei6fLeahJN46vj5KRruwqizPmOxwiKNu4lefnGPvm303wj8OvBosYm03wh4N0exY9o7exto1LSNk4UIBliO27f/ABV+SFhZeI/+CmHxVg8ReI9H1LRP2FfCOok6XatuST4karASPMk+YMbZC2No52lgDvYsu+WKnOTlyRjThu3fX/gnJjVUhGMfaSdR7JW0PqP9iz46/F79oT4dXnxS+IPwp0D4XeHNQZDoCw301zPqUeXVrhldFWK3LFVRvvMYznhq+zAJtqzbRkH5R5ikc9T9ahsdMjsbWz022trGzsII1hto4YwI4YlUKqqOyhVUAegArRbACli5RTjC8ZP+FeJj8RGrUlKl7qPoMLh6lOnH2kuZnh3x91b4qeD/AAL4g8afDOHwfrV7pNjcX11p+sTXFvHdQwwSznZNEGbzMxxrt2hSCea+O/gD8dP2zf2hvhn4P+Lng/4c/s4eGfDureZJax32sak010kcnlZJSFwgO1kyQxwmTivt34/NGnwE+OLSm3EH/CG65tyoDLixnIH3ucGvzc/YB+N3ivwv+yJ8HvDumfs0/HXxvZx2l0q6lo9nYtZ6ihu5CPJ8y7Vio3bTlfvqwxivYy7DRqYF1IwUpRdtXbc8LMMXKnjFTc2o8vTU+uvgt8UfjZrnxJ+JPwo+OXgnwN4U8SaTpthrOk3fh3Upru21qwuJJ4S43hGQpJAF5Gd2cjFeNftk/H39qr9mDwB4m+LXhvQvgl478Ew6lBaxWbR3kOoWME0wiikkJykuHdFbZ5ZGQQrA5r6M+A/xP8QfHDSfiNqPiXwb4i+HOoaR4suNBttK1DEWo20UdtbOv2kI7Lvc3UkgxxiVB615t+3rBdRfs8XhtnlWT/hLPCWxtu/94NcscHceQ2O9ZYaFOOMUakbbF4ic3hHKnUf3Hon7Lv7R3hD9qD4S6B8SPC9ysV8yC11rTZGBm0fU1wXglX+7yWVxwyMp6ivG/wBob4pftb/Cfxj8MdN8Ef8ACk/Efh/xd4s/4RuxW8s7yO50kSK0qSzbZSspEaNkAIC23BAJr5f/AGh/CHin9gD49r+118HtIvb/AOBHiW6jsfiJ4Vs0KxW8kkmBeW6cgbnZXTAwJSV5Eu0fUn7RXirwn8QZP2HviD4P1S38ReFNS+JOmXVjeWzZiuIJbK6Ct/st6qeR0rvll9OnWVSPvUne3r2PPhj51KLp1NKkeX5+Z9m+EbPxvF4dsbPx/qvh/wAS+KxJI95caVpslnaSx7y0YjjeWVlxGVBO4ZIOa3Y5IpnCu6px8uOVqZJA5uDFIUiGGG0ZMZPOffP6VEts6kvO8zf7TcD6Y7/WvjKs09lY+0oxly6kjuNrFAgT7rNnH1OKekoWILbq7xH7r9sUoDRxKQ8Qb+EL8xOfrVeZhDGFUpsYH+6BnPpUUipjZG3E+fCm3nPzVSMaSQ+YCyl/77Y3f/WrViRQxjeMZ6qVbgiqVzFtk3Roh7YVclRVzYQIJZbq2tvLWSGMdyrbsn15rnZri7mfh5J9zFWZsjH4ba3pLdJlXKP/AL2f84rFvYIi+yN3d1+9n1p04j9of5o37dgK/tvftkKW3kfFXxaN3r/xN7mij9usY/bd/bHGMf8AF1fFn/p3uaK/qfAfwIei/I/kfMf94qf4n+Z/f9+xZHP/AMMJ/sXq/lGI/CvwYynup/sm2r6xRLgzTNtQhPmXb3z1/Cvlv9jG6hb9hr9iG0BlErfCbwZwF/6hFr3r62tIGVnMj+VuIA2nkDHSv5bxv+8VP8T/ADP6vy3/AHen/hX5GckV0JriS1KSSLhW7BV9q13C+SVWbEnZthxj3+bmo4olHKyIN33WZc8D1q3JbB/KENwfM+9t253A/Xoawps7SgturhWYCW4X+JV2q34V1thuuPJ3Km8/0rEVGVWR5BCxY8M3Ye3rWjosxR1XERiX5gx681blFgXtY1DT9EtJdQ1i/wBN0rS1x5lxdTLBDHjBILscAkZUDr1NfEP7P1zpX7QfxN+I/wC1Np2o29/4Vg87wT4DYSbkjsIGzf3w4Ko9zOoAOQRFCMD5sV9ieOvhr4D+JukwaX8RPB/hvxvosFwt3Hb6lZrcQwy7SFbY4KscMwBxwGI6GuR8J/B34U/DXVdS8RfD34Z+CvAut3FuLS4n0exS2aRQ25VOAFIGB0GeM124TGUKdOWr5meTi8NWqVYyv7ha+J3w30r4r+AfGHw516Bb3RdctZbG6Vl+6r5wVyQpcPhx0AK4PQV+en/BOT45Wd14W8VfsteO/EWk3vxU+H2qXGj2kyzL/wATjTY2IilgbP7wR7GjZVOQnk9cmv0n8X+FvDvjLRNY8N+JtJ03WPDd5CLe8tZo/MimXOcMN33e2DXjcX7K/wCzpZ32l6xpPwQ+F2kajaTJcWs1poscMsMinKsrquTg8g5zXfgcxi8NKjWTb7nn43K6n1iOIonNa78c/FsP7SumfAzRPAGjapoK6TY6tqWoTauLa7aG5lmh8yytyD50cBtw8vO4LIpUEnaPCf2p/sX7QPxh+B37NfgSaLX7nRfE1r448b3Vr+8j8O6fa7hGkxRgiTyu7hImzwAxANfZPjz4NfDL4uWttpvxT8BeE/HFjbzM9r/aFurGB2GG8l87kLdGxjPetr4e/Db4ffCjRf8AhG/hx4J8PeAtGWb7VJb6fapCkkp48yVgP3je5yfenSx9GmlKmrSQsVgK1TmpyfuyaZ2tiRbPcXV7qkMUW5pHkkIWOFMZbc2RgKBnOeDxzX5N/wDBNH4keAW0z9quC8+Ing21ub/4narqlpb3GowQPdW7qCs6KxAdWwQCMZHtX6ueIvC3g/xv4evvDHi7RdD8R+HbrZHeWN5AtxDdp1VHVwVcAgdR2ryAfsp/swxpIv8Awz38HEZvmZv+EbtSWP18ulhMfSjRqxmtajTLx2AqyqU5U38KOA+Iv7Q3w48IeO/hbp/grU/h38SfiD4o8RWPhOW2sdSifUIdPbzZJZx5SyERW/8ArCr7R94Z+Y15R/wU11WxsP2MfiraXt5bW0t1JYW9qrSKstxObuMiOP5sbsLu4yMKa+qPDH7OfwD8C6xaeLfBHwY+GvhbxFAGij1DTtGht54gV2ttdEDDI4OD04qPx5+zv8Efin4hj8S/ET4Y+E/HuvLaLYreahZrO8MQdm25Jwv3iOm7k5rpw+Mw8K0Kn8pjWw1aph5xTtzHO/BHxp4Ui/Z8+EniPVfFvhzT9Mj8K6bNNcXV9BFDCFtIy/mO20LjnjGa+CvGtrN/wUL/AGmfg/L8P7a81D9lP4aas+s6l4lkjxaeKNXQo0drZk4M6L5YUyrhdrN0AUv9y6d+yL+y1pc1lLZ/s8/CKyljkWRQdFhdVbHXEiEZr6LtbfT9OtLTTdPt9OsdMijEdtbwrsS3X+4qqAFXk8Dis1mVKnWlWorm5u4fUKlalCjU+GNrnyb+3nqUOnfsbftC3WpX1vYrN4buII5pdoXz32qkagn53LHACr3yea6D9my00Lxh+yp8FNLvxp2t6FdeC9P0++tw6zo0ZtFSSNsEkggOpGAwwRzXq/jj4LfCn4oaxpGt/Eb4a+DvHuo2du0NrJqlit2LeIsGbargoq5AI47CtXwH8H/hZ8Mptbl+G/gDwh4MOoeW102k2SW4utmdgdYwoyu5sH3OOtSswhCjGnFap3NKmDk8Rz29x6H5g/8ABOP4jaX8JPh/8aP2dPib4vsfDWp/D7xidJto9Quo0ka1u5GSBY1c5IeYSFVAOWmUHGRjb/4K9a3YaZ+yRcaRNqenR3t34k0x7WP5QZxGzySsqlgzBQQSR0BXkkV+jmpfB74Waz45t/iRP8NfAtx8Qodkia1Np0DX0ZXAQ+cV8wFQzAc8biB1rH8ZfBD4P/EnUrTXPiN8L/Avj3VYYxbxzanpMNyVRWyADIp4B5HvzXV/aGH+sxxFtjCWX4hYeVC+4kPxJ+Gy2kWs/wDCyvh/FatCpjmGsW52rt5w+8gjHrnHauE+AXxr8H+N9Y+K3hb4d2nhZfht4LvLXStP1fSLpX02+DWYleJGRAsT2+4I4XcuGQ5U5FaD/so/syxqzj9nn4OQnb/0LNoRj6eXXc+Evhn4C8G+Hrnwj4T8F+F/DHhOeSWa402xsYoLWZpBhy0SKFyw4PHIGDXm1KtCV/M68Ph8QnHm6I/OX43/ABl8N/tyfFK5/Z68OfFLwz4A/Zc0OWK48ceIJNSgtpfFUqvhbGz8xlLRb1kUt0zlyMKgb9EtJ+KP7NXgTwvpfhvw98Vfg14b8L6bax21lZw+ILRYre3jX7q5Yk4756nJ5JzS+Gv2ev2e9PhXT4fgn8II7VV/dxr4ds9sf0/d1uD9nr9ny2eW4t/gl8IYrhgAzL4dszuA6f8ALPrXfi8dhqlKNJOSgt13OfC5fiKdSVWXxy2fY8O+Cf7UmgftFfF/4n6B8Jryw8TfCXwvptra3Gvxxso1TWppXzHbSMQJIEijBMiggmQEcYr6od5Y2VnXc305B9+lYXhrwF4F8Cx6lD4G8G+FvCVteTC5ul06xithcTbdvmOsagFtvGTzjjpW9eSCIsIzvY4Un3rwsTWozq/7PG0fM9jA06sKf+0SvI8H/ac8S6N4Z/Z8+N+peIdYsNFgbwfrkaySyrF5kpsJwqRbvvOSVAUd+a+Nf+Cdvxk+EHh/9jr4K6Tr3xZ+HmgavZ2d0l5Y3muWsU9uft0zESCRwd2JM9O9foJ48+HHgr4j2FrpnxC8EeFPGmkWsq3Nvbarp0d0kU2MeYgkBCtgkbhzzXDR/s2fs7hbaV/2ffgz9oVsbj4dsztA4+8Y87u1ethMdQjhfY1Op5uIwlf61CtT6Jr7zidA/aQ8DeLvj54e+Enwj1/wV8QLfUNG1HWfE19od2lx/ZM0C26W73UkYZGL/wCrCZ3kBSTsUAeQ/wDBR74heFvB/wCz9INR8SaPDfp4y8LTGwe8iW5kWLVLW4fMe4sP3cbHJHQivsjwr8Lfhp4F1C+1HwR8PvBfgrULqNI5rjTdLgtppo0bcqSGNRlQSSB2PIrI134EfBHxVrOoeKPEvwd+GHibxHdYa51C80S1mmuCFCgvI6FmwqqoyegA7VNHFYeNdVCp4bEug6aOp1G38E/ELw3q+i3Umh+M/B+qQvaXsCvFc29xHIoDI5XIOY2B5r8KL34cfFT9kn9oz4Cfs03JvPFX7NOt/EzTPFHgnUJpi02izIsguNP3Hq7faFbaeX4ccu1fur4M8EeCPh/Y3umeAfA/hzwhpckv2q6i0mwitopZmUAuVRVG7AAJ9Bik8V+C/CPjZtHtvGHh6z1qHT9Sh1iwWTkWd9AVkimjbqpUgscYzvxW+EzhYeVSMvehLbyOXFZPKvySj7s4nYFUhaRBKty5jK7kxg89Rj+lQSJ5gysDgKNq5POBVyBrVoAgJZ9uVZl59yfrVcW0cgDoGXzPvbucD1/GvmJPU+jhdRIUyzQoqohXPbP5HsarTwLNGtu0ksB3bl2nJx71duLlbCEyJAJl8tspCvO7PH0qlpQvViFxeLFBfyfM68jyh6fNxn6VpTVveHclBijfeQrp0yI+cU9gduwb0JHy/N2q+0jvFiNyxY/w4zn3IrPdUMgkkbEillb13d+frWTZcDLmmjhW4SLMat1Pv3xWHelIoWKbrg4PRsnP41ryyxTTGHbvWEZk4yHJ6D61RvPKmilgmgddqZ+VR8rY5+tdGHf2Qrn+Zp+3KzN+2v8AthMylGPxS8V5Hof7WuaKd+3Pn/htr9sTPX/haniztj/mLXPbtRX9S4D+BD0X5H8j4/8A3ifq/wAz/QQ/YnEZ/Yb/AGKpXOPL+Efg7byvzE6Tbda+rbZ8MGxEsIG3O1s59eP6V8rfsQlF/YR/YreW6mD/APCqfCC+WZBtUf2TBjj8q+oLT50/fBlfaeW4B59q/lrG/wAep/if5n9bZbf6vT/wr8kaavFAszfNGcjG1fv1pCZZcBVik/iz3b61QkghVFIIcccKcYrQiRhdJ5A2AZ46DFcxuMuGiLo0sWNvzZVWOCadbO0Mit57eQ33srnHp1pPLLSSAIkY3Fmb7xbPrmnbzblXBO5vlKnp/wB89KAOnguVkQbZjjHO5do3d8Uk5MIjlUfPt4PZfX/61cP4u8ZeHPAfhLxN438Z6pHoXhXS7WS+vb5vlNrEgBZlVuHJLAKO5GO9fDvw3l/aC/bIsYfivr3jrxV+zV+ztebn0LQPDTJa+INcthu/0y+1GRXNvEdilVjClg/BUEF+zD4GpVj7ST5Yo8/FY+NOXs7c0j9B/OlWMNGJGX+EFvvKfemJJFK0sIJ2j5vUY+vevzw/aJ+CPiP4UfDHxf8AEr4UftK/tIeFPHelw+dpthqXid9atNevGZVjsvsF0JHlllYgKqc5fowBA93s/C3xG8W/s8aRH8cfEWo+Ffitb6LLqGozeCdYm037LdLG7hN0TZkwoUMp/dlgdoAxXoRy+MoR5anxHnyzGa5oyjblPp7z/K+zpH5i7wSG6bfXGKkiMQWCGNGOGLdOPwr8uf8AgmroHi3xf8FvDPx1+I/xi+M/j7xnqGoalDDa6l4iu5tOhgSQ26ILMna0h2eYWbO1icAV+gfxE+HFj8StJtdBvPF/xI8JYlMi33hfXJtNuo5Nm3DPDjemHzscY3AcZFTisF7Gv7Hm0TS+8eEx3tqDrcuu/wBx6X9rAWQlyNu5t3PXP86aFldcLna2WVSrEkfX0r4C/YA8OeOJfhfq3jX4kfGf4vfEzW28Q63ov2fxBqwuLO3hgvmt0kjhZVPmkW2SSxTMjbVAOK+/AwhVRDDNJds21ULYOeQFx02klQf97PassThI06zpfEdFDFe2pKS90qw6jpkrzJBNBe/Z2VZ/LkWQwHH8a5JX8ajmmikmT5JCNv1/Dd6V+JHiT4kah8FP2xrv9qDwZ4dtPDn7J2p+Jx8LvFl1bNtg1TVg5afWpIl/dBUmbyTMT85glDDLmv2tW7mlXfE9tcRuvy7Dx+XSujH5ZOhGMoPSX4d0c2X45VnKH2oluSWIojTJJvYn3x+NRCfyVBxN8qjadpNfIfxo+HXxe+LvxH8KeDrLx541+EPwU0m1/tbWNX8O6l9h1TxHfSF0TToZAGMMEaq0jyHli6bVO0GviN/h7ry/t/aZ+ztZ/tGftNP8Nv8AhAX8S3UD+PLprhrzzNoAuAdwTbztwPrW+CymnW932myv9xzYzOalGXw+62o/eftCZFmCiSSSEH93uK/KAcEd/vfNwvPQk0+3vFvJLm3eK7WRdscytnc3GRyDgke1fAvhr9lzxH4d/ab8L+N5Pif8bPGPwk0XRZL2z0vxN4vm1GGLxA7tF5iRyZbbHblpB5jNyw2mvnf4oeDNd1v/AIKD/Cv4K2vxm/aF8O/D7XvCF/4j1Cz0rxxewo08f2kr5bF3aBf3aYjQHKqQuxTirpZRCpUUadRWtzbMmvm9Smvejpzcp+wH2WB7pdSt7S9WVH2fM21JFYYy2D82COM1YR/tAi3weUm0NyvOa+A/i3+xnf33gHWf+FK/Gr9pzQPiPZwpdaFHefEK+n028u0YMkVws7MPKlKsCwxgg8ABgfrv4r+D9J8c+Frw33i7x54Ms4Lee8S/8P65Ppc0GIiSzPCyh1ABIVsjIrljhoS5fe+I7ZY6or80fhO6uLnyHMbxhU7MsfNVftqySQt5UpWQHYzxgBf89q/Jn/gm3+0d8XPEWleNfgV8ZNQ8UeLvi3psdl4k0u81y9824vtIv4EmR3kPLqhZGGDwJ1Xopr9HPin8RrX4Q/DTxX8RfEpGp2+k2ZumtbUBH1KX5UjtY89HkkZUUjnMi+9LF5VKjWVDuVhM1hWout2PToppYmj8tJ5B/C2cfqDz9K7C0uVuYDHMxMigMOMHFfhx+wN4L+KXin4h/tES/tEfEj4neIfiZ4R8ZQqulw+KtQGkWJmUzskdsGCTJv3D5gU2JgKVOa/ZTRtZW5V5o0miljby5o5FAdWHBGe4+nFZZjlksPUcUzTL8f8AWKPtOXRGz4h1rRdH+xPq2r6bpyXEywwrdXCQiVx1VdxUkgY6ZzVdy2SJFQsMeYu3BU/418m/t2aPp/xD+Dlh8HdN0Dw3rvxG8cagmh+FX1Rfk0a7YM8+qBx+8iS2gVnaSMbgVjHzbs1xf7BHxX1/4i/CfUPht8Qp3h+M3w91J/B/ie3uG/f3IgJSC4yeWEiLjf8AxGPd/FWsMr/2f239f1cx/tNLEujLT9T7gaUMQHVcFtv8RPXB6Y5AweauPC7mN5oLiPGV6Z2+2F+UD0zk1kaxbWmqWd/pd4d1rdI1vI+5omnidAvysNpGPmwVO4Y61+QHwG+GOla9/wAFDf2pPAWpeKfipffDnwVpelahovh9vFupNbR3dwsRbKmUsyKSwEbkqNw9KnL8DGtCcpS+ErG4+VHkjGPxM/Y3LosUcduyIDuK7l+X9Kuxyv5y7UjI6tu5CjtTZ50jQGR1fjG5dq7j7jFVUKFdpWOVpOdv3W46YxweOa809WV18RkL4o0HVtb1PwzpfijQrzxHZr5l/p0F1HNc2UZHDSQq26IYZTlgfoK0Y0mt7meRWkPVWXqufQZ7Zr8Xf2xfEnjbQvj/AHP7W3wP8N6bL4Z+Dt3YaH44utPtxHdeKnuyrXcG5E/fLbQy2iMzFtjy8fdNfsR4b8S6P4z8PaN4u8M3dnqGgalZxahp9xG25LiCUB45FPcFWUYPQ+9epjcs9lSjUj8Mt/U8rA5n7arKlL7J0UU8gk86ZlXf97cvX61oMkmHUSWxJGM4z0rMlMTSNDPJFDKEJVZGB5zxx0qxA80P7tnjln3FflbP/wBavDPUTHqZBEqKwkLdTGv3R9KrO80U0rHymiPy5KgFverbRsxc5VH+7yaoSwtvR2y2xdu3sTWquART25+6oWc8fMeKg1JLuS38rTZLSK6ZtvnN9yMDrjvuqytuuArtKjdfXbVdoV82IiSNU+YHdzux6iptymsCilnFa25ji+0SLu3SSBvmkfuxHuaptMn2lhtZp2XnaoBVffH8+tagmBjKxmMttwWxgf59KoxXFlYlBAY9yqc/LuMmeu4n+Krg/eJqfCf5ln7eRRv25P2zTFt8v/hbHi7bjpj+2LrFFH7eZB/bk/bOK7tv/C2PF2M9cf2xdUV/U+A/gQ9F+R/I+P8A48/V/mf6CX7Fd3u/YP8A2KlEVsVX4S+DF3DqP+JRbfe9a+n7Y52sxdo24Xd1x718w/sY2t3/AMO+P2Mrt3tTcN8J/CCxqy8FF0i1xz1LV9Q2ReaO2LIA5+8G6qf8a/l3H/x5+r/M/rHLX/s9P/CvyNCSKEI6vHnaQ275ssa1kJdbWJWy65MigfdHasplTKH5R0XLSA7j689qv2VlHBcyXEJnnlmceZ+8XavsB6elch2C3KvHGFXLk9c9qx55JYZUeRS6j+Jei/UV1TIJH8sYZSd26obzT45EImVpYiMsrIw/lQB+Vv8AwVz1fxNafsYeILfw7dzrDe69pVtqUkfyj7KJJHw2OxlihH/66/T3wGmiad4N8G2nhJLaHw7b6Xax6ekKjy2tliCrtxxjHPHrXj3xu+C3g346fC3xn8IfGEVy3hzWrf7M0lv/AK6zkV0kimTPR0kVTjvsX+8a+P8A4EfEb9oH9lbQ9J+BX7RXwu+IvxI8D6ODZeH/AIheC9Ml1iCayC/JHqFvbgywFdyIH2kDIBX5d5+npqNfBRo0/iTenc+ampUcbKtU+Fo+l/2mPj4v7OnhLVfGfif4GePviD8OtLMN9c6pp1zYyJZM8gBbyZ5RMpVyqiRBwZTjitTQviZ4p+KvwW8Y+MdQ+GHij4aaZeeHZrvSINYurWW7v4JrWRjK8MBb7MwyPlcjORgCvl39pT4h/EP9q74U+LfgN8BPgf8AFKSXxHHDZ6h4o8XaLc+H9J0y3EqTOytcqk0z4iC4WPgBmBzzX258GfAvibwP8NvCfgzx14tf4ia9Z2scNzcLYpbwTKsaRrFFCqAlFRFALfORzmnClRo4WDqaTUlf0MIValbET5W/ZuLtp1Plz/gmPPZXX7FPwftbadXb/iYRs0LfJu+2zMy8f8AP419/WT/vRO08sbLlpFYN0yGBBB4HA/Kvyn+HujfGT9gLxB4v8EQ/Brx/8dv2WtT1WfWPD974Ps/7Q1fw08zHzLaazBXMWVTJGB8hfILOD6b4j/aQ+Mvxl0nUPh1+zp+zV8ffAHijUkezl8XfEbw22hab4dgZSjXWxpC9xIisSIxjLBSR8tb43LpVK7rRa5W0910OfCY/2eGVOpfmWmx6f+wLiL9nPSbxmBF/4g8Q6hGyZIZZtWuGDLn1x+tdp+1P8Utd+HnwzuNM8A2RvPiz4ovIvB/g+3Y4M2qXSuqTPj7sUKrJO7twqxngkiu5+H3gvQ/gF8GfDXgjw7Zazrui+F9ESCGK1hE95qRijYs0aZCvNLIHYDcAXcjpXx14N8ZfET4ofte2/jT4gfs6fHnwP8MNG0k6J4KfUtFikjhvrqYG71DUEWV/s5McaQqRldqsGyWNc9JwliZYh7I7K/NToqn/ADHK698Bf2g9d/Zmvf2Xn+Dv7PEnhX+wl0eDUJvHV+9z9pQbhfkf2btafzf9IPPLM2du412v7A/xr8QfET4TXvwt+Iwey+Mfw7v28I+JrFn/AHziE7Ibndxv3hdu/u0b54avv6GJVdftKDzdzfKrlmUYyTxg7iR0NfjL4nj+Nnw//bw1r4+/BX9mb406t8MtY0hNF8dwtaQ266xcCYp9stY/M5cKIXDPgsBJjG8iu6hWWMozpVIq696OvU4a+Hlg60KtPr7svmfsBJDcRsxjjb5v9Z94rn1HPSvzBaG6b/grYlw0UU6v8I5lQPyZCJgCAT6hTX6X6P4gk1nwtB4mfRNd0h5LX7W1jqFoUv4Rt3eTJArHEvONoYjPGTX5I3etfGR/2+dP/aTj/Zk+Pkvwit/CTeG40XTbddSkkZSxn+yeapCF8qOdwxyAa5Mior94r/ZkdOfP+HaOnMj9eYzHE6BgYyxLRbjkrxgqT9OK/Kv47aP8Rte/4KZ/Bu2+GHjrQfh54lj+Gt5ML7VNF/tOBIhLceYn2cvHnKEc5Izmv1L0iX+3tM0nVf7O1GxiuIYrpba8tWgurfIyI5YSSRKDwyZwMY7V+VXj3WvjHZft3+E/2idC/Zd+PPjD4daF4TvvDMjw6bbpPeTSNMTPCskyqYgzYGWBZQxKggCr4cfLWlr9llcRRUoRsvtI+rNb+H37YDa38LNU8V/GXwD8QfBVn4msrvWNL0Xwr/Zl1c2oZlaU3DXDr5cZcO0ajDhO9e8/tI683h39nb48eIlfypLbwnqsq4PzK/2d9u1uudzdc9/evnXxl+1l8UV0LW4fD/7EH7U2rap9lkhtVuYbG0j8wrtVjIly7LjI+ZVzzntXM/tC2Hx7tf2NtC+Cmk+DfH3xz+Nms6HZafq2pabAv2aNontmu2uJ5XXd5iBokUA7iZGIXa1OWGlJ06k1FMUKsYxqU7y1PIv2vdBvv2Xda/ZS/a78MWEy6X4LtbTwP4yjhj5vNFljjhQuo67H89QTnBlixnlR9g+M7/TPjT8avh18LtLNxrPgvwzHa/EXxFdQkNZXcn7waVbMw4OZBJebeflgU/x13PjjQdH/AGlfgV4s8DeLPDvifwHY+KtFuLGXTfE1pHb6hpchfEckkaySKdjokiFSS3XNeTfsB/A/xn8G/wBnfw1pXxLXUh8W76Y3Ot/bnZp7dok8i0tSw6JDbQxRhR0Xp1NdWJxtKVH2kv4sXZej/wAjlwuAnGr7L/l3Jcz9Tx34S2g+Hf8AwUx/ay8EmYxWnjPwnovjSOPzMiSWNvs0o+73O7Priv0atv3LJ57hpegLyH92cEjPqOg9q/Kf4l6t8Wrf9u/4ZftEeDP2Zvj3qPw403wzL4R8STto6Q3F9G8szo9rEZV8xI2kjf5mT2zivoT9pPxj8dtR8AtY/s9/CH4n6x4z1TRGkh1C9kt7GHw2Z1wfPWSct9piBLFApUExYY8msM0oe2qQcpdEdOUV406dSnJe7Fu39epkeHtU+N3xw+N/jf42/Buz+EV34G8OrdeA/DT+LLq/j+0SxSBtQ1C0itY33JLL5dsJCRuW1PY14n4/T4y/sr/td+A/2mvitpvwu0T4d/ESa08BeL18HXF89rDdZb7HqF39pRQrqFXLK3+rhfjLYr73/Z60qHw38IPA3huy8C+LvhlZ6LYxaT/ZuuW8Ud2ZYMCSXdA7xuHdmcyfLuJZu9c5+2N4Xu/i/wDs6ePPhNa/DLxT8Tdf1qxuINJj01raNdO1CNTLbTzTTOqxhZF6pvJCvkDNXSzOHt/YS/hv3Wc+Iy6bw8a0fj+I+o2tVmbyjHLcQt91ghxjqGHTg5z261+ZfwB0q4h/4Ka/tvCVsRN4Z8POF3kNu2R8gV7v+x/4k/aH034WaP8ADz9ov4Q+NtE8b6Dpfkw641za3cGuWlvsSJZJVmOy7flPn2xvjfuXOK+VPh7Z/tU+BP2zfjv+0Ld/sl+OtX+H3i7TbLSbe1t9Y01L+0W18pUllUz+Wd22Qld2RkDsAywuEVH21P3du/maYvEe2lRqNdT9ZLxpImkiinAeNTLIjDcVU5UNweB8rDnjcK8R/aG+LMHwM+EPiP4gR2T674lVYtM0KxWMudT1e5lEFrAq5+bdLIpfBOI1Y4wK8c8BX3xy8dftRX3xK8U/A7xJ8IfhnpvgKbSLMajfWs954iv3vFm+ZIJpAqxKkiIDuwZX+bL4HmuueIP2gfiP+038I/GXjL9lr4i2fwH8IreX+nwx6jps1xNr8iGGK8nj+1FDHBE8wXa5dWcHduFeVhcBD2iU5f3n8jur4/mpv4tdDU8FfA/9rXwX8IH+Cz2H7JviLRr+0vF8STatNrZu9UvL1ma7knKoYndzOxDcjaAvQCvMv+Cdni/xf8ItW+J37CXxdu7GX4geA5BqOiXcTM0WqaLcMJcwNJhnWNplYA8hXAwNnH6uGJPLQSMAOn7tQSuetfj1+118NP2k9b/at+D/AO0H+zX8CNbXxF4NFxpurarfaxYWlv4u09yAsKwLIZGUI10u+TYfmGFYKK9bCYz64qmGqxUYv3lr1R5uLw/1V08RDmlbTbdP/I/XZEugXQykrydqqAMHoDU22VETaxV1Uk/nXK+APEus+MfClp4h8QfD/wAR/C3Wpdyz6Lq0kLz2bKcAtJE7q6nsdwJ67R0rrkR2WUF0chtvrx6exr5Cre+p9dRqc3vEkzyA4812GD/DkA1mIZZgvm3E0suBt+bgDt+NdEIfklZXGwfw8ZGaxblZI5YYyCF5z+7AUn8KVN6CI/I8om4kacOwxjqPrVR9yooSR9g4yGJ59/SrgcsTGzQu7dP9kVFNH5KxSruY7j82cBlPTpWdwuYVxKYZo0kmjMMj7dp5BwO2e1Vp7tlt3jMrRJgspxnjNXXgtru5hnuI7omNjtVuQT6gmqN00qJdPFEotkUrJu++D7evvWsPi5hVHof5n37dziT9uD9sp1O5W+K3i1hxj/mL3NFQ/tzkn9tn9sMsdzf8LT8WZPr/AMTa5or+qcC/3EPRfkfyXj/48/V/mf6Dn7Gt5NJ+wf8AsK/u0EX/AAqTwnH5iHPTSLUY+tfU9jM5gyrOfm2/MOcV8l/sbw+X+wT+wpGobZ/wqzwpIUDbRk6PAcn15C/nX1dZhPJVfLO8HO5QBur+XMf/AB5+r/M/rTLvew9P/CvyRrCQiXZsJHq3TFO/tKFZ1jt1lMqfwqM7qhjldgSxYruxt6BatGPysOGZT/e3cEVyHoJF23vJdwU26wt/tfw1qJl1lMjRtNj+Hpj/ABrLSU3EY27UmVtv3j8w9RVtFMDGSNAyfx89TWFyJlVwHKgxq3BXkdjyRUqoRLHlhFtXA+XjGc/z5p5MZDkf6wAbsseCafGwYKrOuBkc9ciuujNp8y3OKS5vi1JrYywzBV3sw53NxxnP9BVjKSiSIhtjNt8vYCGXrj6cCltjclYzKRcNz8rN296lhRoyACUxlvl9ff2p87m/eHHTYzZJZUfDidC3ytnlj07+nA/IVMhaN9pKDptb3HA/GnyeZKNzshJ+8oH3qj2fuDHDFnau5sqODmrt0E4oftZQ7SRl5duMKeMYA/oPyqlOy7QA0YXJXcwzt9Vx26fpWg8RBkAleOQ4Ge30pksAjX/WSKTwzk5Ge4xRGPKEo33KbO6xsrO0hJ+vH1qIMA5K3bM7c7ccrTxIcbIDuZWZSNxHShWlRGkWBA649+vWiL/lMpUr7kM8cTIxjCxP/Fllxn1xWa8BuJYJtqNexbY/NJz5ileQT3rZ80SvN5COy7Ruzjn6VQa5it/3TGZFLcrnJU/0qZKUfh0NHFdQkvEtUiuJHaCPd5beWu7f2yavxoVcxJIGZSGVslT7H9R+tVUdIWlt1jETN8xU8j8qvwNMUd5f3p2H5s9RRCq47Dkr7jTFNslMLx3CtJujjkGFjGPmH4kfjWT/AGJdy+fI2u6jbJIqs0McgYRFAANueg4H5Vvq1ueCmW67ByGPpUsyoZIpA7JtBXCyDp6Gr9r3CxyOlac9p50WoI2o38bearSD7ucjA9OCRx24rsYZ5pY5GurD7HCFXCthpC3YgdAOTg9eageGK/TOZC691kKn8cdRThbFcKbtY9xPylhtkcj5evUk5qabvqOxE80kcskbiWEIqlWbnec56+xJP4051li2FiqQrhvM3AbeOMEVWW/spZzZsLh2cMV8yNirevzfyqOLR7AAzJHcCORVDRtISqkfWrc5LdkqEfhsTCN3Z13xiPbt4bjbgjH5HH41WiItpXMAlZywfcxyPX+g/KriLsmYeXtj7qrEgfh0prtuDxhHxk7eaz5pDsdrb3CalaLcRhQd25o968NjBOKqzI4lYSZVsfLtweK5uzurqzkOcInG7+8wPvXRhYpuY8I/+8d1ZOTFyR7GYfLaZLjysuPu+g68j06n86ozjyjJ+6jjhZgzDpkjoRjv71stasscn3R1+91H0qhsIaMI0rMo3fd+6e+K09rzaDS5Su8bSqkjABOOFbjHrVK6FnHNCVZ0bHB28tntgfzNaKIzTZUnaevajdHFPKA+I2+THbimrlcxSkuLuCJRDayRTZPzTMFHPfHVvqKbBazxKiLdxBmy0iW8O1M/7W/vV9VVVGMAc9P4hUELOztN+6T/AJZ+h29zWE2VTIljChmDzEsOZG+6fy6ipGG6CKRmCybj8y9Meoqx5jLC+SAWxtx/CaaiLN88pORn7veqp1PsjmUzHgNNHO0WFALdN1U5jA28LPuhXBbbxz7YqvchX8yDd+6OGycn8KkEbRwhImdo8/Kq9MUhwK1wTKJNlxH8pJIbnNUm8u4UELDEVB3Oxx+Va0bNuAkVYwnGCOWFZmox7oZkZI5VILbf5VrD4hVJn+Zl+3cAP24P2ygAFH/C1vFvA6f8he5oqH9ucsf22f2xC2d3/C0/Fmc8n/kLXNFf1RgP4EPRfkfyPmH+8VP8T/M/vt/ZBvln/YQ/YbsvtV2Zo/hj4TZodvBX+xrXG096+xdOIfynbbKGXdt24r4z/Y60+eX9hj9hG8ntGjg/4Vn4XUM3BGNJtgGy2eDX2HptwI44HkkiYqxViO/5V/LONf8AtFT1f5n9ZZV/u9P/AAr8jpVVvLLDmTj5X5GPbbzV1ljLIPKjMZUcZPH51UQeZGJEkLKG5+Xp/jWgHC7MqWLfxY61gd02GVRUEaln42/K3A9M1fgZFSY3T4XAAA7GojbrJsxE27nvxVSOKSKdlaV2lcbfK6rgVlAb+E0Y3IdypidPukt3qu8YdgrlopN29cDIb6GrUMqxtslhKQfdxUjRwOwVFleFctnoRnoPetbnKoD4JME7Y5Tcf7XOBV1Lny5kjL+SrLyD/EfqO1YspjjkYliGyM7Vw2Pc09vllDW0bxqwPzY5xVUiDVjAQsscKq24bm3fK2R2HeoI1DxlhNHsHyt65HY0hjs7q3tXZ55J41wzqjYU+5Bx+dMS2ijjQ7wm4kyMsajcf7xI6k9c1r7QC4HiZVV5V2dWB9exqvPIqoR5kokY53AZOKpERy7dqqF3fMzOp8zj3psbsY1BGJMZ3Hr+dO4EqzqqK7RAqCVGGxu+oqNJVeOc7RE3H3eBiopmmiQkuQrYbAAOc1C8i5QFXI5+VWxz70AEnkqpkjkeFlQ4VUyTg8dajZ4QrSmMBpvvtjnIpWlmdfJmj3Rbcnn1qGOFIFB+dB/EpOQKL/zAKWQz+eZXaQrk5X7oq9B5RlEsdyjQ7AGj/vZ6Y9Kr/aImLrHcGUbefcelPWSb7IwtrZLYLHlGbjac+31X8jWcwLFu5hmuI5bV7eNWDb1+bfnq34Ve4WKQRC4iZm+8vA/Adqr2aKczSZebbtbC4HvgelWVcFSuFA7MRzS5AI7e+gkmeP8A0lp41G5uhOfepJNP0/UGtJ7+0jla3uFki3xqxRxyGGejD1qJY7eFpX+R5WjCnC4z9avNuj3CNAyk4O5QfxFaIjnHYgXzQm75m5+Qcnv+NNP2eRWLpuU/dVeOR61TlvrO2ETTyLFb+cIfObgKcc7vx71YZp0jCxKuWTC7ZN27nnBq+Q0X8wstwdjNHkDy+Qpzz+NOaDOZUYq3XbtBNRukiSeS0ZESj68UjsshDK006hf+ebfL/jWd2InijWR1HLs33u2CPUVqW02xiMqHHRqxLaf5vlwjD7vyYLf4VZG8tvYqozggHcf1rEDYkmDsRIpkOck7utRHyz5jRxSxOQOnTFV45IgxC7Wk6fNx/k0E7d5Owcc7RWqAqzOkG9nciP7q9SS1VkHmQ5f5SD9Oa0hIGCBly6gY+n+NMaJpWPyAq3zNu4JzzWdwKjR/uomiO1lJ+7wTUPzy7AZIlwvzY5bFX/IUrKU3RgY+UNgg+u7uPaoG3q+5xuOOuf6dqiexcCrIIw7NvlYN/DjhaciPD5aiQsnPTq1SB2DkGV0yPu7c8VJEVHyJtQ/xY65pU5mpjiMpM7s80afwqehNNT5pV4CzMS3y/wCFXr2081cIzs6sW5UdPas9pGLqQC4Hbuua3n/dMoEU+JpIwJ0ZsktleRWddvbRrIMjz+DmQ8EEVdcbAq7ZVZeOBg/nVOaII7CSJJCuGyx7+9OHxBUXun+ZZ+3R/wAnt/ti9P8Akqniz/073NFT/t5nd+3L+2c20L/xdjxdwOg/4nF1RX9UYD+BD0X5H8j4/wDjz9X+Z/oL/sd2si/8E/f2GrxLkRBfhV4R3bl3BgdHteAv9a+kLQ2bQq6jYnTaMjmvnr9ji9U/8E/P2IYZC0ZX4T+D8Hywd2NHtT1r6G0e1do7hXmDybt2D2HoK/l3MFH6xU5f5n+Z/WeVf7vT/wAK/I37coRh1BJ6EVpeepVTwT2z6VRTy4tjqVUZK7WbmriwxTrF5pTcvPU9PeuKWx6Q6Sa4iO5I5XGP4TmrUFyZYwzIlu+Bt+bn8qpxo0F1cgRx/ZiE8vy3IaRtx3D2xgD3zUkvl28lvPGoYNn738RPf2qIAaPmmQRAIkiknLFjUExiJj27XmU8Z53f/qqKGeVcJKnkOSQFk/ix3GP606aOMLHI4KHqu3qCa1OcUgNjc3zc5Kncf1pLd3MUqeU4fsx649cdqhjZhKkUecHO5tvPvVlHcyl4kkzt69Bj/GtVc5yW0lVNuYRc5UqNzcL6cVB81uzxs8PmBfmVTk/X/wCtVC8tZZJ7adLia3iVQzKIx83tmtJlmlTzQ8Xlso/dsoJJH8qeoECTzJAo2xXJblG+6Vx1JFRPLLKu/O3277ahdWaTeE27evmDiqbyTI7+YSm0D5lOcg1QF1dhRgjEd22rk/rTCU8yJg7RRn+Jhmq3mK5CoUXHdueKlhIkWWFCUfJKsUJXPfb6UAK13E3mYARMDleM/hVaPULeZ2jjdbrcxUjzMnPcEDmkT5hPHujglK/e8sEL+Hcn9Kw5LVbYL5MUaT8vu2j5pDz83rQEPeOxi+zRCR2hhQlThcn5Dn0NP3qHR4UEq87m+b/J71y1rJqEZhbUHt5t8ce5UiYFWJ55PH5cV0SfdRXYxN229cduR60AaBdmK3H7oyY64+Y59c1F5ciFP37KVbc2R8o9QxqNnnfZLIg2lT+7HzHIOB16ZFfI1/8AGj4nQeJPi1GdO8L/APCC6P4ot/Dv9tG1c/2GjxWrme7iWTfPGouZ1LhY1V44yWaPft6KOFdQ5q2LjD4kfXcEpu1idCjRyLldvI29qdqmuaR4Z0i71jxLquk6Ho0KeZPeXkojhhHQFnYgIvYnt97tXxO/7Qfj7Rtc8IQ28Wg6z4J/tO9hvtYg0mZY77TIrnTYxfwRCR5Fj2312h27wz2jSjEe7b9EftF3EMXwE+NSTJczq/hXVLcRIu+SaV7aSONVREbLMzhAMdSTiul5fySjGUviOKON54y5Y/CdjrfjX4dxeG9J1HX/ABh4OHhbVmRLC5uNSjS31JyT5UcMgPzlipCkHJJOBwKiS+0zwZdaVZa/rlvb2WoXiafp4ucJ51w+dkSMMHzGA4U/eOSea+MPG1trth8Lf2Z9a1r4p+JvGugt4o8H3H9mN4btoltoIJozJI4t7dZo0iKOG3H+D3ruPjB4bb9p7xP4r+HeheK5PB3hfwXZ/a/7SutHuZA3iCQMILuBt0PzWJjaRWUyLI8+GUla61l8Y2jze7cyhmlRK3LufT3iD4keCfBp0l/GPinRPBv266jsrNtUvEt1u5WdcRR7zwecdPYGrT+MvCK+MJvAI1/SZPHKWB1KTSmuEF0lsGCmdoj0jHc56kV8Q+M/iL4S+NX7NPhRfin4R1P7JqXibQ9F8WaXNpN+UWS31O3N4xQReatqYRJMsu0Ltf8A2a2PhjpXxC8DfE/xN8Ovibo/iLx94L0P4e3y+H/E0amWfxFojXcBjs5ljJYahCqeQ2eZMxP99nNH9mUeVuT97Ul5nLm5YxPsbw9478FeLpb6Pwv4r0bX5rNVM8NnMr+QOdsjDIynytzyDgjmptc8W+FvCY06bxRr+i6BBdXAiszcTc3kgySkQBJkO0EkADoTnpXyL+zdHqOh+MLzQtDvtU8a/DpfBtlLpeqazoslnq/hhI5Slv4fmuSiC8ijSSZ4ztZ42STzHbcprr/EevyfDX9pab4ieNbbV2+Ht/4Ns9H0jWrWwk1C30m+S9uZbmG4jtkkkh85GtSJdojk8jYzfIgHG8FH2jidKxdTkTfxH0H/AMLM8AP4S07xzH418MSeArmRILXWPtSyWt1OzsojRwR5khZXXavOVwQCKIPit8NZvC+seMI/HOgyeFNLZ4dSv1mymnuu3Kz4x5RBYffxgMC2FGa+ZvFWpQ+HviP8EfirZeCPE6fA7SdP1rSx5Giz+bot9cvCItQ+whGuBC6x3EBlKb13l2Xa+4+dfER9R8dyftY/Fnwn4f8AFX/CvtR+FbeEbVH0+5gufF2tKLvZLBbMiz4RbmOBZmiAcvsUkJXRTytc3Lzfijnq5nUj8NvuPuLWPiR4A0TTvDeu6z4u0rSdG1e4htdLuJGPl6hPN/q44yM/OwY7R7daZH8SvBF/rnivwvbeK9Mu/FehWpvtY05VY3djbktiQw7QxRthCsofJGFyxIr498a+EfFlp4R/Zt8QSePPjN49hg8U+HLu402bQoJY9MhhRzJJJHaaek0axZX/AFh/i6HrW1458E33i/8AaB8c+Pvhtp+peHvjX4W0/SW8N6pfadcw6drUSLcfbdJlumURTW7pJApkVmMbmGQAmImnHLqd/iKeYVNPd7H1j4O8b+G/iB4fj8T+DNWj8Q+HmkcR3KRyIh2uUK7XRc4YEZ9q6Dbi5dhIQrLj1/GvJP2cl1T/AIUb8OW1rw/qPhXWWs5Jp9LvgDLpsj3UjtBIoAXeucEgAZGRXs4jMckskiugbKr3KmvHxNLlqNRPVoVfcuVdtvGuWnBDfxY+99achhgBlSGMkfxA4pdsLnJKuoGCuOM/Smea2diwxhMcc9a4VA7EEpa5G5NhYjcf/wBdZrywrGYXGx87ty9zV9vLfakzx2+4fNtkAx6VQeONJNiBR/e2r0Hb8a6FqZ1PdkROFljjYgSMWP8AF8x/Doaq3PlsRHmSJSuGU9Wb3qzKEmULH5ijPzKeBmqt18hiVDFGuFADKAAc81cPiCp8J/mTft35H7cP7ZQIIP8Awtbxb15P/IXuaKd+3kSf25P2zSxRj/wtfxd93p/yGLrp7UV/U+A/gQ9F+R/I+P8A48/V/mf6Ff7G1op/4J4fsWujSu//AAqfwe21mPBbRrUfKOmK9705ZUKSPlvlH3uAD+FfP37FVxdwf8E8/wBimJ7gKJvhX4Sj567f7ItWUfkp/Ove7R5Yo4FiJWTcWYYG3b9K/lnH/wAap/if5n9Z5V/u9P8Awr8jp1kBDFsSyq3boM1sCORGB2l4to3Hjr/WsSFkZJXCt8yg/NwK0oY0fZNJFJtTqVbINcFz0jQ+WZRMdzDgeWyjiqGF1I3drAt0Dbyqu5ocDJQHIPcDoferMcsTAmSMMoOF+bHHbNObggBYi2CnzNzt/rV/4RTI4LW4tpmk3XMgO75c4znrxUAnjid1iSUkfIWZj8oHArQZ2dhGSEmXow4qnGt3mfzZ4Xh4O1VYcDjnHWqgzmlsSK0MjNLtXPK5Vec96kRfLBjVQ3+7wM0oVLfzI5Y5Ny427CQfxo+cqQqyfLywrdRkYkMsmbaRXLI2D8qqCM5qC3uWjcxs4SLp64pjFA8gVpUR87lzxk9aoeUsRkHnOWGDU8jA15SWY+XtkXGM9KzbqITK0RuGtxJt3NnkY9DU83760aNCu50KuQCHUHoVP3QfrWRa6W9jbWNoL66uFjjEYkuJPMkZlGCXbuTWyM0/dLLXADyAOQoAAx/EP6VWUQNIS0TY3BsbvWljDB3C7GY8tkcf/rquMrvlAkZ2O1Vxwo7Gq5CLk3mRJFFKwMQDEK3XB9AO31psCxKoYzwzI3zMu75kP1qoYZcLGfMB3bdzN1xT1t4vMkAHlNn7y/xCpqF02bHmsYsDYXf5lXvj0B7VfjzJADgQ5wGXPasmKVgmAgIH8TrVlZNgjj3QxnaG3K3OKSNC2zYIKoWi3eXuYZLY46f1qzIj+akKtKF6lv7vGOD+GKoG8bafKErsejqScj3zUqExxhpmXawHQ45HrVqTWwmr7l9Glj8uUTNEq42qrc5znt781att4IfDh925ZPf2HY89aw5pYWaOWbMBGWUorKWH1HUVPa3aGSNvNViy+YrdQ2ecc+nvUut5iVHsdHbOW3AwpD5TfLubqehP1xVpXyAmVCL9zHG3rjH5n865/wC1SRxh1cuxxtQccd+e1SmZHVXjaVgMgDcW79Dmn7b7JhY1PK3CBlkdmjyu3dwo6VS8uZj5I8oIv8bdBgYGB9OPpVgSSqzgskO4n5dv+cUjNbh13KMr078/jTcmbRiiisM0TSO7zTFpHbc3CqDtOQPX5ifxNSv/AK3erMdp3K5Y5yP/ANQ/KrTKjuJHXLd9ysef8im/vGkfbkLuGN3K4x2BrJzl8VyrE1syyBNjJFOo6qxBqw6tEpkaJzJ/e35z2rEhWeO4Wdbly6ofl2/Ljt+NbUhkUl03yxtw3y8ZrRcu4WEjnJ2yOjGXG1W2jgematQtJExDnhAvlqG/p7ZNZgRonJlHlw/1qxGCyb9ueflbuRWHMwsbLBpSjIsjNyMnnj/CoWcENHJH5j/+PZ781GoMaoyxytx+GaYUYssk8U8bnPzKoAx74p02NIz5IGic7EiVCPwzUSylLhFaF2CqMndxWwYTJbDLOU/vE4A/LrWfOAsLkkyopCll4/8A10567DuU57u2tzPPPJAiKBu3UwPHcRNNG5eCRVeNl6t3yTVwCNkdWjh8tuMsucjtmkgNuEePdFAhG37uBgeg7ZrNFTM24yFEhdriZvvKBwtUo/s0rPHK6jgjKqC3610AYCFXRVdmXHA4rlruBlH7xFjZvlzt4+vFaw+Ig/zK/wBvFVj/AG4/2zEQlkX4r+LlX6f2xdUUn7eCCL9uL9syIMGC/FbxauR3xrF1RX9UYD+BD0X5H8l5j/vFT/E/zP8AQZ/Y7hkn/wCCfn7EEoZZAPhd4PVlhOVUDQ7XG7PRvX8a+ibCKKNVkl8uHIznOTXy3+xTeSxfsI/sVWcFu4jl+FvhF2/dF9zjSbQHaTxnbyfTPFfUsSEruX5HVud3PFfy9mELYip/if5n9Y5VVvh6f+Ffkb9u9ugCxyb1bvzW0syRq3zMsW0e241zNvOyOHaRlQ8Adq05ROrofMVoutcdj0Oc00YvEFGAGwxDU9A/m/LOygr8y/wn8KzftaiTbMFLY+XPDY7Yx1rQt5d6qXCg/dXdIAPxHrUcgucteVHh/LJd8ADavSnrGBEyvEGK53A+hqOSVgTH577uMLnOfX60jyAhnj8zcfbgj/CrMyIOfOMgDsw+Xp970+tULxNRcypbOkcm0IV2Ddzzu3d6vsXlVs26ybcfd7//AKqbLcJIQU3GZf8AlntHX+8GrqpM5zGSS7iJhuUSa3ztjuv7w7ZX196e9w3R0AK8ZPG4fhVO4TWZnha3t4ktfMKSxtwZhnja3VSPStOPT7QKyzPK0oG0euR61ICwyTb1XykK4HOfvelOuR/rppAi3ORxtGMH+tHliNRukIkP481NIsV5CRIiXIIHzKvII9jQZzZlXdq9rIJjlYz97vz9KopIkc07LtckdDGQMH+tXp1YRiHywsh+b5uuPp2rFuI5EnSN1ikEmdpbk4q5MKdMukRHaH8wqp+6zZ/nVgxlZUCGKIn5hn+72FZcotsJ5kkqu3VgwO3H8qDcxOwkiYTbflY9wagfOaJnEckqbpeScBelEbyZLOjRnj5j6VTEwkZPLileZsBcdW5GR2wSSoH1rw74m/tJ/Ab4S2t1N8Rfi98PPCjxn5obrVoTcOR1xAu5yfoK66eDqzlywjzHPXxVOEeaUuU+iWumBkiIf7Pwq7TtwvXNI9x5nlQtNBDByQu7vX5oaD/wU2+A3xD+J3h/4Q/CyHxP8Qdb1T7UtrerAllYt5VpLPsDTFXfeYQoIXrIDjivz/8AiN/wVV/aMtPDPwu+I+i/Dbwj4K0y71TUrXUNMuLdtQXUI4VsZolWVTut5HS8fOF6bCvGRXvYXhDHVJOPLynhYji3B0/tcx/RTBu85ZjOpikUjDNnaB/wLimI9ohPleVauMNGN33mPXA7V+dPws/4KSfCDxZo/gu6+Jun3PwT8TaxKEhs767iuYYISiOl1M8PzW0MomQRvOqq+8EdK+4dL1nR/EqQXOj6pputpuKrcWd3HNuk27gNqDcG5OR05XsDXiY3I8Vh/jiezgM5w+I+GR6qjBo1G/fu4+VWJz3xT3i2wPHCdsa42x9Nvv8A/WrkdPaRRcCa8l1COGQkA/MYzt4Rl659Qe9ReKPG/hfwF4b1zxN4y1nTPDHhjTbdrq71C8mSOCGNV3ktuOQf6sB2rzYUm5W5feO2dSKjzcx6BDLO6JGfMcBhlsfe4qSWJ528lhj5VZW4wP8A69c74e8RaT4m0TRvEHh7XNO1nQNQt4ryxvbVvMivLdwNkiP3yCDn3rajdAjZjQHPRRzmr9m47kwqc3vRNoj92RmLOB71WBmWRllC7dxKBRge1QwH5w21QjYG1lweK02Vd4dZEBxkDK/4VHIaGQTkEskMmfvbv4fwrSt5oHj8lSu1eWOTg/SqbiWSRsmPH/Af8KIogh4lkZT/ALWAD9PSswLkqxFGmUt5ORtDcmlSXMghDLvz/eOKlAF0CFaH+Q/Knx2wRJTuKkfxHkZ9vagCy4zCiSDLNvVivRTuyDUyuY0Z4ztVmOR7VWjcCMFpWGQNw6jP0pfMSKRRguNtAAWBJwkh5yvzVVugbrzEd4lAZS2zOc46VbVsb25RlwPvKOPemS5y8ZIHAPytxn8KLgYuZkfYGOD83Pp/jTDJIwD8eT90Ar2q7OiB8AIFUfeLHOfasy5dwNrNv3YKr5hwKuQXLBf+COO4+qn5c1Vu3KQ5EZD/APLT5ySx9hTYriYGeMmEKrEqkbLz9QfSjzI1dHVgP4hiQZAHB+lXSmRNn+Yv+3kWP7cn7Zpb73/C1/F2fr/bF1RUv7fP/J9X7afX/krXi/8A9PF1RX9T4D+BD0X5H8m4/wD3ifq/zP7/AL9iyCR/2Cf2KmiM/wBlb4Y+D45FkjDKGOi2vIz6gAfQCvqKGVSiB9qx7jt3KAFPfOO3pXz5+xkiH/gnt+xSjvMT/wAKt8Fyfj/Y9rj/AAr321jliUyBoEPfJ5P1r+WswcvrE/8AE/zP6uyv/d4ei/I228pgEjkRlLA/eXitaeEFvKMe3C/eznd9KyLdhNvfMe/cMnGOa3d5MqqUWX0XGRn61zo9RGciQbdpEnmBTz+NaO9hH5fyyKCGHONtIqF55C0UkZI/hOfrU6x+ZFIQxLnG3sVFRBmRaVotxmbDMvQ98mphBb/Mr4kkXovY+tZpTZIG3FCT825iRx0zV17maQIBEFI/iHA59ParM5zJLaFrMSLEqRx72fO4sx3HPU9KpuqCTEZEUf8AdkXhSPSq4luRI0T3w8rOGXJNXXijcKwZGIX+Fq2pszGmSQCSRAsh4Vm9qjaS3Dgqkh45ZVGc/Wq5cgsizusePmXpk+nvSLCZAsaOIpWAby4+Tj1Of6GtYUpSMPaWC4dXDmJjasMfMw4x/jQt0fKCgiURn5cfxZryn4k/Gv4P/CSzudQ+KHxT8E+DbZekOqajFDLJx/yzhzvc+yq31Nfmx8SP+CxH7NPgwXFh8PtK8a/FrWI2/wBZa2jWNjgtyxnlZJOh7REZHWvXwWQ4qt71Om2ebjM7w9H+JUSP1nuLeFbhLhHmNwNyszS55bkdfSuQ8Qa1o+kRfb9a1HTNGhjx/pF1cJBFySD874Hb1r+aH4v/APBY39qjx7HqWmeB9K8F/B7SpFLLJp8DXV60Y+83nzOyhsYAKRjnoa/Nb4ifGP4u/Ga/S5+I/wASvHvjx0ZViOo6nNcxw452pE7FUOey8j0r7PA+GuKl72IlY+Nx/iPhqfu0Y85/Vz8UP+Ckf7Inwjk1DTdU+K+leKdcik2nTfDrLqU8cgB+XMZ8odGBDPwcV+Ynxa/4Lcancz3ll8DPgrBHE6/6LfeKrxZJUJ/ia1t32g98GUgelfkj8MP2YPjL8WdWsn+H/wANfEV4flRtQvYTY26BmH3Zp9oZeOigthTxmvpm7/4J4fF/4f3br8T1htdCa3En2zR4jdwyTuPlt3nO0xP3LOgUFSN5zg/S4ThPKcNL99LmkfMYzi7NMRH/AGeEox9D0jwX+1B+2L+15rnjCx8S/FnUPC3hzRdGuNcuNP0HdYRXEibI7e0ga3VpGmlneMAlmK/Mcivl/wAUfs9ePNRufCWo+BdG8Q+NBrcgt7iO4t2tptM1MwpO9lcGRuWEcyupzuYE5wykV+jWhfAzRfAPge98DfBy1v8AxXomp65YSeKTBqVtNe6haQTTNBHGs8Rt5SrNCzR7NrqnAUEGt74G+GtQ07W9V8PWHgnX7OxvNPTTWsdWS3jbVZS91Ksn2ezWZbOCMkK6lixaUsXcIoHrUsRRo80sPFKx5LoV6zXt5OTe54B8Hv2Uvjh+zxf3P7SHi+78I+GNS8FaNd6wulWt0L6+WV7eWODdANihC8yk5YcLnJzioP2MvhD4G/aF174jfAT4rL4m1Ge4s7XX9M1Xw7qgSHQXj3QOqqsbKZplmt12PGV/dHK5wW968Eaj418AftJ67428J2+qNoLWtvp11arp9xJbato1p5FvdyNIYZIGgiVbgCRZAo8pQqchD9jat4T1D4XPrOpaZ4E0zwZodw5nMngnQrfS7bWLCKNpbeNry2iE6ySkYUXEiJmRcbhXJic2ns378tn0OzDZXT93lj7sT8+P2nfgv4i+EHwz1X4Qf23rXjHxDBa6dfaTcR6XILq80IXV4Zo5sS5HlH7LkNtUIAoLLEdvx74S+IesfBr9oW31Dw14h8S+HNJj8SRLc2dtO6xzWZkCyMsbNhVkgkdgwUna+DnJr9NNTn1b4o6b4K8feEvCOs654bltreK3ks5LHUbi3uI7m8a7gurW6ilZhKTC6PKE3RsmUdm2rab4IfD34xeHm8H+KfC134lvPtHk6ZJZbr7UNBgRG8qKXUVRQ2xZoFdn2xlYgCjYVnujjKdOn7PEakVsNUlW58N7p1/hb9qn4p/sj6b4o8e/HPUdT+KfgfxX4hgl0Nftqw3Fjo0dzdwXM1vC2xHnjItW8v5VeKWM5B3BPoP9or9rX9mj9of9kj4vWfw78c6Z4u1maxit5tDmb7DqOBcIRvjkZXSHj57ldyxKGk5CV+OnjPwh43+K1x8UPAdlq/hK+0bVJrJfCa6tqiodPMUshitNNWafbaRzlZA+EWHzPJRvLJRF+c/h34I+Jfw7+L48JeMfh34m8M6+uk6tHJb3djKk80J026EjR8BXIH3SuVOMHJ5rlfDOFquOI5rTXveqXQ7I8Q4qnzUFG8ZdT+of/gnJ4tXXP2Z9F0qZPEdvJ4f1K70ea3vJlmFqRtnS3iuAzGRUS4hQs20xuGRh8tfbHirx94H8BaD/AMJH498VeHvBegRyx2/27VNQjtIPOc4RDJKcKWORgnHcYzX82nxj/bM/aA/Y417TYfAF/a3dnqXiXW9R17T/ABR4da2N1IVtJNv2bKtGBFKqKUfcynI2g7a9C+Kf7anws/a7+F/gnxzqPwlGseJ/D90bLWvCOvzM2lSmWJJmubO4jn82OcC0YQyMiyMDMmGG7d8XmPCtarifa2tSkfY5fxXRp4b2N/3iP6JbTVbDWtN07XNHvrXV9GuIRdWd7b3CTQ3EbYZZFZCVZCBjIJ5zitWDWP3nky+QYwqlZEY4Uf1FfHf7D/ii08Rfs6+C59LtrODQ1NzHZmzZzayjzd8r2rynzJIjNJO0bbV2phMbk8w/VskBukJH7luFZmG3kHdn8RXxGLwMqNWVM+1wGL9tTUzsi80sDPaqksbc+Z0qukRB8y5SInYdjYbPBrCgvbhCobZ5W7+HoBXRlopQsnlw+WOfvc1wq52lh2WQK8MPlJ90qoxSRhMPEjyMfRznNJCkb7WMKxq3zZ3VZnEERw21eA2QvPPaqMLlVnMUZx8sqodw7de3vURl8uKbLNMWxjfwV/GnytCNodzgNtLN6Hn9DVWRs72CkfvA0hxt6j+HFI2RaS5eX5QzGM/e2nI/4ETzVl7hV8wE/eUY2nIrJjRiqO5DbgPmUbW/D1H1p0skVvmVjKJFx9R9fesTVKJFdyRyO2MN04yRiqksLzs0s3mKqYVNvpWm7wvGJTl1bA5POfWs2eQszxBljCn5mP8A9arVzMpyI8M+8JJGWjblsAYz1470xL0RpIpl81ApWPdzx6ZqWRoSuFO8hW++u7dk9QTVS8SJrfyjC54O7bxtweMenvUAf5k/7ebM/wC3L+2c7fePxY8XE/X+2Lqil/b03f8ADc37Z+5Qjf8AC2PF2VHRT/bF1RX9WZf/ALvT/wAK/I/kvMf94qf4n+Z/oNfsV3NnN/wT5/YvSUmYf8Kx8GJuAwUYaNa8fSvoa3USK5Ty1AOdxb73rXzx+xfa+T/wT4/YqBhEckvwv8H7PmPzE6PasD7HCn86+iba2C/O6tGcnocgZr+Xsf8Ax5+r/M/q/Lf93p/4V+Ro25EylIyrQ5+9tHP41rxyvbqiRmRz0Zf4ayQ6RBIRaxY52/KAuPpVkTRIkHzSSMw5VV4+h9a5DuuXJEkt/wB5DK0bbjuXqSPY9qvRXsToUQsmMbtyjOTWfGIJDmOLzJSPurxtA/IV4X8S/wBoX4J/B9Z5vif8UPBfg1Y1Gbe71CP7S+RkbIELO/txXTh8HKpLlheXyOSvjaVOPvy5T6DmlMQlVWkkXcOqiobtVukeKWa5jWZdq7JCpx0yMfdIIr8bPir/AMFn/gN4d87SPhj4N+IHxd1pdy28yW62FrK20EbS5ed+MniFfp3r86PjD/wV3/a48RvqWgaVoXhT4FIjLHi10959QVW+cK0tyXGfm6qijPINfV4HgfG1ZcvLynymO40wVGPxcx/UvqWtado9jc6hf6nY6Hp6Rlprm+mWKJUHdnYgD8TXxF8QP+ClX7H3wtkktL74taT401i3ZlbT/DEY1KTK8FTJGRCvT+KXPtX8iXj/AOLHxi+Kmp3Gs/E74heOPH+reW2P7U1KSUKd2NqR7iqjBPyjjj2rkPB+k6je6m9jY6ZeT3bB2WO15+6CSuFzjHzce3tX3WB8MacfexE7nw+M8SZS93DRsfv98U/+C4d3cw3rfBP4GJfw7mjtr7xNfsRnONwtbdxyP9p8e5r81vix/wAFDP2ufjJHf2+t/F/X/DOkThl/s3w9INKhIx0xAwkcf7zMPc9apfAz9ir4k/GfWtZ8ORaz4L+HyWO24urfXLqRLvySCRLBAiFnQlTljtUHC45r9XPg9/wSd+BPhhYrj4leLvGHxV1WNRmxTybWxbLMCyrExnPCk8ntXs1KGT5c/hTl6HiU8ZnGPfxWifz+X1tqd1qdjNqVvrms6zex+ZFNLJJJcXDOWw27O5s4Y456V674X/Zs+OPjC60/T5fB194bS5jaS1n1ZvsaMBnDHdhvLLHG3aWz8w61/Ttd/sxfsz6J4Sh8OX3wy8N+AdGg8vyrhF+x3AkUYEqXMi7yw3TNteQowLMUO0Gvjzx3BpXhz4gaZbaB47ufiF4OsbSG3/tKx0lIvsZW5HnG4k3CM5BQ+dbb0OMmLvW1DieFSP8As9PlsVPhmXN++nc/On4S/sWeBNc1G4svEnxJtPFWox2xbydDdIwu5wBudlctjLOQI0/h+7kF/vv4P6B8AvgKv2DXPgr4RkvbfZ5fin7Cbm9uTv2Fbhbjc6MqqzFoWAJBOxOg+5fCfwX13VEufEV94y8KW+j3n2ibztJhjuTdJIse1vtEojAbKoVQI3X0Ar1Dwx8Dfhf4Uvohf+Fdf8U6mssjR3GtStfpagj70cR3RrnceQoIz0FfN5pxUqnuzm36Hu5fw37OUZ0lY8dufi/8KpL/AEjRdD8Sp4m8R/2erwWeiCa4nMYwoXy1dkTHnMCJCp4INcDq/wAe82S/2R4W07SIQqzeZrDL9ojTccskEIQHAjXCeccZXIOK+mPjT8Kvg9f7/G/iLULP4b+J7W1ktbXxFZ3UNncxRh1KRuZQEn7YSQH/AGMcV+Wn/CaaYniTUNMTUrPxL4Pt5Ysaxa2c1lH5qLHHHJfRSAsSUGXMYdAyHGARXHlcYVv3ljvzLEVMP+75jcisNI8S3Vz45gjtNPE16sl5arZhbC6iCJtWa1hKRNFJ5vzMTvYoh3sABX2B4V+L/hXwfpi2/izRtK+GmmwpE76hpUML6RukCyOZjGIvKI8uYFSCMty/zHPlmkfCXR9QnttbufG1vpmjzXkcdnH4ZSNoV/dxqGhmmYADKxg7IwTknPNezWHw78D+HrmDU59CubnUVjEP2y6Wa9kY+SR8rSiYKqjapKddo4XoOnH4qjaxx5fQqqXNfc+NPE/hnwloNvc6JaftN/F3Xvg3b+ZbW/h3S41maO1ndVe3+3uCjW6u4U7W3BeMkNz6H47+O+peJfC7fCbTfCug+GU8RW8fhHSLK+1qS3vjM0iwGMbV8shYpCxlzJtUZAYkK3q/xC+AXw++KNzLre0+FPEMrmcajYLbol4A2R9rgOEmj/0eL767lKht2ea+UPFlj4d8JeK9CHiey8O/GnUND1C41jS9S0uSeV9Ou3mTf9pjiYFCzfZiYmdl/d72KqAo6cJ7Osl/NE5MQqlFtL4ZEXw08EL8MYdCstP0bwjo2ia009pZ6VrWpR621nd20sk7301uVjj+zvE7wgw7Aqohf5pA6/YFr8XvCA8N634S8d6Hc+CrfULW50641Dw9DNLZWcLRAliY8vAx+bBaNlBjyXb71eWfDz9l2yj02LUtJtPAvg3TrmH7OdStbx9YupotqYiV2k2RAsFYgOwLIpwxAA+lNE+AvgmymS61qy1TxXI0jXrf2rceZbISAGVbQr5KjDMO/BIya4sxxlFy/eP3j0ctwtZR0XunwRqnwsuNBsNR+Fs37VHh7xb4QmsV0+WHQ/DdrNr1xp5UBIri6gRCAFQFZGkXcWBIBADfR3xG8b6x8U9GbwHbfB/ULxbxbbS9MubqCO/1RhLG6zSWtqJPK3pbJcEn7QrFd4xnAb6J1j4HfDvxQ76pFo8vhHxRmLZq2hRx2s3ygmNZhECkyqZOBKh68EZr50+LXw+uPCVhY6r4/wDEN3rcVlMG0i60WaO21mO42uq+XYTg+a7CR/8Aj3Zm8zayCL56zoYynV6+8gr4OVP/AAnw3+0r+zh4p+NOgeHtQ8J6XrejXl7qUlvC2saamnQfbI41txBCoup59jwW7HzHypNvCqtxmvmD9mf4b/Gb4ZfETxl4P8W+G9Q8HeH5DoVxrV9dapJYQWKprdm8VxDqEQkRJyvmRqyozCOQsFA3b/17+C/gTxV8RIPDfi7wlrPiHxJ4fs1k+wT+IvEEgh0+aVNrsNMiNwVnVT1m2MBK4H3iaZ4l8BeLIPiHJ4H07VLzxTd6S2n+IPE7eFZNNsb2OYJt0+C3s74uJYY/s80jq8iiRpINu5VK17FPO6kabw8nseNUyRTqRxC6n4jfGr4wfF74S/Fnwb4i+GnxG8ceDZbfw7FbrNY6o1xBJ9l1C6gZi0Q8q5UzWXmcriTKsRgivvz9k/8A4K9fFSXXdR0/9omK18TeBtO0pJrnWtL0wm7t2FxDAbi6VPlkjHnfPtCsu0cEnYez+O37F3iD9onxZHpMt5qnw48Vvoj+IfDkPiJrC9i1w79t4Z/sORaKGksmESrIoDu5+8a+RPhF8Bfih+yd8V7zVPjV8FbrW/hxb2DXHiG4sPLnsrzT4JUmPzysI2LyRQjyZmRpFXYBuIx6HLl+Mw/LUV5+RyU5Zhg8RzU5Wh5n9FPws/bH/Zx+KVrolpYfFnwR4d8TXlpb3sWk6tfx2N15c6h4G2TPhi4bIVGY/Mg5ya+sI737MxG3Ee4MrbgxwOCMLxj17+tfxC/taJoeq/EjStd8OG1utCvtLD6WjyRNeWNlBdXFvDDOkTukcscVuqFOcbVI6iu//Zw/an/bh8M6rp3gf4C/EHx94vjASOPR7iFdUtrdAQOky4hixgEhkAwMtyRXy+I8OFUj7TDy+8+owviElL2dZXP7VRcs7RZlXdknCfdI9au+Z5kZbDSntu5r8Yfhp/wVV0/RdA026/aX+G154JkjZLXUNb8M6pZ6zaWkisYnN3b20jzWrGSNtqsuCW6hQK/Sz4T/AB8+DPxusJNY+E/j/wALeOLGFl89bG83vbZGcyRkh1H+9uBr4DMskxWHdpR90+6wGd4av8MvePYXimkErzRKd2fvcj16etQb2Lxq8lyH2/KQMbfxq7PdKLchFjL/AO5wffFV45JGRVkEkhKjllwK8L2Z7SYwpsZY/NkVOON3DZ5J+op8RhPmq8WSeM/3sVCyI7qCXldV27egAp/ESZLSxj7qru9KkCaUQlQ3loMY+UL1zWXdNbwTHZAI2PGcVaacAFIyVjbr6k1mahJH9kZsTyzKeQ3rTuBDFIrzvG6wvwVyehFVfsySqYZEaP7xVuxOaj+2NDFEyrCJA3zL/drSmml2eazxttHyxlcg0L3QP8yT9vdDF+3R+2jGcZX4s+L1/LWLqim/t5yNL+3L+2dKyhWb4seLmI9CdYuqK/qzL3/s9P0X5H8l5j/vFT/E/wAz/Qb/AGOL0p/wTz/YZ2F5C3wx8IJlR90rotuP8PyNe9Xes6ZomnXOq61qlhoujxZaS6vLpIIYh/tSPhR9Ca+bP2Mytv8A8E//ANhW1yqrL8NfCUjK3ykf8ShMnjsdwr+Xj9rnx94t8a/tA/GjT/Evi3xJ4g0+18Xaxa6baXl9JNb2sEd5KqRwQ5wioqgDGOBX4Vk3DDzLGVKcXyxi3+Z/QmZ8Txy3BU6ko8zaX5I/pQ+K3/BRz9kj4XfabW8+JsfjzWFztsPDMI1BiR6zLiFf+/h+lfnF8T/+C0XiKadNN+C/wi0nTLB2KLqniO4kmnAxwVtYQqZ+rsPY1+HSzAwBvtcc8wkK/vI2xCo9l5J/lXofw4+E/j74o3upTeD9Ak1G0spFkvpnmSKC0HlswLO2SobbnLZ5wO9fp2A8P8vw8eas+f10PznF+IOOxEuWn7nofX3iP9qn9pP4/wCn2urfEf8AaV8cfDrwxd+IB4dgsvD+myQWqzGMSBrp7Z4isOJFBJErED7jHIHxn42+Hfjuz8a+LNHGnX/jDWtH1KTS9QvLOMXSGeJjlmkG7eSI3OQTxuP8Jz6t8TbPxR8BfDfhT4Y3Gq6J/wAJI2ty+LLs28z+dbSxCOO3AY4RcBZmBVT96Q16T+1D4Ni8CWvh7TbK8vtU03VdXu9cvmkvGkivLp1guIZNsaokbvDOTsBJKqDjJxXu4OjRw75qcUk9j5/HYitXjzVJNyOJ/Z7v/EHwr/4XR8Vv+EblGq6b4dudG0V9RtpI1bUby4hs/LhkfYGmjRp32K3mL1GAjCvoF/hcv7Y3wQ8K/FfUPGFl4T8W+C9GutD8Wah5ZuJtUtraNDp80kbvkzGPfGzyOpby+AcYr6z1Jv2RIPgPonwV8VeLPEfhPS9G1yfULOG6muJ79dRUrLO1uyF1mAF9CjKq7lweFdWrzTxn4B8J/s5fDr4z+EPAmheIvENjrEN3pWu+INR1Bnm1C8ghlFube0WGRHw8zqc7GHmx45VCeH6/zyXKmpJ6enU7KWAlCKjJqUXE+UPhh+z58NtX0nwJq8a3/iNdT099Qje8mzCJI3CzQv5a4DoBOdn3gnls2dxr6r8PfD+w0a+TStP0nQLWNLJf7NhtIWN1cB0AKRxptdiBLICv3vl6kV8t/s3a7pMA8V/AzV47qDTNeigvlvPtTWz6Te2ys6tFtdhE0sc0gfbIeDGCB84r9Qv2dPjz4In12D4WQ6HpfhK+03w+moSa8sdra2+qR7lXZKNwPmJ565csRuU9MkVnmWJrQv8AaFlmGoyUeY5TQvgV428U+Ib7WrPS59DA1CW+0i/1DUBp3kjepWZWVBcjB8kjaNpAfngV9C/Euf8Aal8NeHo7uPxafEPgNQkl9d6Lo8n2+xg5MjTK3mGWMLKp8+ALIR5m5eK9O1PxpY2KmHU/E99DeR75I9PtTNdvOAzFVaOBpGViy8hgpOATgDFPk+POsaVHHJo/hKDTrsqk0U+tXUYdot0irJ5FuofO63Aw8qnLHJXJFfKVsRXqy5uW/qfY4TDUafNGMz4C1FrLxQdEtNa8QJ4uv5L8LBe3N1JMbu3LiUL5rGQq2PPUKoVQDjOK9z8Na2sFrq2oTNb3t9qWpNJ9kt4RNP8AZkLs0ccYD+YcQomdqqWZcHDGtXWfDOl6r4v1Txnc6FpXiAN/pl5oZlbTLG8mhmnRXmFu37qU7d3nqznLsrrIUr70+AnjT4ReNPDAtfAfhzRfhb4s8mSTUPD8umpZ3UDiXZJJuTYtxbh2YCdDtfO7g0ZlmcadPm5L+hngMDKtL3qh8R/DDwj8dLXxfHqfw3sNT8DWd48V1fW/iKQQ2moLGFSQrZxu8jO8aRjftjfBOS2K7b4p/EH42adfRaH8QdYPwzEmo+Xp914dsW+yXtsvl/IL6UO6zybpAIj5TAJuAIVs/bPit7a3iuNRv9Rv9KsrG7Egkm/dp91sMz3AKCPDsCQ3QN/dOfK/HX7RXwYTRb/RkupPiLZzW7Jcadp1oLuO9BjLeU0zEWyFlUkFmOVAIHSvn6eY+0qRkqR9DLL/AGdHk9ofl/qGhPc64/ifU5pdedoUW1uJppLm8a4JDl5J5SXjVWlhUlTtYNjouKyvDvhy+/sbxJq2sQahp19JJdW8l5NqCrFIzyYhjLggHPkKxP8Attwck123jDRdT0XxVdjwx4a1Xwd8NrFGmvtDjvZdRu0txcyKEs7iXMUS5WNvJk3qdgAdSQtfbXwT+D37MXinS7mbSbW1+Imt2swhvI9bkknvNLnyXCTWbkLby4ONqxRj72cla+pxGZxw9K9mvkfL4bLvrFTl5rep+RHxM0i5e30rSfhvq81/a/25/b1i1lb3l9HKbOVYpE8myDbJJJLpszSEK32ZQJD8zL9/ax8dfiRrPhfwv8RNN8E+GNB+Fdxap/ams26nWJ9Iv43CXljPbxYNuInjkUSMZEIJLENt3cT+1v4MluPiB42i8YfAwfE7wXdQaanhvUtNmuoJ9Ijt0kkmtUns4ZnRZGZiwZYkO1NzsAEj774A+Mda8JX3xI1m+8GeGfhJ4fvv7O/s+zt742dtpwSGVWkeF2XEpSS0iYbFJaDlE3JnOrXhUoxqcvMFGhVp1pRcrX0PP/E+ifEPxvokviXUr+6+InhWa38ySea8YwRZEWQLaP5AoEqnIBJAOSait/A2pf8ACUeOfEV5La6ZptpOHtYY08r7R5cyCURRsUwylZiVAYOJIixUja3L/Hj4oW3hj9pHStU8LaWlpp66PdWup6bplnNJcawZLN/LurLyrcKxAuJDJH5kaubeN3CgLIfUfhq/hm88Rz6f8T/iDewGS+a402bSykGk61BKCwkjv8u6LtZiQ6xHLEBnUCm+enT5krBGMZVPZt3MjWXtvhNrIuPCvidvDN3fXH71LG6SeG4UbCwezlzHcuxkblVLjacN3r3aL44fEiz8GXutXXwY17Ubi3MXmTW8f2SBkbcc/ZXBu0VflLEIy/KfmHWve9G+GPg7wzEb3Q9A0rStRdS0l20ayXDMeCzTTKJnz6s3Qtnqa6SNCI7qOEF4o2Xc3nSBnxj7uPMB+83QY5PHNfN4nH0ZfFE+owuBrU/t6Hxpp/jP4n+OrzSLy88RWtl4VulDCHSRst9it+9K3km6dl2Ic7HUgiuPSC30y00+1s7KCTULS+LLeW7eZNcnfCu55Xcu2TG3Un7vvX0P8RtN+HccC694l1nTPh/4guOP7St9QhtLm7iHYwuENyR5pBVonzkAFd4x8maz4nvLLxFottbLb/8ACFWlsIh4uuLaSCKIrLEfNuLE+ZLgOijKnYfNB+UFivqYFc8fdR4+PjKnL33zHqcOgNoz+GNc0rUNTstbkmgBvtPmaCZcW6ho2fjzAVCjadykqvXAr56/aR8ban4W1TT/AB9ZSRW/xCm1b+y7zVdLt5Iry+0pUiRZLjYJI0jVpoYZPK8h5GEAVleM4+0PDHgTwdqfh/Srm58VyfETw+0i3UJs5ltbFpsD5/8AR5kdgCqjZI7KBjIJ5r4s/aXl8Lax481bQLaL4PwQeHLax8M2vhHxE19YC6juPLuJ72wlgdfJI823DKxZnWFlJVT8/VgXTlW96Jz4yU6dHR2PoHRPsHh7xHN4s8D+IF+IPiHUdKmhtdY8VX0095otm0zO1lHazKZIkWS1k3GSXgx4yCAK8o+PC+N/HNxqnwruviD4h8R2t1qmoX9/paSWUBbTrCFlBtY7hfJL+c9qDD829RKcqcMfXP2bNZ+FfjnwR4y8CJqXgvxrpHh3VZIbHUNDsWtbexkuoYpprSwZJUaNYZZpEzGx4ZWJ3ZFeaftWfDuDR/hv8R/Hy31vq9lp9tdTxx6lA4v9LnuI418sXGAvklnRmM3zRkGVdzIta4JRjiL/AGjPEtyw/NufAOv/ALMng/xp4T0Xw9pdprXgq8urCPWrK8vGiur+S4jiK3BvreGNBZ/aEaylitvMkwlvJJuLysteTfB7wD4z8AJ8VPDeveGL+48I6tpl1qra34f1CS0lSXT4ZSImZo2Jti1wPMjZFdlw4JVTX6OfszHSPiv8LbC206fS/CXjCxs/7F8QXGnxpO80MsBMa20KukYmO5RK+wbmgUOZB933H4heHPht8BPhn43+I8un3N14mhsZ7G1vLtnK2s94Tbq3ktEIreHdJG7yYT93ubrhj9FPNpRl7OZ87HK4zXtj8hZ/g7q3hT41fHDwhYXGl6l4NsfAOqX15fW4j+zahA+lfaI5N7OcmS5uoXwGIVtuD+7zXwF4N8V+OPAmu6d4n+HnjLX/AAl4gtGZ4b7R7iS2uW5OVDxsNhJYEkk8cEmv1Z8PfAB/B0WqQarqJ0L4eahZxeDNV1TTda0uZprK6jihje3+zxpLeoLxbYvI5SRFVh5TgMx+f/2gf+CcHxf+EkGp3XhBB8SvD0ayeZcafGy3duo3ZEtrIS+B5RJ2BxlT0zXq4XF4fmcazXvHl18NU5VUopn15+zR/wAFZf2svDGnRt8TvA93+0D4Gt8Q3epQ2LWt1ZYBZh9riQxuwVlJEgyAFw2TX7EfAz/gpb+yf8dzYadpXxBh8CeJ7hgn9l+JI/7Pmncg48mXJgcHbwPM3f7I6V/N4nhnxHofwK/Z7u/Dfj/V9M0+TS9auL3Tby7FtHo+rWt+DIwjkmiWQSxzWjFH3f6pFCgSMK+U/jjp1j4O+MXxf8HxWwt7Sx8SXdusUahR5QmYRttxwpR1YD3r5zH8F4HFSkqa5PQ9/A8YY7BqPO+ePmf3wfaS4iPmK25SFZW/1h7bTkgqB1qR5kdNib3j6ru6qfSv4c/gh+2b+09+z5p0Gl/D/wCMHiOz8ORE3Emj37C909l3biscE28R5B5Mez6Cv2M+Bn/Bbvw1f2+m6T+0H8OdQ0C7bC3Gu+HB9ot1A4817OQKy89QrOPY18Bm/h9jMP71Fc0T9AyvxAweI0q+5I/fMybFU+SQd2QCc7j3ptyJ55CDsEDernIx7V83/CT9rv8AZq+OMAHwy+MXg7xDrDLu+wzXQtL2EnoPIm2sx7fKK+jFaeMzOxDFlcD0DZ5z3GPQ9K+NxOFqUpcs48p9jhcbTrR5oS5iq6RCSVVYyNt+8vQnPWrVxbzMSkm6GInAdW+97Y/rUEW9A0caxMSu3enTj/Z9a27BkkVbiRAZgAvzHG4Dvjsa4YwlzHalE/zEP29Y/K/bn/bQiGcL8WPFy88njWLqipv2/mVv27/212RdqH4ueMMD0H9s3VFf1bgP4EPRfkfyLmP+8VP8T/M/vo/Y9H2j9hf9hvzo0+0L8J/BxR+Ayp/ZcQP4bQDmv5Ovj9fXl/8AHP4z3tjZxtcr4q1lmkz+5cC9lJznrwa/rH/YyjXUv2Cf2HCQk0//AAqvwssLMowoj0+2R1b/AL+DH0NfhH/wUO/Yu8SfAfxlf/EHR7nUdc+FnibVJru3v5G/5Bd5OzO9rNt55JbYx4YA/wAQzX5jwFjKdLMa0Kkvek3+Z+v8cZfVqZfQnT+GKX5H5ZQXM0ghEt8VKqT5WMBTnnZhvu+ntXtnwh+IOs/DHxrY+IPD1tOjbXs7q3DfutRgkCs8Le7BQwPZhXnN1p+y0aWP7RZsxYJIsm0su77rL/F9RxWhZqjNbxht8sci7VjXAXvhg2TnPp3r9fq0o1I8kj8go1JRqc0T+iP4c+AvCH7XvgfRPHml2nwkvtNtTLDNHd6ONU1PR5gWY27eYuUKnYVJ3gLlQpFfmP8At6+F9G8CfGPTPhPpd5cTaZpemSak1zqF1Ba+fNOPMIiG2MeUiwoqRgKE2hVBFeI/AX49eNf2dviDF408IyX88U0if8JBpKsqR6rZBw7p5kitsIBAEgGVyQGxX7b6N8YdP/aW8B2/jjwPH4S0DR+jxvYpqd/pszMwUM0oMZbergr5ZGDEwLFt6fC144jBVvf96kfeUKmHxmHtT0qn54/ta+IfF/xY/Zu/Zi+LTeE9Z0aws7HULfUbi4uvMEl2XihiPRcLdNbswfDYZjvA43ep/GfW9d07wP4rOsQaTol5caCdZuN1wbu2s5bxQ5t5GG7y5WkmaJNxfrG65jU15l+37deKbe58FeF9R1bWtf0h9SvtUltdw8xboRwxW832l1aOOLMs48pQFfZKc/dK+s/CXxV4c+I/7FXhu38c6rBrk+myXvhu+j1Z9sV3ZQOHgO7G51t47mNFI+ZWj5JCgDrpT/d05vW7OLWVScFpZHNfsh/Bmz+OnwosdSg8c+GdH1bQftGk63cQwy/2itvIySWayyDbGGAt32uSyhCo618g6T44tfDvx3X42W81rqXhSx8QCBbPZHCZLBcjymhZnYxvbbgWcL94gE5r7h/4Jm/EzwL4L+E/ifwZ4s1zSvDF7fa1N5mo3EkEEKE20eyGWZpFZGYGTbuIBBxyWUN8q2/gS/1T9pDxl4H8Upomr+CrD7V4gks9LjijE+norOEtZYSJNzlkVtj7tpJIJWtsNWlKtVjPaxzVqEY0qdSm+p+tnxV0n4SfAXwzpXxj0G9m0v4MNYeZcaTb28jpYrcFDFPZ+YmCrNKqskhVQGLBxjbXnviCa00vQdCvdR1G1bw5frpOpaXPf3GzfDsmlErsCrJJtlJYlVCiIg7GIz8Yfti/Hfxh4k8AxeGxBovhDRvt9rb2elQTSC7vIWjcIGJiEUkawIqyBgP3hHzOm2uU/Zg+NuteFJNI1+e/0nxj4i8L6gsb2epWsd2kmiSqCvkmdWa3kglhGyXcjIk6rygC1wRy6t7D2jep6VTMYSxHslsfproXhPU7LSdO0vwHo2q67bWcUX2c3CtHY/KZJyXu7lVjK/vE+6GYiTHOxs91pXwLvtf1vRNa17xPZeDNdsHF7ar4XuHurxSCVHk6g4QQ5wylBE5G5sk7jn2XwB8ZPh58V9Q8W6boWtT3euaLeQWesWdxbiGXTZ2jRjE37yPeQY2G5QR8pI4r0W80iezgstQu1bT7C1kMirM22GCLygcuXG0R4VvmLHqGOQRXylbG1Yy9jJe8fT4bC0170XeJ8Y/GLwT4s0DU5dU8RatqHxk8IQ3SXUd9qCu91YoOkNxbugj8j92SbiKNCGAymea851Pxbf63Yabe6drGk3PhWPTbO6kjdG8mG2/s9TiNmBMzJEsmFJwN7gFcBa+yLj9o/wCDvhTSL3UpPEl14u1jzBbXEehrJcLbyNysLTl/IQKeMkhuM7W61+anxKuJ73xJe674W8Oab4F0nxJfTvr1tb6gbj+2ka6UmSKZsx290wm2/uo2O5WO45Ir1ctlKov3kbHnZkowlzU5HrV9qemXkvjy6vrqbTZftBmhmvn+SMrcIN0UY8vcQFwEbOGC+prJ8WWvjnV76y8cfCzT/Es3iPTbcy6b4kBihjjmwVZP3sg3lg0iEKJYwobIXduP0R8CNO+BGvNPrfgiK8h8YafJHJex67bzNqOloTIAzebK+VJYjdEuxmJ2spr6QsvDlxYRTC9tdPvYZrhLW0ha1YEBiqlpmkQbjnPIOMjisMXmUacuSUbm2FwE6keeMj4o8b+Mf2q9J8PaLqF/N4NisZ5UWbUNF09ZZbYEMSssbjMallXMqxFFBGcApt8Vtvh/aeIZNV1zWtT1fxkksiNHcTSz3bMqSBDtkl8wMuflxuA5YjpX6w+GvDuradcbbe2OnzRss86wQloLo7SCufNJ43A7WU/dOMA4r50+JPhj4G+G7i/8Q+BfEaaf428l1vtJ0GxN7ZatciYOv2gxhI7WYM0imdDGT5j71YkhufCZvH+HGJvjMq/5eSlsfntquo3mleO7vTNc8HfGnw78TP7b1DUJRoeoXlponiASSCGCCN7dWa3cQQJF5tujEgsWYfKI/Z/hv4Zn8OfDPU7Dxd4e/wCEBtY45ytjqmrfa5NK0gTuYLe4upNxLK09ztyDlWCnnNfTnw603VPiN9iXxV4/n8HaosKXcfh9/NnnmQ5Jbc6mGQfMo/dxSttI3ba+ovD/AMHvBvhi9tdUh8PNrepBsf2pqcguLtX3HJG/Z5ecfw7fvHgUY7Ooxj7NxJwGS+0l7Q+Hvh+/xo0fxVaL8DdOu3+HfkxxS6TqSmHS4JfLwI43eQTRKokA/wBFiYZHz10HxW+Jnx60nV5bLxvBYfCXQJFENnd2qx3VrqErs+0LqUkW9G2onBWI8naXwrV9v6xLqkE0oCz/AGHy/LYhWbzj8mPm/e7gNnpXB6dpd5e3rW96kuo+ZGIZYysYiaJiuY2j/dFwfda8elmFOpUUnHQ9qrl040+WMj4DsvDbXZvNVFvc3WrPJOLma5hSS5t4/J3yKs5dnPDDCvzukYEZBrA8VPJJ4csIpLO9gvbyRGaNWQSND5oDyfPGE3bUbgkqQVweMr9G+LPht8NfAV6H8EeItJ8N+IWK3DeGDG95Z/LIcr5bFhYyO0r/ALxnEfyLiNsg1k+CfBF34+Ww8PeJtSf4bXjWMtjb6faut1d3W6TzJHtptscAcbYyVjaRgFG5Y+te1DGrl9psjwHg6i/dngthBrnhVLnxtofi+D4cXNxBJJLNlWtbuWRY9rSqwKzMY9yrvUsFGARtWvc9Ri1H4haF/wAJP4v/AGe7jxhqsMG061b2wsFvoWcgs8KoLlogD5m1FmH7tRgbyo+pPCvwf8GeDzY3MmgxXGtou9dU1IyXt2gCkcTXCFUz5YzsZeldq8zQzRwwiaZlYODHcgLncobcFlBP3T2b6mvMebxc9InpU8lnycspH5w2uqX5tND0fwTLougeB4VNw2h+G42sooZ45AJtjqTMWwpVlLR8qdwyoriPFuofDvwwvg7wv4t1w/D7TdYuIGuNXs4o4HtbiB572ONZEA8t5JYo3ErM2EjIG7eWP6E+Nfh74W8XMbrxBYanbanHGI/7Ut5GW5kjEiM0byPEQ6khjtlJXlcH5Qa+KfH3gvxF4e8J+LLHxR4W8MfFX4dyQ28d2P3UEccMbFlDW5fG5VkwpiZmdmJjUH5G9jA141Klzy8dh5U1Y+clg+DyXvw5srPxhr/jfX9Qvrez1bSWLFY9HMkkokVbXEVu0Ew89WgYE7mJ6sV9Eg+LPirRtK8T6Rq+i2vxG8ICQbtN1aKRrjyGIaNI5eGcuUEgaZWwxfO0KoEfgvwhLdWuo33wU8I+FYdJvLg2cmvSK8Eaw+WgSLbMGkZ1W4Ul0CBj8gIJau6074V6Ho1xqXiLxhq9zrlvo9odSWJSbezs2gWWbcyRM0jqoXOWZufn25+avYrVY8x41OE/snyzbv8As/6T+1bpcGq+EYruCG3K6Z9oe5uUTVIQpVY5pJJY5W+0CS25+VDErGUH7v2JB8TfHPi+5nSyb/hWaytCts1rJuvZHuGbYSzgRxFvMAwsfBG4Nnmvi3XfgV8S9Y8R+HdcTw94b0i51CxuNU/4Sj7XOf7NuJJpJhN9hEwtzdRhUjWRCIgGUru2ru+vfhhZ23i3Qm17wdeReHdV0rVpNL1TTrFZ7rTri5glG8ox3vEkyfvVRAwjJjGxv4tcwpUrKYYKvUT5Txn4lXkOpfFm20rUfG2meJbCz8Nwre6bdRXE13Ib3z5pIxJEond5IYrYs8rOqJGoOdx2/n/8Vv2ffHfxK0zU/jd4P1KP4gLdiPTNaUTQwXdlcWwNsqPGgHmM0EEUxlVF3K2/aTzX3z4p8F+Grfxuz+KtC8Q+D9XjtbK4/tq3kF1pepTwRRb2YYi2SLHHt+Yx7hHG3lkgY5Hxv8afgr8I9L8U21xr2r+NviBqF5E2r/Z7prye4WKMiFJnbzIIoUQbVixwGLEODmuzBYyUeX2MbnHjMNCXN7Q/FTUNEv8AS4Va6R7SBo1kjjbBJDAEMOASWGCB2BrNtYrhllnkuIJLhG84rFGCWA4O4nofcc19KfGX41a38WRaLfaJoVjYfaGnXy1a6uJJ+du+7IEhCruHy7cnGRXz3c2Rhs4oLZd6LDu3dC2fYcD3Ar7KjWly8sz4ytQipe6UYIbsTW+p2U8unFWEkMsJKvEw5+Unrj1r9+P+CMP7QXxY+IfxX+Inw08ZfE/xJ448B6f4VbULGx1CXz/st0t9bIzCQ5YZWWQbewwK/BMQTpJbiTypbhfubZD1Nfrt/wAETkudF/at8fW81utq9x4MvlVUHDOLyzYnhevJ/wC+R6V8vxjg6csvqT5VdI+s4QxU442muZ2uf1Kyo05aLbLb7WLbvfvj2q7DNGSglVwgO5WLVQVrkGYTWrRx4DRvwd3rWfeXQC/uj5qKTlV4bPpX82ReqP6NcuY/zPP2/GD/ALdv7azL90/FvxgR/wCDi6oqt+3gxf8Abi/bMcqyE/FbxacHqP8AicXVFf1LgP4EPRfkfyXmH+8T9X+Z/fJ+xJpkWg/sT/sOyPdzy/bPhT4XcqzZWPzNNtnxhenSvqrxn4L8I/EbwfrngHxxo1jr/hbVLd7O8s3+VWQ8ZVzzG2WQK4+ZW6HivnH9lW1jT9g39g+T5ImPwi8Hvubnd/xJrfv2NfW+nPHJaxb94PO1lHP0zX8xV8TKljJ1YdJP8z+qMvoxq4OFOfZfkj+Rf9uD9k7xZ+yz49bSoLWfXfAGoGSfQtWZNi3UQbmCRt3yzorAMnBb5WXjNfJK6VeXENmbFWSMnzG+Zd33eBxxj3Ff2l/Gn4J+Bfj58O9e+GXj7TI7/QL5QFmXBuLC4VSY54cc+ahbIH8Q3oeDX8oH7SH7P/jX9m/4o3nw+8Z2s4jaQXWm3sitHbajbtnbMjHI2sMAjqjV+68HcVRxtP2NXSpH8T8Q4v4Ulg6vtqP8OR8rW5QJdyXcU1kVVfO/eMTI+/8Ah+X1A/IV7h8BfjP4g/Z/8cW3izRj/aWlXkaLqGmyKGS+VT8vmKeAUJVl45JY9Sa8I1dIpbuQfaIwkbAbmjG4nPqP6VZih0+5uoPtUkSp5hky0bZyOP1r7Wpho1Ycsj4fD15U6nNE/oy+Hdrpv7Q/gjStW8IeA9K+JOk28NwkeoappawRpeu4LF2mkBc4jXzBFvVmihJVQuxsv49/Cbxj8Mvgj448f3+oeGdPh0nTxb6f4b0tWitlkkn2jfcyR7Xx9pZwqxqzEZyWYBfyj/ZO/ay8afsreO31Gwnudf8ABup3Ai13w5I22DVI1QKkkMh4hlVT97oSdr5UCv3o+P8A4P8AD/7fX7LEE3wE8daClpealb3VvdXi+UsssLkPa3CgM0Uo8wZ3DgxrwytX5zjoVsHioR/5dn6PgZ0cXhZS/wCXh+Gf7CvxR8LfD74taT8JviJoXhzxP4M8SzW1ncy6gVKaW8iyCO4ReQQ5l+dT0EgB+7Xtvxt+DmjfBD/goB4XtvDInuLC6mg1+3jvLqRylzmVEEkhy7IJEQhSPutjNZelfsQ6lpPxn0Y/GbxB8NPCekfbIri60/w3dyX7ylQH2RxoGMG8KxJkKgHIwvWvOf2nf2grz4hftIap8UtMinaHQvsdrpqzR7GmuLWfe5DYOVEjNkNtO3nOSa+kX7zEKeHd48p4LfJhuWvpKMj0rXfAg+J2h6rqHifwzbQwyXQ1mO8t9SltJ9JZYIgi26YKlWKtkuCDwQat+CvgdoXhm213xpazfES/Fv8AbW169E32+CCKBGldnQIyOXkCN8zL9w5xncfsP4Op8Fry1h+N3iPwoPG3w48SSTaxa29/Yln0J0nP2l4tNid4pI4zs3qylxtZ4w24ivrz9pyy1Txf+zr4+0X4L3mjHVNW0T/iTXUMsdrbyxNGXPkTDYEDRKQrHK8hSwOdviVM8casaLj7p7GHyH2lOVfm94/D39lv4z+P9f8A2p/BGmav4j8ZWt7421G1jvptAitHlNy6ukV3tCtGIo/MkLQSBlEZO5Wwpr9SvjvoXj7wml34Y+MWsat49nuJIpNJ8SXVvs0+6Tz5WEX2JCkUFwAYg8LBchSUYklU/GDSP2ef2gj4g8I2/gb4dax4E8UaZND/AKR9slBnvNxY6gxdgIdqrzHGvAjGOWr+hn9oH4v3UHwJ8Ualrl5deFNWh8OyGTVYbb7TLptybfi48r5dzLIGbYOFIGeRRnfu4qE6K5nLfyMci/gTjVdpRPz31e7sJopbYqmn67DcRrcRS2LNJbx5dRg7h5g2xFznnAYdcVX0eF9Wexs9Qi0LWyxWxVVspPMtYlKsIweQcABQxG47wm7cpNeF/Cbxz4l+N3gD4cWlx491LUvE2nawum+JNR1K1kdbOFhLLaTPNErtMoVQFfkhtqtwc1+sfwy/Z58GxeGrO61zxp4g+JGlagovLX+z7mG0sLhHbzBKpgdZHUl1YDzGzwSM1WMxccPH39JCwWFliqn7vWJ8XT6TK+taXa+EW8V2uq2jSRae+hss9ysxkLkx28e5wGJLlG4cNtfcBmvtOb44fGPwp4Q0eLxR8I7TR5FJ+3eKBeKUtURvlNzpyuPJlcfMMsIlwd+3PPq81loXgyGy0PQfCeieGLDEroIbDyNoO/ccCMgllUEkk5xyTmtvwl4m1R9PDyMiodqTLtCGJGYnYyPMqk8YyFHLDgdK+ZxWY06yjKUD6rC5dKl7sZHyV8VtW8QeLJdRsvEPxC1nX/DCSxytYr+5sZITNKyMjW/AGPLA3lg4Cdia27vQ5fL0KDQrC1hto4obx1jtCY+Hnj5CMvkk5YjcMEdAK0/jP8Ml+FHhjxL8YvBvhRL2x0bR5dS/4Q2KOSe01FtoI+UMVgRC7FhHuXYpwBuNa3w28bN8aPhZ8PfEOkeAtZ0nx34h01tR/se023AjsUmnSO+8wkLFC/ysiyfc80bSQymtrx5Y1Ka9055xftHGpucJ4tsJ/EGjaVpGq6SmsF7VJJnOQBIbNMY5PlhSikFecBT1r0vwn+0B44+H02laf41nm8Z+HLho1tpJGit7+xidY9obLqt2A8wGDi4K8hpDtUdjN8D/ABPa3M99rl3pHhPSZH+0Nb26xTXFr+8IVvtMqeRH8rtllEigsnTad/tvgT4VeDdBv11Xw74ct4tXt7YRNe3kn2y6VDlQnmM7sh++uFwozwMLXnYzF0fZvmXMelgcHWUrxfKed6/8aPDeqOdO8D6W/i28Fw9vNd3EMlnZ2cpTcC3nR+bjH3htU87s5VyvmmrT+K9eg0+wvPFc+msxktxpek77K3nkeN2UmRW81gvkyZDNg5Hy9q+sPHvwk8OeMZNL1S5W40vXrVkaC+hZoZJHXqJiF2yrtUHbJnnOCtfKXiLTfF3w/gtT46+yXEVp5rPr9qzSWV021Yo1m3yyfZpTulOHVk3H5ZG+7XHhKlF/wzpxaqx/iHkWnwaXpuq/YEtbRLG31E3Cxx2yjy3VYUlVv3W1XIT5i+CxXtXc6jax67o1tZeILaz/ALIuo7ySa3utpA22tnINoDNgoyNg4GO2KZC9xL4ignuLOFVl1C6DSTFfmhfYkhjXCBnHlycDA+bnmus0jyfGFnr1t4S0O88b6m0lxa210kPlWtmLi2iARrhsxgAMmSCzAqw254r1ptR95nlxjfSJyuheIviB4Jtl8jV5vHfh6O18lrPVLoCaFlb940epMvmk7ZMCOTcuQACoLFfTp/jZ8N9OWVdY8THSta8xf+JPdLJJeSF2xHthiaUyozOuGRWTnJ7hLa/BvVppbay8cauhb7IiyWujyJBDOG81ixuAVmLfKclRADgE8AiujuPBXgS50k+EZ/DGiw+HLiUfaNtuwld1cESGcb3EoMbbZAS2VVs55rh9vRl0O6nTrRjufP3iH4y+Ir/zbXw1o0XhIx3k8U15qcUU91IEhYh4oYWRI2beoG9iVKNlF3ZPiXjXRLrVXt9Y1+e+8Z65I9+I7zUpCzQwq8KADOVh/jHyKi/MwOCSK9o8T/CzWPDOpWVz4Hul8W2LXEk9xpt9dLFdhXCD91KWQFFzgJIAfugsCWFcZeTaXNHqkIvNStNezdzJY3kai8VC1ux2x4P7veZcOrMpTGMivXwXJHWmeLjvazl+8PH4/CMst5bajY/bfD995aC4mt1WGXbvb5JGIAKnZ/qpQcjrzXpx8e3EOhXnhzxxoT+JdKaSWwurnT8D7VF5KM/mWjElTs3jMbbjsOEAIRtXXf8AhGvCmjzal4h1e20zQn07/XXFwiC3PlyvuGCCxy2eFyTj5QTivz9+Nf7cfgHw7pMmjfCXTX8a+IRdTXQvrmIfYoMsdrkFA8jYZX52k5IIHSvZp0pYiVoRPJqVo0I+9I9ovv2Z/D3ibRG1n4V/H/xHB8MbYLHNp8l9FJBpNviJWhZpCmwHJOJkLYK/L87GvI/En7WPwE/Zz8Ot4F8B/wBqfFvXoJmnmFjdBIXuCuB9oup428wAvz5O9FERQYBFfmZ45+L/AMQPinc6tqHirVRM1wqtNaWsPkRYjjSNE8pDmUKIowDIWxsX0FeQ4giuZ/LmUKxDFVjBBOc/zr6inkMpaYiVz5zEZ0k70VY+nvjH+2D8ZfjDHd6FqfiJPCng26mSOTS9Fha1tJFYmRvOYASzEs7Kd5APOQOlfJEEV7YalunnS4k8zzTj5kjO3ccjJG7JJJ9cnNal7PHC8dw0M08iSttDLn5SM/z5prQXVxDLqMFrNNZPneoVdq+hBP3T7nr2r3aWGp0o8sDwq+JqVJc0joprS3ug89ldJJHPsZkjiK7OMlcDtwtOYiKO2a1twCuQqj5Qy/T1Nc1ozHzkjiSeBoWUMF3Kef4SOTuJC4znIPGK/T39m7/gmP8AtEftCXlnrmt2P/Cp/hhNiT+2tWh/fXUY6mztG2u47ZOxe+9q4cZmNHDR560uU7sJl1bES5aEbn5tadZNd3srNpd7eXrHbb26fOZNzYCqgG5nJ6bVPHev3y/4JYfsX/H34cfFOT9oL4l+Fh8PfCNxoN1p9vZahldQvWmaNlkEK7vKUhAQZNhPZT1r9Qv2Y/2D/wBnj9l1I9Q8E+Gv7e+IEijz/Eer7bu+zjkQ7vlt1znAiGccEmvsry7xV+aV5wW+VjjP07fyr8l4n8QI1qcsLh17j6n6xwvwJKjOOIxEryXQzcpuETxyZVeO233/APrVmTxRiM7l81DhtzLgGulmiaSNo3jCjrxxz6VnKLdQsRKmTB3Lyea/Kqb973j9N9D/ADIv29WVv25v2z2QAIfix4uK46Y/ti6opP2812/ty/tnL6fFjxcP/KxdUV/VeA/gQ9F+R/JeY/7xU/xP8z/QU/ZVsopv+Ce37CsriRtvwn8G/dGFH/Elt+o719J6VHIbKPa29MDBjUZU/Svnr9kJRL/wTs/YdEjxF/8AhVfg7HY4/seDrX0loyOEQureXgBeOK/l3H/x5+r/ADP6tyv/AHen6L8jVEbCOPcQ033TuH3hXzd+1R+zD4I/aa+Hk/hHxTb29jrcDm40PWY0Hm6Vccj0yYHO7zF6EAk52ivqQwxvsd1fK9x2/CpLiJJkjjjOG5P+sC7hRgcZUw9aNanL3kXjMFTrU5Uanwn8NHxY+Fviz4SfEjxF8N/HuiJovirTZW82Fld4WjGdkseMb4pOqtzgEA15kqW2y3iuorme6Mg2N93cvXBUcge54r+tL9u39ijw/wDtY+BgNOOm6F8YtKjZtB1JlAWZG5+x3DAcxyEcMfuPtPTfn+VzW/BHiPwD4k17w34w8P32jeI9Nuvs19ZzQ7ri3kHGMt246jg1/R/DHEdPMKOr9+J/OXFHDlXLq118EjkgRHNqDXeHG5V8lGXzFyO745XmvfP2ePjnqfwa8T2trqWsazP8J7q4i/t3RUupFt5mGRHMFB2yMm4OFYYYrg/dFeM619hkhhELtEgbc0Z+Vnbt8v8AEKxrUlvMa7tmuzIGjdY/kRevVfT2r6KrhYYim4yPBw2KlSnzQP6edC8R+EdU0LwHqmg2lhqHw/aRLqS40mWOO3eOR38svDkEBNxZgMYXnqTX4xeIv2e/iVpOveLNS17wD8VPGU11dz/Z9Us/J+wXmZpMq5HmGM7yz/eDFc7kT71Yv7NP7T/iP4O2l34e8RibVfA1421rZmwIAW3O3mFSAmMcHod4HDYf91fAXwiuPin4O07xTYfEPTLHwVeQMIV0eZrq7kdyciaR9kUUwDupRYpFHmbssMV8RUqSy2fvfCfbYalTzKP94/LT4G3vxJ+BXw3ufAHxG0lvDjtqo1XTGv5o5bfShNHu+/GxCsWBdo8cEgtkMK+pPhJrXxs0PVdSTwVZ61rHw5l/0y6sbuZLBLIyQ7ibB5CFeVn5kiGQzMWOCRv+yof2fvAvhS3caZ4bLX580LeakWvrn5lK43TxYQFkjyy7AQF4GAB2umeFHu5L5roSPEP+PRDcY2kO5JHlmTcMLgHYMjvXkVs6o1NeU9XDZPiKaSlLQ/Pq8+JPivXobvWtV8a+EvhLcWsc8MzXF5581nNHICIpLySLMMjl49qhVLJhlIO3Hx7+07H4q0T4Oya1qU0PiGPxVMLXStWs7w3327TY5TPJJNICW3bkhCoflIfOOa9U/wCCmU194Ou/h34E0/RrO10e9tLy+uJpP3f26ZWEEUcjNENwTdI4yT1BFeU/s0fDjwLr/wAJda8W3HijUdWvoLf+ytS0i+/0Oz0sSvLKLqJklHmh44Ih5oAJywGGXK/Q4OKVGGIPn8Wv308KtzyL9i/xRN4G+MNlaeNvBWrx+AfGWmnQpZFLR21jLLiaC6YN94b7RSeSdhYgBVIP6N+D/j5q3wLuYdE8Aabe6v4HuPImvNHm1Bkjt3dtv2m0kCFFeRUJaI7UY5faPmr5o8J/D/wzaXVzfeFfBtpruvOBCL4STTx28ZbasYu5maOLIK5jHzHPBUfLXv3gn4J6rNpzahqd3/ZVgsqwyQ6bvaTZhl2+e8RJ3fux8sI4/jpZlToVKjqT6hlVStS/dU+h9u/8Jh4U8V+Fbzx4vj3wxpHhtG2suo+X59rOiJ59vLHgMzoo6KSCWAya55vjLJcXS2vhfR7bxRaxoY1XUJGtgs5ziYW+5nYBgTt+X7g643VVvvg38MLrRNP0q3spfCOtrJ9osdQt1DahA+xztumk+aZWSONXjcYf5TnJUp5vqttqvg3xfbad44s7PS5rl2XSb57eTyteTa7bbeRg21k5Yxk7kHzDcoYj5WjQpuUoxPp6uIrRjHm2OO/bW+JXjnS/2fNQ0bW/iOX8T6tqVrptvZ6Rp8enDUEEzyyBQhMpjEcYVl3vnenIUmvn3/gmvFb6p8RPFPw61LxZc6f4yg0+38ReD5tJ1A/LKqBLiBcKUeN4542kQBiwg5B25r0P9p34GaL8evDen6hp/i7UdA8VaHCZLWzul8y0ull2rKZAHXY6lYzuXO5SRjHFav7Kn7J+rfDD4kn40+PPEXg+317SbEQ6TpOh2b21p501uIAbmXygjDY/zAcMzkkg8V7q+rwy+UX8R4041qmYRl9k/RP49eMPElv8Cfit4H8R3r+FPFbeH9cfT/E2mwoLZ3tIWlLTRbv3TsnyksSp5KncAg+c/wDgm38avEPxv8cfHW68SfErxT4mew0Lw1DYwTWsFsq23+mfvIbWNf3cpBRJAS5YsJCACAOm/aya4+Jnwl+M3gbTvHGmeG76Pw3c3moXEk+Et49plPn7MmMyeSIixTOHJAJYgfln/wAEu7fxnoP7SUo0HUV0u/1HwFqGoWemtcRQSa8hQFEgOHjLrJFI4MjLgREtzvYeBg8ppyy+pLqe3jcylTzCnH4oH9Nfi7xH4a8M6UbvWNTsbKzY7VnmuFtxvA+VF3bCWx0A3buw5r551j4kJ4ktZ7Lw1pN7eJJbGaW41hvJs13kbBLC4Z3MuW4+X/V5PUBvM/BWtadd3euS3Vp4kfxJo9z9qvI9bZpdStw4fbBs80vExXJCqNmMbGKgVaTRri/1fUdO084t2zMJLjD4ijAiXIeMMxLRSEbSCAwzXzeDy+ENJdNT38ZjpVNEjzzRfh5J4b1zW/Eeo2Gj+LPLuhHLouo7Y9MitBgv9hjjO2JyqptEnmYaNjjLFq+l/DnjHw5rMq+GoILzStftd8n9iahHELlLdJSrvEdsiSQ71+V1dlyNp2gAVxw8Oam/9r3Msd5JErTq0UC7PMTaN6r5ZKjHmenO2s7x54f0ySxvdRlLafqVpYyT2t8sqwy22oSxkhoWKIUb5g4cZ4ZQDiu+rP20rHLRXs1zHuc9tZytMwuWlQ7VkZGY5/2TscgYL9xxtHpXMTWF59pYy6Jb3ds0xZmmjVjbggjcC0Q7MBnJ47mvkaw/aktPhnp9jL8bPEmjar4M+wxLbaxfXqwXk04XcwlVwUukO6NT5I81WblGxmvz4+PH/BWTxJrkl7onwc8L2mmaeu+EalfQtGsiqAP3YTY8nQEbjH7xGt8Fw7iqs7RXumOL4iwtGF5P3j9jfHvxW8D/AAwstQ1XxZrfh/QbONvNYM0Y35VmHypIDu+U43KFA754r8lP2hf+CkOi+JfC134X+HXgDw1q6zSXKyajfMr/AGdgGUy28uyNwCvllT+7HDHdkAV+Snj/AOKXxB+Jmpx6j478R614m1MTM0cckjNHDuZs+XCp2Lu3HJHXNcbYzpLjT2WAyheGkUrLDxyu484+UDn1r9Cy3hKnR/eVHzS7HwOZcXVK3uUVZHovjv4n+NPiJJbnxz4u17VYYVULbvcMVjHAC4AJbaETliT8oJOa4XcfNtINyRR+WJAobktuONqtyOvbGKxtWf7FcRRWomFgAJpGX5hkjBjbPT0OKdh7mOGaKOSzfbJhR833Rnj/AL6AHuK+sp0+X4VY+VlOX2tSxONvm2EsLzO+xgrwkmPbyQwHb9aSGG2luJ0azlgkbcsawsoDMrAbm3/McjcevcVNfyX11azrNHE74yrquGZenKDkDH8Xevp39nn9jP8AaT/ae1GKP4beFZ7PwtDN/pXiTV1kt9NtSMkHzCh81uANqKx4HHGaxxOOpUI+0qy5TbC4WtWl7OnHmPmC+tvsEBW5nlG1vu+WQR2DFhu+UjtkfSvs79mv/gn9+0P+0utveeF9Jm8E/Dt3ZY9e1xWht40J+b7NCo82ZhswCBj5vmdckV+9H7Nf/BLD4A/BP7H4m8fQv8a/iH5hk87UIwNKtHzn9zZnIYqzDDSGToCApr9M0tpFBMflGNI1VVVdoHDHAXsB6V+YZ74k04+5gvi/m6H6Vkfh1Ofv4z4f5ep+eP7L/wDwTb/Z7/Zol0vxLJpEvxR+J1ugkbXNbRZUtZDjLWtocxwHPRzlunNfpEqFTCzpKozuy2flwMZ9aoXdvL+6VWd4lydvdT3bPvV6wlZYGildY/m+Vy2Cw79K/JM0zLEYqXNWmfquX5dRw8eTDx5UMC2u6R7WR41ZD8wYHdz+lTJIZEkRI4vkORu61V055be91jSlvc2ZkW4tG/6ZtkMue5Dq34MKkkuDBNN86bjjqxO6uCW1j1EuUimSZncsqMMfd/hzVHMsC/aPlWQDDKozgetdCJhNEzmaOFunscVkXbrFFvzJ83ySMvVieRtpUg5D/MW/b2fzP25/20HDFt3xY8XNn1/4nF1RS/t7Y/4bo/bR2/d/4Wz4ux/4OLqiv6rwH8CHovyP5GzH/eKn+J/mf6Dv7GLSz/8ABOn9h5jG7H/hWPhOPcz4CgaTCBX0roSymzzM6vJxwOVWvmn9jdTB/wAE6v2GAvkM7fDHwkzKV4wNJhb88GvqDSBGbWPdNGBgZ2naSfQ1/MeYX+sT9X+Z/VeV/wC70/8ACvyOny0bK2fNQ8btgG0066keTKrKmFG7duYFhVcuoiYxrEj5G3b1X1P1onupUUgSRTOfu54Kj61wQWp6JltLKUZN8cMbZ/I1+Yf7f/7EEH7QGjJ8UvhnaRWnxw0qDytqKUHii1QrmCTGP36JxCT15XuuP05kEkm5H2FsAnb/AI0ySESvF5O6CVcMrdOfrXq5PmlTB4j21M8XOMvo4qg6dSJ/CvrEOoWmpXelnT7221CJmhmt2V4jbsBkhkOOcbv0rLu9Pg0xdkd8tvujXMf3X6ce/PtX9En/AAUW/YMh8evqXx4+D3hxJPiNFGZvEGj2qYGtRAqrXMEa4zcoGLNn/W4/vD5v59HhiuXmE/nkGPdthjBMeFGFdjX9HZFntLG0/aU9z+ds4yepg6vLPY5VXDW05ng8g79vnAMxb5eFwTxiv0o/YW/bN1j4F6lb+AvGl3eX/wANbgxx7mdxNpIMhAYbgR5e5xhhkp7rhB+bmoxW+24uPJgiLfJsxxwVBbHTPaq+n3Ny1zNt2bdgCx9AuO+P5V35hgI4qj7OocWAx9TC1va0z+2Xwhd2niTSbPxNpU2m6hZSKPKe1VSNnC7dyNGeNnQZB98qaxvFWu+FvDKRTeI9Z0/T5mh3eVt3XEgI4ZLcJO8hI38KFHqa/mv/AGX/ANsXxj8PrG2+EeuePtU8K+DZPLtbGdb97S3jj8wsbe5uUzJHG24BZ03GIkoRsOU/d34b6P4W1zS9QvfD2mPbahqWktdXsd1JGL2O4WYqPtG75mc+YvzM5Vj90sGJP5DmfD8sHL97qj9bwHEMcZD3PiPy0/4Kd614f8QeFPAusWWk+Lj4jt9YMFrJfRwxtcQyW7SO7QqQ6YKxYDBfmDAhQM14B+xBpXibUYPHvj/Rp9M1WW1a20Gy0+6he5tWkZnvGe5tyuxoWWAw7cqW3NhoyFZff/8AgpN4K8ayX/w+u4PC2o6v4Khvr25vr1dNaZo7kOVWO4mDEpB5K/L8uM+ac5ryD9hiDXfAr/EweINJuLXwvcRxfZ2EG5b2/hkkYT27M+508l7pWcAovy4yea+5wc4f2ao0z4bF80cy94/TW31rwjqcEev3Ulx4Z8Q26ibUrNIdxRSkjvJGw+Z7fdFtEkaAgqM56163oPw6hhtZdVtF86OSRDCbhWiAjHAZt8S5/wBU3RiOTya/In9tXVPEJ+H/AIWXRJtRtk07VlbVLqG4mjmluTEq2v7gsHdQWv03c5AAHOa+nf2JvjjD4J/Z88L+D/if4wsdHnuJp5vDrXHmbtS0xXCJGZVZczCX7QEhT59igbSDXjYvAVo4dVr+8z3sNj6P1j2LVmj738LXGr+J7jUNJSI/arJT583kkKZcINq4kKlcOccKcAferM+OVrYaT8L/ABf4j8fQ6Tq9rZabcXENkysis0avJHHhkVlG+SPBUhhwM5rzjWv2gbi5CTeDdJmMUMjNJNrUu7zE+crNFa7i5j+VPnlkjO0gbMcV4F+0F4nv7z9nL4t6/wCK/EWp639s0iexms7rUBa2ivIYo7eGCCJwkcnm/vCGRvlQAAgZrycHg6ntoyl8Mj0sXjKcaMuTUufsufGvw78Y/h5q2vS+HPDegeING1Cx0GeOEXEVqLKdY3juLiKZpnt0R2ki87YUf5clD9z9K9G+BNprdjdT+OPF19r0kyxxrpujN9gsTGQMbvLIlZMjgblB7gV/NP8AsMfGv4c/Dn41QaT8Rrzw5pPgXXtHj0O91o2+1NPlDq8M8rNIrQjzUTzSpCgfMcL8y/ux4d8d+OP2fdYW1jhvfEHhPeVvdBmuo3OneWzuG01lfC7lB/cZMbIIsGNi5bpz/Lq1Oo6dNnJw/mdKUFKsbH7eniHw98Gv2Q/ihoo0bS9LstW006DY2cWmo5ku7jao/dtlQu3e5ZtxYjOc81/OR8GPjfcfAz46fB340Wdpr+qvo8gfUrb+z47GS+t2jeC4SKRHbz1CnAyFJKqrrlmc/wBNfxDufgd+2V8IzpdzcaZ4m8LXDCa3ZZvIutLuxwfM3MjW7qGQlRnKyk7trKa+SdA/YN+B3wy1vwH4p1PWNf8AEOm6Os39m2upzW7o5E0sy7UhXMzI/KowbBbcqnG6ryDH0aOGlh8Qved/yIz/AAVWtiIVcO/djb8z9MPiZ4S8K+LLM3clsY/EgtnS21SzULc2SsAdpk2PvViykxsHTCkYyd1fKeteMh8GZRfeOLW1s7TaBb6zZ2LS6bPM00gWK4XcZLd3Dru3fLyCHYqQnJ/Gr9sn4R/Ahbm38X+IbePX42MLaPHHFeanM+3qlmmxkBO0k3EtueARuAyfxr+N/wDwU1+OPxCJ0f4ayf8ACB2Gf9Hvbp1utQznqmf9HtXyucwxhwWfDnOT5uUcP4qpLb3Wejm+f4enG/2j9e/it+018OvhLodhqHizxlpXhiabbJD/AGhIzyakhjaNTZwlHlkw3lfcQIwfcZMDNfkf8Yf+Ck/jPxHb6xofwx0t9I0h5vNN7qcKtPKVjjjQrZiR7ZOIEyJfP3fewhr82te1TVdYurrWPEl/d6zrVxIWnvL6SSe5mP8AF+8kJfkHAyc5zWJPdW5t5RaxSxDIVo5JCWYjqVHoa/Qcs4UpUXep7x8Bj+J61bSn7p0Xi3xL4j8azDW/F/ibVvFWqTIVlmvp3nZ13ZC7nZsAdhnAxxWIkiW+7a7W5WIquerDIz15bqenpTraWN4FjQZhZtpjaPGwir9wjNG8hltrWSRGMMfYfe6+mRX1kKcI6R0PmpylLWWpWa4Rkj8qBJbiabBbyW3NkYDZ6g9639OWOCJkZDOWjBO8MxYjBwc9f9WB+NY9rbLvjjWZAu7AUrzx3B7CvZfg58B/i38cvEZ8NfCfwBr/AI0vRIFkktLUm1skJ5e6uDiOFe+WcE9lrCtWhSjzSlymlGhOcuWMeY8/ukg1ZIYJHsUEhKMsCuDCqleH7ZNeu/BT9mf4y/HzWU0b4Q+C9a12zjkVZtSeNoLLTiSGPnXDDYrDaSF3bm6hGPNfu5+zH/wSB8HeE7a28SftHa2njvXBGn/FP6WzRaZG3BAuLhv3k7DgYQIhx1YV+wek+DfDfhPw7a+FPB/hfQvC/h61Xy7Wx0+zjgt7cYxhY0AH1OOa/OM98Q6NH3MMuaXfofouReH9at+9xD5Y9up+R37Lf/BJL4PfD9LTxf8AHXVl+LfjGHZJ/Zqgx6FaMFJHmRuokuCDwGlKpx/qia/YbTNP0vQrPT9N06z07RtLtYVit7azhWKGFOyRxqAqr7AYqnb6CqR+WhAkHzrxjae4X0HWlCSpHhGXzx0/iCj6Hoa/JczzvEYyXNWlr2P1TKMkw+EXLRjZm/KJnXzAUCtknb3/AA9OlVIkLQMd0kL5znoP09f61XtpLpEWJnDtJ/H0KY/lV9Y7slm8pGXA3MOB+PrXgzjynuweoy5heSKLcCHY7iy9KrTKyGJoEeR06sFAK+uK0mlfy1QKjTn2+971XluUijQPGnmK3zMowwP19Kkm5HNm4fT7iGb7LcxSBvn2+XKuBlX9OQPyHpVsQReYs1zBvjVgD5Em/nHctTEQM7mYxzMy/Lu6/T3qtcTSSqxlHlOv3d3O78PamaQNEbTERHH868qvXdnrVPNgz/vnSN1+ZY2KjDeu7FUrS8WJnjjeSRicZ3L171qTRqRCqxyFllG7a3K+mPT3xWtP4iZ+6f5hf7fJB/br/bTK4K/8La8X9On/ACGLqirH/BQUyH9vb9t0ygCX/hb3jHdjpn+2rrNFf1RgP4EPRfkfyRmD/wBoqf4n+Z/oM/sd7X/4J4/sLiPY4Hwu8HBv9n/iUWwNfTOhpEltGWjEjN2618v/ALFV3bw/8E/f2JLKMmRv+FXeEZNuecnRbUnn0BPSvqHSXG5nVZfT0Ffy9j3/ALRP1f5n9VZXD/Z6fovyNZBg70EhP+0KS4ukZd0qOAvy7VbAanzjezISS2B8vaq908MNvJ5sdrGi453jO76Y4rmgddzHa9c30CeUwgf+7GTge9a5UzN5sfmNGv3R5Z/ziuYuZGuFd4laQDnGdq++Mdq2NOVxHC3lBRgqyjooHSuqcYr4TBxkaMu3avmKY5Q3mbk4G6vwH/4KZfsLpptvrf7Rnwf0aKPRpFMnizRbO3yLE9Bf28aAHYf+WqD5QSGHHmEfvhLJIwaETDZgEgbflps9vbXAMM0Iuo2VI5RIqyRsvI2uo/hKt+Fexw/nFXBVfaR+a8jxs6ySONoyp1Nz+EWNreSK4jgiAhZvlR1BYZZTtDelVbe3uknuc2waYKdxzuOO27tgV+qX/BRb9gpfgNrN98W/hhaSz/BS+uDJeWcfzt4ZuiV+VsDP2R2Pyf3SdnTbj8u9GEiebbq0chkx93dnp2xwa/orJ8xpYulGtTP57zPL6mEqujUOQub28t7WXIllDYWNoSp2sfvA57dcV+sP7BP7Zs3gCbwx8NfiVd20GnLi30fXbpsrGjtj7BqD9EjO0eVOQfKO5CCmWj/Le5i5JfzIbZc7l2jLMPb1rLW9t5rdoVjgA8yPa0jFUjcnr6McKwIxwSa6cxyuniqfLUMMux1TC1FUpn9XHj6aLxnp+kT32r3UdjFeQ/abeHEkttdFZd1vMFVduMZKklNvzhtr7j8f6d4a1DWvFN1L8P8AR9X8Vt/Yr28bWM0l3DG63XJaTd5SSbZcqoJYKzfLkkV8zfsV/tVeGLzWfCHwp+NZtryxtSlno93f3Eqw6osW1bewv8naSjSTNBcvlVLGF/lK7P6Erq10htAsbzw/pKx6Tbbbf7MtnHG1pGp8t42jdcIUCqCm4DjjpX5bjcRUy5+xlHQ/TcuoQzL98nqfzc/txXGreE9P0jwZrdnY22vajeHUo4YYZ2hjs45pQclhG0swbGPk+Qbhn5jn7I/4J5p4S+NH7OOr/DvWrG31KTSb5tJ1PzLYkvbzSSXMa28wR2GzBYFSGVwuCAVavBP+Cinh3xNrnx98EtdWVlB8Po9Oi+y6nHGZrKErM5uftDp5gDKoQAcAAqR941zn/BPG/wDHPw/+KvxE1iF7f/hXdxZzWV1HFbK0GoXccy+TJCxA2+X5kvzqAWQ4HHFfT4mTrZeuR+8j5um40cyfNH3XofZfi7wBrnwovNTt9V1q513wVNKRYayMCWAED/R77bsWN8RsqyhVE2UHyMxVvG/i34bX4q/B+98HvqFtp+lXGsXMkdxHb+akdxCFm2yLFgfvBIcbn+QsAdpXbX6Da14jm8Z2N3omq2y6hod1G8d1bzwzSRSRMCzb2Bf5T5mRuTHoG7fL954Ms9H8SJYeBnt9c8HLfXs915t9DImizGF4g0t1I8cMUOYCpUOXDMGIZhmvGwOJk1+8+I9LHUIx/h/DI+KND/Yj1rxS/wAPtK8d678GtN8NWObeSXwrpqw6xq0AcF5rzzEy0gLIgk5wzfdOS1ff2qeLrm68RLa6LoniSXTHs4Fs7P5b547VFWBWkkLfIAyq5lkY/cVmZSMV8qfGL9r/AOEnw1e0i8NeJP8Ahanji3Xy1tfD009rpFrL5isrTapjz5sBcGOFUU92Nfmv8Uf2s/i/8UtLXwreXvh/wL4GjijDaB4dtzYWU4QrsNyq5a4cBcbp2b7xI6171LBV8RLmqI8KtiKGHXJFn6p2/wC0X8Jf2dfEEPiC1+LWpX/in7CLeXw/4Hltr5rwhpCE1HUMi0QJ5rEbFnIZRsIKsT8ZfHD9u/4x/FOTWxolz/wrDw9d/K0ejXLHU7uAArtn1KRvOZcMw2oFiAJUIoOK+JtN8QjSobWCeO3n08Msyx+WGDMcKV5zkEKvUnOBnpU11cCe1guN4gjkfdvTqp7N9cV7OHyLDxl7ScfePLq55WcfZw+E5qaa5eRr6aXUoNTZi3zEfvmLKd2T8wH15rVsbdrWed7mRbiZsZG0PvwONzDg9e+etUUsbty8du166lR83zAKBjpg/dOKtwxEyoSYluYlDybc7j6KvUfmRXtwio/DoeMpOXxFSIXFwiySO4kZujc7ec8EdPwqK+0qWGWGOFbWIMfnmlIYbTyfuZJ9ORmtaSRYoTPESqljHmYYLn2UZH41ueGvAvjT4ha3o3hTwR4d1nxb4munEcNhZ27yTrnuFUHKerYwO5FZzr8qu3yxNacZSlyxjzSOaMKW1jDKt1aXbDDNGilQv+6pxx+Fdp8OPht4/wDjB4ph8G/DHwN4j8c+IriRJEtrCzeQru2g73AIjRQclnIXkmv2l/Zs/wCCM2ta4+jeLf2oPEUnhizZY5F8OaDcLNdScDK3N0VKxj+8sStg5/eCv3U+Fnwe+FnwW8OxeFPhj4F8P+CNGVcyR2MaxyXbKAu+4lIEkz4X7zEk9a+Bz7xAw+F/d0Vzy7rY+6ybgStiH7Sr7kfPc/E39l3/AII2R20mmeLP2o9da6m+WaPwrod3mNRgEC8vduGHYxwnHUGQ1+6Hw/8Ah94H+GnhvTPCngDwz4Z8E+H7cbYLHS7VYI48DGSFA3P6scsepJNd/DDYsS/lSsG+7159Cc/1p7pKQ3lmOU+kh+6Pb3r8izjiLFYypzVpadkfrOU8PYXDRtTjZ+ZQ2ujjLrGAvy7V6n61KFby0QEqwAy2OntT42JVgqlYc52j/PsPzq3GkWEUTPs5O3ea+f8Aan0CRkStIPM8tpS/U9j+dRtEMoxjkjDAnHrWpLJt2MJHk6Z28n8c0ycT5WWEMwP94/dH9KBtlKOBo4DPG9tgjkMvOaajvjcbhAT/AMs8H5quvkKsGCzN82VXNUSs1tJM8l1KkeMfNz5f0Hv+lZVHzBcdM5Z1by2CL97bww9AD1xVC5zl1UFiWBLKvP0zWsouIokZALt2UZJOXT16/wA+tVG3bXht3C9Pu9M/jUoB8flsVijk24+ZlzkZ7jC1HdwwRxmbOyXnhRjbn09KHldFUSk+Z/Fhu9EsizRlwokC9mHPFBrA5+zuBYO4kCllkLcjJYZ9a7K2nh1eWMyTyRKyhdq9VY8g7q564i+1QHyV8uZv4QxB/OoLTzrTyxIsNunmj7zbjuHHWj4ZCnU90/zNP+Cgo2/t6/turkNj4veMecY/5jV1RTf+CgTM37ef7bbMVLH4u+Mc7en/ACGbqiv6ty//AHeHovyP5GzD/eJ+r/M/0BP2NDEn7AP7DRhtlZh8LvCjFj2b+xrXmvrLSp2jSQsWbLEnnPBr5S/Y6smg/wCCe/7D8guGkDfC3wk+Om3Oj2vFfVWgBXj67DuA9NwxX8x5hf6xP1f5n9XZX/u9P0X5G5tj+eYT7U4WTdx9DmrMUatFMrGF+v8AFkY/rVK6t/tlpdWd1H5tnMpWQoxVl7Dn14qLR/C9ppdxcX1ne6m8Tx/Z/JkbckYPO457jpmuGB3lYWVurTsnlRheWk3fK34d6t25VsiGRsE5bC7VYGklWPZsSWJ23D6fWnPHCqyv50XzZbGc85ogZzYv2e3AuY9pR+qt3PqPeqclqsiGSW5bygo2oVJDj/gOMZqOe4n81ZIIvOHKrxkqfUY5FQz6ZcvGwf7QZD94KrAfzra5zzZj+I7fw54g0bV/CviDSrDWtIvYWt7yyuI/NiuLc5JjeNuobPfJ4Gelfyx/tkfsW3n7Ofju88TeELW5u/g3q0xj0qSTcx0qckMbW47/ACgnY55kUEE7hmv6krrwvpt69sl/aX4vI3EkM0chVoyPfqKk8dfDLwf8RfBuueDfH2jxah4Z1K1eG4tZDs3Kfu/Oc4IO1g/UEADivseFuIpYGol9l7+h8txNw5TxlH++fw+Pa2duIonha4LxE7QB+7zwG3Dvw3T1FcrfCDT3W5VDcQ/NGrNGGPLHIGeg5P519xftmfsq+O/2TfH0uiaj9p1r4e6hK8vhzV2U7buJWJMUpXASdBt3IGycblHavjIB7qGSN7dVDfNjcu7nnngYWv6AwuNjXj7SjL3T8DxOFlh5ezq/EZMxshMIRtjgXbMo+8Mrx371+zn7B/7eeonT9P8Ag/8AEPVxqPiy32Weh3moXnkR63bJhF0+e53gQXirkW07/Kfljkwuxk/GW7tBDLbLLBELdWCny3ysK44X3BrPvYbu6kuvs0LwNuXy4933fvcr7j1rmzTJ6eKp8lTc2yrNJYWpzx2P66PiL4f0nx34bk8XQandaToqySfalvHa1k06VDIGiuFZSYGTewkjLHaoJywAr541Gz8L/D3TZdXh0/Tk0CG5Mk2s6tKLOxjJZ2JWXeDJ907FjjwWDfMQF3fmZ8Nv+Cg3xH8C/CjT/Deq+AfC/j74gadILLS/F2rK0jW8ESBIDNCcJNdwcKs7OGKGMMHK5r40+K/xm+Jfxz1ex1n4heOte8Waz5gljkuL1jGqFiQkVuCViUZxx2r5PLOHMRGXs5ytA+ox/EWGlH2lOPvn6OfGL9uT4b6Lo+r+H/BGn3nxq10SOvnXEbWWgwybeflVTcXKgqoG99hDZx8or81fiJ+0F8Xfi6bWHx54zvjoSq1vb6RZqbXTbVecpHaqdm3LcHHPWuFlu4bMRRXcUNrO33iHIViT6jt/hXJ3dhJckXSzJJ/CscLZ5HT69B+VfX4bKKNHpc+UxOb1q3WxM2px3enJYtfTRXDKSqyMSMBlzkdOhb/vn3qgj+Y08v2ZmGVGWbJbLrn607T9FvbyQNLPFaM2dyls8D2PQnFW7u1uLWOSf7POXXav+rPTsV9D9K9NHmt33I4EkvJHgRWuhGqsiP1PHOD2x6V0/h2eyhtLqyvY42hePdHIf0IXsa562lhhv1S0ea4vefOjYgBffluTW/a2E15dWkFhBeXN1NKscUcMO9pGbGFCDOScH7pzz0pSlFR94uEZP4Tc0aHT57S/Ml69qwjEatnlhtblvXpSWGieJNbl0vTfD+lSatql5MbW3jtbRp5LiXOCqqiM27HAHDZ5BAr9Tf2Zv+CS3xq+LltZeKPitMvwb8C3X7xftULSateRn/nnaAgRhuu6QgjP3G61/Qb+z9+yd8B/2b9ItIPhV4QtzrfklZtavZPP1C7HcmQkbEzk4i2jnkV8RnnHGFwatB80j7HJ+CsTi+VyXLE/C39mD/gkF8VfHVtpfiX49axN8KvCf+uXSYcS6reLw3zgjy7VSOzh3XugHT97vgn+zd8F/gHosei/CXwJpPhluPtV6bcS32pEDGZ7l23v64U7fQYr3g28RfzSwlAHRsEZPPbjr6U9Y45NglWH93z71+O5zxXisbL33ZH61k/C2FwXwK8huxtj4VI4z94hiBnoTtphgLRqjOJE5xuYkflUrtuJVeSDkZqdZvLQFYppLjrz0FfNX69D6WG9zOQzB1jY+Svrwd5/764rThjkDqIQEPLMc4Oaqfaj5jMURRzkL6/hTFuWaVHCSqOcnrmhGrZYjWXzWyY5R97IYk59/wBKlt4JGLSsWjbcc9uKrrfqCih9j5Py4wCPpQ+oyOMCNQPu5z1FAFoW4k+0HflM/L81ILeTY0ZBBB6H+L8fSlQwNbjEI35/ukCnPOqfJLvAHOM5OaAKjCWNi32WXbtxt2khfaqztuC+ZGc/dVR1Wrb3I8qQqqO0jD+H7v0pisElZgu1z91m9PaucCssUkrYZFwp+XtT5kYRvDKHc9fXFOuXgheJXkZ3OBhWB3Drn2qvNPI58vyxEW/uj7vtx1oLUDOltX8tHSNG+jc04FVVTOjKrfeAOCtTOyIoR1UKT8u+PAIqK5hjVBLJIGG0Y2cBR6Y70GiIGuo1AVDKV6qvfH1qpK3nxCJYwkTNuOW+cEtg7foOaQy5VzFMg+91Xr8tRqkZLzTRxxqGOBtyrfKO1VTMKp/mY/t+Ar+3b+2qpV0I+LXjAYbgj/icXXXHeinft+v5n7d37a7jaQ3xc8YNwMD/AJDN1RX9V4D+BD0X5H8lY/8Ajz9X+Z/f9+yFE8X/AAT3/Ykubnc5b4WeEWXnOxF0e1A2j+dfUnhY3P2KEvK007nzOVBCj0+XkV8v/sf6NNJ+wB+w9cTSQzwn4U+EfLBOGXOj2pI+lfUfh+2eziih+0MYQT83QfnX8x49v6xP1f5n9WZX/u9P/CvyO4iBKKgBycbjyAO+MGpftIivktXhleWWNmE+0BYsMo5/76/IGqUcjyKE2tuVsiTdnjtV+Py0XcUZnbKlx/F7H26151z0TIukt7hzJ5cbBsZZvlDflUsEVtvRYlMCLlWYNu2j8aWU+WHjbyk/j2sN24/0qsjTSoJCPJV8Fl67j/hVUiZ7GmYyHJJklZQMF4ztYfhQ0ETKghVWbPG4cfrVW2TdK7ztCqrnaVOOfpV1bqMouxVfb8rcY59a2OWoOKIrlZvLVu/y5BNMumj2oqu2PZcHP+FRl9zbA6b+ecenvVSK/nuJPL2rMwyvI7VrT/mMzyX41/BbwJ8f/hxrfwu+I2lnU9Ev4giOkeJtPnwTHcW79pVYfKB12kHg1/Ip+0h+zf4+/Zb+KGq/DfxPazyWrK1zpusBQbXWLNmwk0ZIxvyNrIeQ2e1f2frcLAjW8slvGpY5BUnr1/kPyr59/ag/Zo8CftS/C7Ufh/4pWOx1OItdaNrEUatNpF6ybVkVSeUfkOvQqAT0r7bhDiiWDqezq/BI+J4r4Xji6ftKfxxP4xriJbu7htDdW9vZyMrMzLnYCOXBXnoSazJIbss6NdbH2+WskQCgbvusueVHAx6bq9z+MHwr8ZfA74jav8MviZYz2OtWMgiLR/6u4hbhLiIniSJ/lAzkjn3rze7gjeHfv2bo1eZEOSzdRmv32hiIVKanA/DatKUHySORFzHATPJJBcsqiIzTZcK27BK45zx3+Ws/RkuDcxoZnnjk58w7PmC8dhjGefSpo9IN2DFIzrcR4ZFcZ8teyjPTHtW3b3E1pMtvCjXI8to2aSMff3KSM+3I960vzHOkZt9pki3E9nMIGKyKzD7QAGU9Ccfd+8CMVZ0+yhil+0Raa0unxSbWjk+YysDk7nX7oABGF5Peor26jhvGuI5bZ5ZtrFlTG7POxc/KpHAwOeKdc/a4pJJLciwLAGRvMBEGRyvDZXI3DHXkU3U90uFPmHatpthYziS6iV5Zbh9saqYxCo2429wPY8+tY09+LxBHaCGaHd90Nku5PC7SoOfXFfbv7OX7B37Rf7TV7YXXhrw3b+HPALMDLruqF4rNlOMmGPPm3LgdolGP4jX9Cf7LP/BNb9n79m6DT9butKs/iv8AE2Ft7a9q1uFitHPINrbfOsYB6Md8nTDKK+Rzji7D4OGr5pH02VcL4rFT91WifhD+zL/wTA+O/wC0GNK8T6no8Pwq+Hkyq417VlDSXgPK/Y7QsskikdXJSPBHznpX9Cn7Mf7DH7Pn7MsMF54T8NL4g8dD/X+I9VVbm/YH/njwUt1+ZjiIKfVj1r7Slj3JMZp2mnc7tzKCWz1yRkc1IRJFJHPNIzgk57/561+QZ1xji8ZLlTtE/Wcl4QwuF1kuaffoaUKtL5kTIXX725duGGc9uD61PGoiEj7Dtb5iv97602FoWQAIQxxuwMK2en4+tTqWeWe1LoZkVTheeu4D+VfIS1d3qfY0lb3SP7Qq7y6jzGOcbc0is7LKEkEcjY+bHb/GlO9BFKEXzeA3GDUUkkkkgUpJgscfLSNbCTSOZ+CZGX+JumPpTWiM6K2Zcf7LYJH+FPYRM6TPI5Crlgw4zTg8TOrQ/umbq2T0rOZlAdEhiQiLKj+Lf0/CkaWDy/3ZhEmfm5PXvUwSPftDNt6buxNQGTYGaYSH5iqqv86tBBkTKqskpEbseN3pUiwLHvRY4y7HduZeB+NPV5EAj2q5JLL6GondCXERKEjLENjmmaiH73ls2T6kfKPpTmRY2H73zZWGOOlLBHIFTE8attBK4zn8fWpXWFI3H7tpDg43gnH/AAIDB/GpuwGOCLcrIWZvc46fzqqJoxI5SJnfywV28ACrDkRzI4BjfHyFwCR9MZBpB+9eaZvLS46NtH3iOvHQGsQK32k5890KkYG3dxz61NI78zFFhfccODziq/lxtFK0ibIzg4xzz7VIEtQohEruxH8XJGPrU86NFEpztKY5HYid93BLEnFM81ZBtkHG75mxnjtj3qQT7VKNI277q7FH5H5qVYpBHh2aNgxb7oXn8KU5m1MzLvyI5ygSHyzn59y5/lUsSRKAZJd0MhK7WbG0/hVmRJCwVQGz824HpVC7ZFK7C0cu75iG/wDHs/0rWkZz2P8AMp/b5Ur+3X+2mpxkfFrxeP8AysXVFJ+3wS37dX7aTGTzT/wtrxf8397/AInF1zRX9V4D+BD0X5H8i5j/ALxU/wAT/M/0D/2PdQWT9hT9hW0Zrcsnwg8IbcMflJ0e1AyPWvqrSFwqFsYyW+ViA3vivjL9kKWe3/Yk/YZM8/nI/wAH/B3l7eq/8Sm1wK+w9Gnd47Rv3u4r0r+Y8e39Yn6v8z+q8u/3Wn6L8kdZb7ds2U+8B93cD+dXoXKBYvnjh5IJ55/GsPzB5rbnUnptNXR+7UqVOzqd3OPpXnHojZrlgWJZJ2YdT2H+NV0KcGHzVD/O3zkjB5xTVVSw+bzkxhV3FQo/xqeGBLdvmkt3A/hZufw9aCZ7FKdt2EjZ1j3DYe6itGWMoPtfmPLGeG2jt2z61JOqxRHMDxs2Pmjfc+P93oB9KuwC2BPDSFiuwsvHI9O9bUzEoRJGrqVc4/h/h4/CkWH98WtFiSRfvDrvHfFSm1itCWaZJJG5ypxzViOd4wNm9SO/1qoTM5kbQbyoiWUR87nzu2AdOvemhW8sGRpZ4tpIOdrMvygr7Hk/UVBcm6UJ5VwknzcrIM0iTXUm/wA6ONmD5Kg/k2a6DM+MP21P2PPDv7WHgJDDLa6R8VtMiM2g6tIpVJmTLfZZzlSYXO7viM/Ov8Wf5TPHXgvxd8PPEvifwz4s0a58M6/psjQ31nc25CwzI21k5JDKCDhuRj5slSK/uLxIsbHas6x/vInX5ju75z+lfnD+3t+xBp/7UHg6bx/4F0m3svjPpdr5kPmNtHiG1RGIs5OQBKCf3ch4G3YcAb1/QODuK/YSjh6z91n57xfwtCtD6xR+JH8oepWtxNIl5AJYbZiI3Zo2bcy8naCeAaj0qa9he5jvELwLNz7n0Y9a+lPhb+zP8bfjP4w1rwD8Pfhp4i1fxBYTyWV8JYvIh0mTKqWuppPlTaykFSQcHAXtX7Zfs2f8EjfAnw3Fj4v/AGhtds/iv4mSRZV0iyEkOmWsvXEnzCa8IPHKovH3GFfqWZ8U4XCRvOV2fmmA4bxOLqWpxtE/FT4Ffsp/GP8AaO1yJfhZ4Fvr3QvM3XOs6g7QWFhzhla4kBBYf3U3scfdHWv39/Zw/wCCVvwJ+D76T4j+K0P/AAuD4h25M0a3kJj020cEbTDa7suVI4eYydAQq9K/TXw5otloujado+h6PpHhvw7bxiO1tbWBYoYEx9xIgAFHboK252VUW1mjjHPzLtyCPf1r8nzrjfEYqXLSfLE/Usl4Iw+G/eVPekV7SxRrRIigi05VWOONfkVtowAq/wAIHpVqK2VDmSQFkYsjd8+vsaQwMqlfmuId33eO3T8Kcm8zThkjB78YI/GvhK9SUpXk7n3FOEYq0VYR5CyOluWcn7wRe3vVBikaBZEJHXLc4/DtWnKHRXMRAVvlas82kqBVV1ZGwAregrAu5LZzZUxGWRIOq7Tjaf8A69b0GxJXklWISbR+8HtyP5n865meOeEskXkxq233BHbNb9g5aMxStuk6fL0agpORL9ndljdWP7zJ3BuKidHQQuJfNO4rgVsrGiqyiFIFxjb/AHj3I9KyxAu7biONVz/F0qbs2RWEax+bHBvExxkA9fxpSXhbaY3d+ufMz1qTzo40URtFtYKr/Mvzc1TaNQrEIJYsDaRJjf8AlRqZQLDSstu6lxv3fd7UskzgKscKyH13kfyz/MVUO0RnfHzxtG3OB2p0w84sEkSKYRtxvAAwBzilv7pqI7yJu8veJo8tgNn5T1A60tvaw3CbkmKJJ8yr5bZx9asWiKspZ5XnfnJDcccH8M1AITHwHMSf7uapU+UC+lt5CBWB2HpjmlMqqDGJpWLY25+6D33VURYsBx+6QHap2/ePrip5zFbhojP5iEAlguAx/wAKxuBHcyxtIsZ4Hy/d5VssclvQ023e7aIFI1jPVtj5CnvgGkaWNzEpdl3KPlxn3/Cmyu6TlVaFuNw3clRSN0Ruz+afm+fGcY+8fX2o8ySdUWaJyy/xuB8v+NSK6EMwZZD95m242n+tVmnhfaMoqt/EPSptEY+W2icIrS5tl+ZQnHP+FVCpjnJ+VY25B/u1ciktQW8hjI+WzleKr7kMgDxRZ9jgViAs6q8YNs2JW9emO5NZd1AgtmXbIqhQy5GRmtXajb2SEyxj5WVWx0qOSINA2EkYddrc49s966qRz3P8xL9vHd/w3H+2Zuxu/wCFr+Lc/wDg4uqKf+3sf+M5/wBtD5Qv/F2PF3Hp/wATi6or+q8B/Ah6L8j+S8x/3ip/if5n9+P7JikfsN/sHAutuW+EfhIjjJb/AIlFr37V9a6cDJDC8DOX4zxxj2r5F/ZcdYf2FP2A5Np3v8I/CKhd5Bb/AIlNt6cV9KaFNLAbaeWVhauxjaLccxkV/L2Pf+0T9X+Z/WGW0/8AZKXovyR6YqM4ZfMZgMY45WtPbuWNVdiB97PU1SikXyY2WTPAG3tUrs025FJhnwAu4ZX8q4z0qZTnutOEhjN3l8DcgZW2enAGasxi18uSHeolKg8Aqv0qytqxkaUBJJGUK3lqOgqR0lkVldreJVYFcjnHv70GFQrKHj2BYUZV+bnkVLJ5gZd6+ZJ94bVzt/PpTuYrohoHkiY7jL90Z/rU0vlTM0cZRmbrs5OPxrRTMDhYvFFz9v1mye2jnNvIMRwxsZSpUFWPbGTziuuWQTxkx5mkjPzc4yPpWZc6Ylu00ggjjWTncVG/I96daL9lf7RCXut0JHzIAM/Wuuai/hCepaWM3MTySGd+W2442kN/KtLyCiYMSyjOW7cVk2zSXZj+0s0MrsyKsfG4D37f1rZTKKyiVZJdqg7m3cfQd6n+6ZTRPGJososc0cTYOBzuqR7e0hZiLRYwzdF4+bOcnHvSW0wicxrFMU2/wrj+dTiZ0BTyndcfMWPNZ3M7GKFsNKh1D7Jp9nbxyTmaZoowvmTtjfI2PvMSOSeTitEpGpjlx5ilhhlyPlI9l6e1SXD5hEywbkONoVu/vVJYjG5UbrIzNuZkXdtb+ldDm5fFqKMVH4dB1k8bz3FqwtolH+r25I2dz9R0q223ymkjk2txj5Adw/pSPI0cLF7hlKcFlYjjv09aS2ntrrzjaSwSL6qMZbvn1rN6+8UmRCQeYQVjWUt8xPTH+NXv9ZvjKlTxt2qPmH1qAwhmJWVGj9Dxub6VYhkiWMxYQTE/MAcH6VkBO0IVWYxFB02nB3GqDK0cqssccZUfiKsCRZJWAB8lfl9eahkURHypXid8daAJBKXVCylk5yO+f8KitZfLuRjKgn9aEWVAVO9QF+WQqwC/l1FZNrHextK93di6VmJjKJtCj+tBopneRIxLRvIGz83uaiuLSPI4ITHrnNRafP5yxO4XG3bu75/wqWaN03cpIfXNRzmiZktaBgI03KvTL8DHt7Ux0MVv5bBR5ZwpXpipLi6WQJ5aqB/vMKhe4xuTbGBx0Jq0wFjkbam6UsjdguNuelWCBGxiYkNjG5uS1UZVJ/1aeeC33l/hx7Gq9xMyyh/MkbjC8cZ+lZ8gEyu0fmx7ZguWVsDqWOaYs0RKsobaT3ZcioVkuCj+Y48zcMk9W/8Ar0lxL5EkKwJOytn5f89q0A1C2541jIzznDZyaY3CfvVlaIKeNvGc1mNMdqF4SWXDHnsODSyy3axNbqyzEgBV2MQgrP2YF9o/LDvDPsRmP+s5x9KFaONQ2/zmxgn/AA9qrJAyqi7lLD73PGe+Kujypk8rbGZv7m1s8d939KzLUzLu7hYkWXy7toWbaxj+Y+y47Yq1HBEkW/7OqP127ec/0pDI6ORbrkkn5VJ+UfjRAHt4Z1m3w/MdqlWO4VHMjVMiz5aM0GIA2Mx7lzmoChEhCFiufm5zj6VP0WRwt3E3A5+6w9vSojIyudqDav8Ad6j6jvRzICwIg+PLbb3GW4J96jxKbe6EoMkm4/d6L7fSo0EkpP7uPa/zL2P/AOulgMyzSBgSv3fvYAX/ABHStKfvEz2P8xf9vP8A5Pl/bO4x/wAXY8Xf+ni6op/7fDb/ANun9tJ8Fc/Frxef/KxdUV/VmX/7vD0X5H8i5j/vFT/E/wAz++79lBJJP2CP2G1WZgI/hN4RdVTov/EntScmvpHQpo5rKBBJCZm+b5MnFfNH7Kk00P7Dn7DkkbLJE3wd8HqV9xo9rX1DoMKm2EuEAI+RV+XZ7D0r+X8T/vFT/E/zP6vy9/7HS9F+R6DYnzIo2EisQo/A/wCNa8b+WE84RzZz83WuCtruOATxWzOPm+YNzz3rq7a9dI1cs0Ua9nUAN9K5nA9BTLwcb135U+mT8w+tWVRGT5leABW24bPQ8VH5zTwoEkZhx/kUsCOGUNsmVSeB1XPrXPDcc1Ei2yTJLEZnib73XHH19aqwx/Z2bAuG/eE7nfJwenPWrs8MryS7Sdu75k3cVEA0N5JapEwDKjK3HA3dun6A11UznmJcqzoxJZ33KE74GKzxb3SQM52iP7u2Nzn8q2PMLtJL5M7sFHsPqemT74p2Xmj3LLCvzEMp42gd6r4TMxbS5g2ojJdIGJVv4SCPcVeKs672uGfttyWJPfr6VG7+VKZDGG+b5uOMYrJOqQfbbG2a4lZbhCYIzGxKHHJZq3p+8B00e62jldJ5CFTPzHt+FTi4aVWJKHd6ZyfxrEhljidU8yNZWG1lQ8sP9oGteIBJAMz+WevPB+oqKhzi7vs0DlVTef4S27iqjXDyQtaOFIK7/vEb888e4rUKIzEqWjTO3piqUls3nxhM4jY7W+taJRAo6WqiP7JPcDzR8rRsxyylj8x9fStxFIcwxRiFF+X5eFAPUj396oXdg5miuvK2T7RH5m0n91161oRSFo1V1kA/2e/4VnMBzwq1vlndGXHyk85qKZGlilKiVJeE3BscnmkuCZJ4ZHacoxKs2OeOg/8Ar1YForRvGItzswZlbnA/xpQAkFvIwbGwu33VAbMnr04NLPZ7YojscOHPPQgeh9atWdnHbhooU8qDcW+7znv+FaqwqirJM0YjVRtUrnj6dqgDAEZKLhjuJ/DFNnto5Fy5wVJ4C9qu3V/pULAJ9pmizj5VUDPr96qIvmeV1KBI2zht3PtQBBastvJEwlcIrY2xr27ZrqpJAAoidmTv8yg4PrXJPLOoYeY2PLG1ge4rprJmurd2kd1K43Ds2emKDdGfPvikCPKPlX5Y/vFh29qryAyQCMxCF9p3Hd82c9x61pPazxmVJpXkY4PHpVGRXV/LzIYz+f0+lBEGU5pXiZYIvuDlmPTFY/lwSyy7HUruLc9P/wBddA8aTsbefbGuN3y8bqPskUKQ+U0YUk7V7fjWDcjQz0jUQwtIIiP4fX2qCVrdSlzNLIXORgJ3+tXpdspibbOOTgYwKiuIBJAI3DCQc5POB/jWqbAzfM2RbNpYswwvQlTzg1WS42rMXbazYGzn8s1oPZ3MzRNBbtIow+4oSdv1p+RuMXlPs+8qMNoJ9/XFUAwRJcRtGuEk4/iIx+NWPK2mWNpDjgrnjb+NWVZGPlcrIo/h6VHIfMUsS+FwvygA5/wrOoBMYv3ahWHmcjJGc/nWfbBZ/wB3PIXdW24VcUXFyyR3LyW80phDNgKp3D296paJfRX2nQ3EcdzC7qTsk+8h9D7isvZ/aLgzSW3CNcJEoRGkPHuDS3aFlUMhRv73fAqUM7FllCB1Ysu2q73DtKCjuzDgrtwKiZqZqXcxa4C2a2ojb920nWUHuuO1WUDyNKryNJGqn93gcD1z3pC8oLssSgfdKjjPuaz5ra6aNVSQqAuxlbgZLHn/AMeHPtTpv3gP8yz9vYg/t0ftolTlf+FseLu2P+YxdUVD+3c279uD9slgQQfit4tPr/zF7miv6wwH8CHovyP5DzH/AHip/if5n9+f7JltFB+wt+wy8pDhvg/4Tblcn/kEWvSvpfTJoY7dGzLImf4l4XPtXzL+yVcP/wAML/sPQTyFifhD4S8ttuSoOj2oAz+FfSmmszxok9vIg4+ZkBDe4Pav5fxP+8VP8T/M/qnLn/s9P/CvyN+3g3vk7wobcNvy7vyrfYSThF74BOeQv/16yYEa4xH5dwUVv9YG/wA5rdhVomIUGRV+ZcqPnJ9ayO6BfgjjTy0nE0ke0H5T0zWxETHCyNI0qLjy/Vl9G9cVmWiQMfLlRll5bpjn0qeL5iIzJIvB3Ljp/u1yuHMXPYlzFPKy4Me0dumOwpk1gbm2SS2uBFcR9Ocf99etMijWKMRpciQ/xDux/Grig7J0aNFR1/eMq5Yc8Z966FzR2MbnNLdXNtcRv5Q2D93J5Stuz6ndwfw4rqE2r8zs1xGyjiTrn8KiFsrTXCrHFLHtOd0Y3Gq1tHPDsaGN/L2srM4yV54/KrvzAX/JWYIB+8+6fLPrk9/Ssm50cTlJEs4Y5o/uj5gFPtW7Cs0O4SPJk/KCF7U1oMxSW+53Hf5efoKqnPlA5UW9uiTT3UER1Bf4lHT/ABrZs5p5/L2SCMKM/L0cUyaxyjOiSq6rtk2oo6elZul7orh5Q9ykEiN8u0pk55zng1qZzOhmMbNsmwx/h2/wn3qS3uPJkkiuEMisq/vFx8tQrJEfMkiRSqsMMvJkyxz9arhoXlKRiBbjy9y+Yg4PYVlzmZvXJSRQiM0lsB9CQaxnQ2Z87y7pxuCqixkkg8ls+1XEkX7PEruxcKA23kMR3HoKY8kbzhcCJcfNu5z61FwNJbciNjN5ZVvv7j80dSQxSF0eF/3e0bucAD6d6h8yJopXR5Tux93ow9ajluVO9Im2quWbIyeaC1A057tYtrNdqxxwq8Z/HtUUd/MzKsojWFgdv8R/OsVY0L7n8mVdvXpj8KsWkkcbKsaQr174X8vWggdPaRywH5HiTgfKozmqvkIomjjUb16AjpWtDHjZJgs7d85FNKhw7bY/PH3m3Y3CgDGBZn+bzDGv3l28c1et70W8sGULR/3fu/z4pY4nUrHJC72z53fN8ynt+FUZoyGBWKRG+nI/Ggdzo57iCTbI08dpIQPlVlJb8QKzL7ULSzSF5fnkb5cquc/U96XTYvPDjAZl67mUGob+N7poIobYRqpO52UHbyv50GyHNfRyyrJF5rpt2sq7dsZ7ZJ6fSnxiRR8+Jw2Gb5Rnd/hVWO3WFFjnnnuUOGIkX5C3rip2lVTI7ZaXhuB97NTdjNI/NGHljLOOdvlghc1EsGFcgMQpy3yjnP8AdqmurbgYUgV2UfNt6/jS/aygh34i64wvzfjU8jA0oY0MU7LG7yf7KgBarC0uFaaWKEM3AZmbaFyOQMVDb3qsyAygrjoGVauGW0MTMsxRjhvVt31qLgZy2qw7JEMZf+Ibl/rUcsMQjdS6B/8Ae61qRIGdv3xLSPhmZwc4HOM1RmUSEFSpG30zu/GpnUNYGPFGGXLySD94BxxUscUcKlUEoVmLbt2SSeTVtvMPlxqCoUHduORmoEtpCj5jk4jyrK33j3Iqk+YyuMtiySzsrYkHJ3cZB/rUrSKNzt98ddqgn9arrASH3M7IW+8x3H9ale1UugkuUEbD5mz09PxqvZl85SknZBvKIDnb1XOO2eOtSqsHybxK85+6XYheO7Y/SpGtlixLHIecfLuXOaiuruKFlt5C32iRd2HcYk9fwogPnP8AMc/b2RI/26P20Y4lVYl+LHi5VC9AP7YusYopP29GDftzftnsuNp+LHi4jByMf2xdd6K/qrAfwIei/I/kfMf94qf4n+Z/fl+yD+9/YW/YVjOXb/hUfhM+/Gl236V9T2KuIo42aPczZ44GPT618s/sgIsf7Dn7DMrTsx/4VB4S4C9AdKtuK+oLKBGghJmKKCWAPPNfzBiP41T/ABP8z+q8B/u9P/CvyOtijjgjePZhR827rUMMrSXDCOJz8oYMOdufr0qKIvJDIVeQ/uyWHTmmRDJiJWRgflK7uPxrlmzugdAkjoyfaGmMat95Vz+dTlpJLsPGqW6L0bb/AA/0qOyaG3RFkjG0E7Yd33ya0QrD/VoAu3lR2/HvSUyyNooXCMWMyYGOMYq6rDymSO5YLt+YMVxjsKzEWdpsDzTF37gVrQZSVI4xIy91Gef/AB2nCXMZzKdu8yq7CaeZfm3eqgKMYPpWpFfmUxwnMKtGTiToOe9VJQzyMxEYz8rbv61aCADaZ1j2j5W65rQymyYI4lOZ4JwvOFYn+dNLvE6osSqwJbczetQrL5e1JEUSsd+5R94Dj8qUnDFd8j3ZUMu5uG9aCIMp3IVbxJV3xAL++Xqso7Yq2mEjLpuU7flVeNgPXHpUkao0KliJJQxO3ceAacls6PJGqMEPO5dzHHp1p3M7meIFyqhpEiHKrnAzWbfxxb/tKCNHjwGxIw2fUd/6V06RhmCFYm68MxD/AIL0qhcxMyxFGngC5Drjk+5x3rZAV7GUvaKYokhOcbVbgCr+794okVSFX+92rMW3hto1SMlIyoJctyxqyskTxKheUtxtYjH547VHswHPsXdGCgbnG2Relcdc+MPDlh418P8Agi51JYPFGqW9xeWVn85ae3twomkJRCqhS6j5m53A4rshZKHEzNI0jf3YyR9fpXk3ifwr45vvjj8I/GOj2Hhp/CGh2OrQalcT6hMt27XSwKBFbpGykI1vExbepxJ/s1vQhT5nzGNetOEVGJ03g74heCfHN/rMHhjXbfUbrT/KkulkDqnkO0ipcRs4XzIWe3uFEqZRjDLt4Uk8XL+0P8IrbwJ4f+JUniW6uvBep/amsLu00e8uluVgZ0lkKxRM6Rq0MmXYYPVecV5l4L/Zt1PTbP4nadq3ifUfDdlq9nY+H9NTS7wXQ0/Sre5uZwqfaYCu2UXphaNw+0bgHbcGWx4O+CPxI8O/Cz4PfDG/8R6L4kj0/wAXT6t4gt5tsEV/p5vLi6ihhEMYztmmtZNhUK3lshOCuO14WhryyOCOJxEn7yPrjT3WO0Xybq4kjk/fRtJuVtjcgN8gwcHpgfSrDLuXcr4Dc/iKsec6ed5zpertLFpcLuOfvYquk1sxJ2bhnIVV+UfU15DPURVLLIzuJAGLfwk5qKeZmmSNYTtbMm4r2HFaLOsvKPFHt/hUcYNVZJMMioSy7dvqV9etIZTtJJbSTyzL5vlnn5jllPJ+uK2ZWgm8q7MsMKYOVdl/r/nisK4dwzxruLKD823kj0p1tJb38aRX6Ruq/Lw2Off1NO0R3Hi7tZ7vyLaRZn2r8yjj7x/CqIWUzSyyRkEfdXOd+f8ACt4xRwrHBEzxxrt2rt4UbjVAQzFgM7gTuH8PH4UjZFZFkRvLkeaMEYz5mS1JIJUdRGFnb7pPzMV9vlq4ywKTutnd+xfjaf8AZ9fqaduuNgHlxMOOWVs/jQY3Kn2S8VQ3lPs+9yMYHoO+PrUXlAq9w0oKk8Lufp26GrpMsUiyMNse5l2pzx24Pao/Ily6vlYV6fKPmpVC4MYbmSFYmiLBx0XJ496daaxPCXBbz4s7dijG0VFJA9whRInO5ASW3KVUdcEZwc9ORx6UNYz26lfk+YbV2tkED8TWBpc2YZtJvRvTUPs8m7aUZe/9a1jYLBE5TzHLL8rBR8o9vSuOSzEhijnEYbnG3AI/8erZi1GS1EdsyNcRomFMn8R6de9aRh7oFVRHGZY2dd2d3KsDVe5ljWNgsaKPMJY8jvXRCwF9JJKhtpgPugKQFHYe9Vn0a4l58+2CjP7snhvw9RWdy4HOWqXMTyv/AGhNd+ZJuCs65j79RyR7GsrVbu4JSczbnVSoaMY/IHpXVz6RLaCBpZZ2Tll2gY56VyGpWd7PZ3ptZWuJ13fL5igrhffvVw96ViPZn+ZV+3USf23P2xic5/4Wp4s6/wDYXuaKT9urf/w25+2N5i7JP+FqeLNy9cH+17n0or+qsB/Ah6L8j+S8w/3ip/if5n9/n7ITFP2Gf2I1aR1X/hUHhAruPH/IHtTgV9P6cS1vFIZBx/sg8+1fKv7IdzCn7D/7DvlQo0K/CXwgJN74bd/Y9rnGO31r6otQs1lCYl8vd/F1Nfy/iP41T/E/zP6uwHu4en/hX5HQiadRKXw0ZDc98FcinRGOMNHtkkZsbdqscVmIzj5HnlkXYuFVfvcDrV4S+WsgmISQY285xXNUOmmzWW5mYyphdq42kowZfYelakFwiguWnVwoXaWIWs+wZQN7/wCkd9pzirUlwiTARIsRZfmUMpOfxrm5zb4jVWdIYWeMIsu7lvvK2e2P61fiV4kkuo9kD55VuSPpXPoZEEhdWjVuMtjPHuKuRSSylSctGQApYZJI+tWpkVIF1pVe8htokuDLMTh2QlZMEA/P91fvdMZqaWOMR74xI8fpt/WmhwXLzgiX+PO0g4x0GPYfkKlIilZwoMYZQVXoce5H8q1psxK8RkUozs2NuFwO1JeCErHKSIZ+RG0jbCz+gA65FSGCIusiptVTt64X/vmo7jTYbm5tproI/wBlYSR4bbub12jgke9agXxOvkqxQhz8p2gDKkYx7EHv6V5tdfGf4X2N7q+n3XjLRxe2yyz3IVmMUaxMqS7ZCNrlHZVdULFM5YDOK9MjEZMhW2h/1g+9F/rBtwR7HB61803H7MNhJYXegT/EHxh/wj8Fpq1pptlHbwx/Yxe3H2hjI3lnzhFIquhkDKWOHL8AdWChSl/EZxYuVRfwz2K8+JfgbT9P8TX+oeKLaws9FuIbTVJpY9qWM0qRiNHz0J86NuOm9PeuB8T/ABt+HvhDx1J4M1rxNHp+qzWIuFt44J5jC33uGRWGSjRnnjkAYLoGpar8BbfxHbS6b8QPEeo+OLHUNTl1TXLW5s4IItZuWsktYEkiiw0axRxI4RGO6Q7iGIKiFfgfqU1n4bivfih4p1j+yfC1/wCF/tM9naiS7jnMX+kS4j/1sYggAKfK2xy+WYmu6hSw9/3jOT2mJ6RX3mnpXxv+FWsmSa08YaOIX0y41yP7VDNbefYQbPPuUEqo3loJF3EZOGD9MNXd6V498GatJ4Th03XbCeTxBbNeaKo/dyarB5YlLxK2MgKwJzzXzPpH7ImiW+n+DdI8R+N/EOvRaFbi20+3+wWttGqmRmdj5aL5kbgqrxOGR9o3HjFbafsr6XJZ+C31T4geLdT8SeFbPS7Pw1rTQWy3GhLaNudoURBGxul/dysynciBSFGFFVaeEfwzZjTrYj7SPc1+J/gGHwjqfj1/E9lb+DrG6exu9QljkWGCVZvJKtlc4EuYiR3PoK67WtW0rw9oupeIdd1Gz03QLOMzXF5IyhIUGcfewpOWVQmGLlgAOlfPNl+zhY3cT6T4v8da9448CtrV3rLeGb6ztRZsZXuJWSRok8yQJLeeaCSf9UgOdorrLD4LS/8ACsh8KPFXj3xN4z8Mrp9hZWNzNHDFfWrW1wzpN50aDc+VtwoKMo8j5y7SNXPUo4dS91msatb4bHQQfGX4fS6lZaZFrdxda7JHO8NrFp9x5iCOXZIcGIthXIQlsAFhk4IxkS/tDfB+18P23iaPx5YS+HLrToNQivILW4ltprS485YpfNRHyhNvMCQCVZHDgbTnMvfglLrHi3wx488T/FPxHq3irTbO6sLO8Ww09fJE7AzGJY7f5dwCqcHlSRyDXKW37M/g6w8GePvDHhrxV4p8IP4i03S9O1C6UQOtvJakn7VHbuvkpLMGJlwoD8ceY7GqWHwvcnnxH8q+86uT46fCzVLjUVXxettPZ2RvpFurea38u3WNZSwZ1GSqSxFoz8wEi5HavQfBvj3wv47Gr/2Fdma6sZUjure5tZbS4sxIp8p3hn2OEbBKsV2tggFq8r8W/s1+EPG/inxV4w1zxF4ml1TWLeO0ujCsMOy3WGKNYwxTIUSW8M4yT+8jG7Kkh/Q9B+HFxplx4z1m88Z+Kb7xzrNnb2L69JbwpdWcUSOIfJjVBEhjMszAFWYs+WL/AHRnXo4dfCx0J4m/vIim+L/w4g8Nap4vHiTSz4Z0/WW0C+vF3lbPUBIIjBKdvyEOcbzleA+4qwrmPF37QHw+0G4v9Jsj4h8X61a+IoPDN7a6TYTTGyu2hFw+98bMRwnznw7ED5Rk7Q2Zb/su/Dywh1nR9IuNS8NeENTjsI9U0e3+zraX89uxczzZiLebMu1ZmyvmKqgYIJTItv2UfCcFlplhpnirxhptrDeWl9DbPHY3A+1w2Utn5z/a4ZS8zpcOzu+WLtuByK2w8ML3IqzxX2Ud1Y/G34X6xBI+neMRG66vDoMkc1ncQNb3sjyxIriSMFYi9vOvn8Rfu3JI+WobD4xfDm+0fxD4yGv3Nl4f0mGK+vLq702e3jhtnXek6+Yi+crruYNHuBXBGTiuTg/ZX8A26Xtquu+JhZ3mpLqWpQMLUJqswubiYmZUhVjkXssJZSjNCqrnKq69WnwPtZ9B0rwr4p8YeMPH/gvTriCaPS9Ujs/JeCJWEUMjRwo7hS0bAvlmaBGOTvWor0cP0ZVOeK+0j2+G5hvobO8tsXcVwqTRyKwdJEZdwKt3BznNQ3IaKNmhjKyrgKNyg4rmPht4Rsvh14T0Twlaape61ounRiGza8kUPbQbv3cCkKo8uNNsaZ3ttUAsetdqJ9oiaSQoec7iSfxryX/dPao/3jFkj3EQq5jmLblc8hvrWlBDNhormOAsOd6N978KYzjIWNbWQAZ3bSSfflqqSWvmhJZZN4yVZf7x+lLnGaR2ncsgQn7vI/qKrNanK+WYZyM/dY5X/GoLaIxsWWNI48cLu5Hv/wDWqVLhnLD5pnO4RtuI6Lzms7gEcAZRKoBlGNzFlDZx+lUjDIrK8bv5ak/KccH8O1aoDBZcB7cn5kXbuLZ96zXgithK/lkHcPMYyHLcr/8AFN+VAFq3jMbiSUneO/UZqxLFavGHSWSW6BZWA/XrVOG989JE2psLbfu8bh1wfSpZXlKhISrtyMlyMYrZNgZySGFwxAUR8fMvJq4l07lPKdmlXcwDfdGfSqyO5VPtEcbH7v3s/pTJY8Ku15FTHXdzWJcB0mozmJY5IjNIDtKsOv41UuBZSxXT3cDwR+Wdyq3PvUvnSRLIuZJI8D+EH8yec1Xu7CeW3a4T7PHGVPPmhe3+1WtP4jSb90/zE/26TCf22/2xTbBhbf8AC1PFnl567f7XucfpRTP25VKftsfthISGK/FLxWMhs5/4m1z3HWiv6owH8CHovyP5Dx/+8T9X+Z/dF+wZqmoXP7I37LVhcyGO2j+GXhRbcMP+oPbZye49BX3ppCyQ2ULsdyD/AJaZ2jB9hX5dfsUatcWH7MP7JNjFNJGJvhv4XlZm3YVBpduCctx7cV+nVhqenOBJHdae5DBZFWeOQs30B4/IV/M2PoS9vP1f5n9T5fiP9np/4V+SOouIQEdoZnVCqlmDL8x/wpLOOLBwuDx8zLmrFwVMLtamNmVT75OeQfcVoafBJLOB0TaGPYNXnzPTp7GrC7qrbGEqKpBUDHeppkkdfJ8p0Oc7mbJz6VcjsZQVZI3Mb/dDc7T3B+WrBhVZMSs6M3PKnI/8drjLMhEmjZVRkAH3iy5IPfFW02SNkyRB1PBPFWLlYYvmjMbeueDmoDDFIqq0ckQwG3dd1AXNtDcHA8uHC/dPUPTHZjGPtKxOfvBQvzKf72afZHCR4iJQfxYGVHqPSo7ia3jl8qOJ505/5adK3izKAGNXUO7RzjaGYfxc/wAWf6VCJhCpJlLZ+6dy5Pua56WeQSHy7gxxd1b5jmtK0kZk3SB2z/EeppQZBI8shLvJOUbg7Yyp3HFWBNMLiBUn8kFi+0rnDdm46N706G0DK3zyS7vuqzEH8B0pzEQK7fZJ0P3d4IBrdALGJo0ImjRIduPmGRg56D05P51KJpHKuoY9PmY4yR3FUMuFiuVa4OexPGPpTpJF3NIUcSbwPlkyfyqviFYts8qx7klj8xZNw28lSO/Pf3rPCrEvkW7Nbp1kZY1xx0/kPyqpJM8iKQ8gb+IZ5z702M2kauso3OzciLjH1Hc1FN6jL6yynEjNM2cNyv3qlkuI3UvJvT27H6+1U4poiWZhI8X3QW4Ye+KR4nWaJY2ncOoVc8ceoFEwNHerKolMJlbJx2YGnWTeXICtv5a88Bu/Sokt5EIgijlZvvEsGI/LOM1ajAWUMtsBjhuMGsxcpomaRbaRi7PMwHy9lGMdO/HFVoWki+VVRW55VR3qOcRLICkWCfmJbkimBN0vmRxqB/e3Y/8A11ckO5dNzKZFAZx8p3Z5Bz1/Os20v5Pt1zYPIPmXzFRV2hs/7Xf6VcUsrEgbj68c5qGZPK8vekny8qyxnC/h3rFOQXLioJUDqwj7sW5xjpVOzvPtEkj7GjXzHjxIMbip5P044p8c8KpIXdvMb7ysvBXt9M1UEnyJNIr7T935WO0f4VY7ksN1b2Y8yFvK68ZPyg+lX45Ga1eRVVtwHl/KBxWQ5YygBkD7d2WZVXHtU8UsEoWOXbvHK87higRbkGQWcIXH8Pr7fhTEaFGAMa4OfunJU+v41DNJG8bgBmkYlVbGAn0qorwYVJXMjRhfmbjd+VXzgaOY2iaaVS3O3azEc/40iPIoJcyDP8O3HH17/WqM0oZpUXzGDNkKpJH60xriUusbskZ3cY6qPQ1y3A1jOxZQpYJ03Krkj9KhZtoMO5mQ8BmkYH/61QTeUVfe3TG0qu4E/jThIfMgSRpQgz/CFGfwq05FwGSoAFEVzMn+yi5C+3NVYNPCXUV5Jf30gy2VOcL/ALo24H4VoPcMFMiI0g6MqtkfrWcL+CWVre2Um8iIV0ZV6np+nNaJmnvF15HldzHGw+UMxCj5fqTyD61gHWVOojTJkFpdlg0bAcTAjoD0GP1qxPcfYWe4mE07yNtUr84PoCB0pRGZocXIj/eMWKSNlfbg5JI9q1RpSpacw65T5iWdFk4+Zhzn+lUJHuNsy7jJ8xJCtx09DVjzTGFibDbfvYzwO3Xn86z9SllNlftAUn2Ruyr95s468+lOPxGU9j/Mp/bpx/w25+2NhSo/4Wp4s49P+Jvc0Uz9uUk/tsfthEnJ/wCFpeK//Ttc0V/U+A/gQ9F+R/IuY/7xU/xP8z+3b9gF7vxN+y/+ypZ6vo+qX2gWfwz8Nwq1npzq90v9m2u5TIudyqCQdoBypzzX6oaDZaXrq2ug+JtG8O32liPy4YZLWOYbcfKuwr8hwvy5wcdea/EX9jPxf4qtv2Y/2VLG91GfSdHg+HvhoRokzwiaI2MOd+OWGFyAOu4etftV4F8UXEuj6Ta6dPpc8Xlx+Ttt9isu37syqw3deM9e9fzxm8FGtKVur/M/pDKHKdGEebovyFT4Z33hC5uG8KWF7d+E+G+w+c8pt2bk+Q7vuKDtEMYH3cDiu/sLe2EdtcCQzx7f+Wig5Prx0rLvPHm5Izr8zahcqxj8jywiRkH7pTngelA8UQbPtFra28CN80nkxKuWPJ6da+eq1OaXMfS0qZ0cphZI/LgjRSSWLHAJ9aie9jdgIxHczKu3AbOD+Neeap4qUI72s9zhW+YtGwVfXPv6Y61p6L4u8NTxRwSkveSfKsl1Gwb7x+8ifyrooYOM/ekYYrESp6I32umleS3uoInIx827btI69Klmhgl/ehm8ry9wRfr97d6Vxa6xa2/ntYQRuTgGaTcAT6KpU7aW21yxtmmttTttTnikAZYoJDnJ7bu3vXRPLIy+0cdPMJL7J0hvZZJnSN0W2A2jPy7vpisq8naFs7o3i2tuCNlh8vriufmuozeStHB9it/M2xwzNk/gwrpbLxbrdtZzactjpFxbNGY0aRcuueh/2uO5op4OP8wvrlSRzaeIYIjG0cMk0asVYtwFA9T6/SussPEGmTQokcojuHwfLkcuCD3Ga8/uba6uyPtzSiPn7wART/sjsKv29nbKEZsQz7V/ebsn8PQVvicNRUfdMcPiK3P7yPT47vy22Fo4k/hVedwqKYm4+cIqDhdufTvWBBcR2yLEFln2/eZVBLD6envVoOWPnRZWQD5dvTb6V5Op7JFNDqLszSX0UdqDlY0tyHx/vHj8qtx4dZXkQ4X7vrx9O9QySs8TyKJoZVCtu+QhgPmI/IGliuJFjeQrgMPlxtH/ALMKLsBAwKpLFyx5Kk44NNYfvx8qs4yPf86kint5UgheEd1dgq5U9qotKkD+XOZW2/Kdrc/hU8gGrHDJKiSmT95937uSBWigGGhikkaRSvGMDpWZCGyWijSM7QCd3DY9KtWxDkSxR7pc4bdRMDRg4gdNoRx/EvBUjtTBcNmORpS/HcevrVe4nCT4QRNKvpxt/wDr1XnMwhKxqWdgvHdazA25jM8akFGZVH8I4rOjCbd8jJKw/hYYH6VnG4iKzBneN/ut84AyP8aZbiNhGzlojyuFP3vfigDR8wSlBEEVdx3ZVj+RqRmUmJzcyRFcrym7f7YqpHbbmHkpDKy/e3Ng/WpXQLtcSpbP03Bjhh/d+vvVU2ArzCUJG8apuJ3ZUHcMrUSLLkxoxWIL8vKj6VnXE32Zo2trQXMhmwcfNtH41bE7O5ZmBVeCirk/j71D/lLUCcRKAkErPNNtB2jadv4lv0psZMMjyxy2zrgAZXBU984qwm9hFmQgjb8rcnrUflSNJIPLIVozu+UEE+tMg1VnV4RKpCR4/i5P4VVCod0sbPHuG4NtwTTbYSOwiGGVcjk/MTSyeYAoLswX/Z4qOQ2SuOZ5HBaWYFSvzKzYBP0FV+YwAmwxhc5X+H2pSksMe4qmWycr1aqcDtIZJkA3RrysnPmE9etVYEvcZZMvnRhAhbdhlOMDNOaYxgBxHJu42+WMoagtxcthfMfYv8O5ePoKmlg2gHy3UBdxZ4/vZ9x1FMUCDZHdq1vKipGreW3zcyD+9WZF4etLDULvVI1cPN5bbGY/IyLt/I1p28Urp8otosnlem4VNMXhPWFmLdfMbpQaXOU8VeGR4l0HUdEOrXmiSXFuYVmtVRnjGc7lY8j0rnvAPgnUvBNhfaPN4q1bWLeSRHhF58xj2rgqD/CD1wOK9EklT98gdELYAOMjFRPKypKFZpE4/i7+taxryUeU0jiJKPKY9tpLaddPLFf3U8Ui9JJS+Pzpt3hrPVAssUbvbSRqc4OSrGtD5BIY/LkD4yG3f55rOnECRXcrxSNKI3G3G4KNvBwe9OnD3jmnM/zL/wBuEBf21P2v1GMD4peK+nT/AJC1zRR+3Hj/AIbV/bA27iv/AAtLxXjPXH9rXNFf1RgP4EPRfkfyPmH+8VP8T/M/tk/Y68LaNcfsl/sYzot1fW3/AArPw7LIn2gNtuX062bBVgTtyjHA/hUAKQc1+j+hXkqXOn6ZH5GmWe5Yo44EWJY1AwMAfePueT3r4n/4J0yaA/7Kf7KvhHUbyxs9cb4c+Gbyyuicecr6TZuYmJ6svmfiqlegr9S7/wAFW8kWk6haCBbuGZfMjVlKy4PXaRgV/M2b15fWJxl3f5n9O5JR/wBnhKPZfkeG3/h66iuLt0mmnkE0rfNtjdvnPAwO361o2Ud7bTRMpkdW+b5kUcf4109zqkgublWR0czN5mXU8bunNWHt7edftclrJLbsxP3QWUmvDufSRucVqHgz+39W0bX59S16G5t1kEVut55cMobj95F/HjtW/c+H4tOCKkeY/wDlmUXnB4GQeg7gdq342htXiltQgRgFH96PFTaneuYpWnaNUZVUSN95sdNoH6E0+eQVIo577LEJlY24dXX5d4AxTRFNmNVVZIcEllZdi/XPNU/tEkTM5WXyYydvPzMT1z61btrzzYpzsllnj6DzAiqvb61SqyMpwiJawRLJG1s9qg3bm8v+Ee1aLzvuYwB4F/3R0HSsx7gqgRnw5Ab5VBBFMaXeYpUN7IjD6bT9K0TJUUa6oJ4/LnWKYdlAx+dPh0suSCqwSk5X5A3Hbk96n0vZ5CBmuGn43N0Na92QLURM/mnduVi5Hy/T1rZVPdM2veG29okeYpBKOnVVPI70+NIp2nXayKGymBtJPfdj1qtbTQ3ZXyLch1/i7D8T0rRMZBG5nOQNwVsj2/AUlckT5fLkiVPKTdnDMQeacdjzrHsg8z+8y8e+fWoGlR5THIfLC/LufJPFSCzDyJNLuNtxlZAxBHqBVgQXUdkzv9lh2H/loNgBY/XvWUbeXzGxGhRFB3EYK57Gt++t7cyPLGVJ2goN2Bjtz/SqSi2YTSESyS4+fLYH19/pQBBBEBDE3mAkE7fmUDHrV62nZZYULRyxnPzA/wA6LIxPE0ce4p13eo9q2ILWLyUjhtzJnpyABU6gQ/aVSIsYbYsW67lwB+XWq815I7qY/KDD7u5j83ru9a03trtUWA24t4umC/GR349afDau0SrIIhIG+f5s8envU8hHOY8YikY7tpt5M59BjpUYeFZFk3LHLt42jv6Vuz2dsSsBh8ttx27mxwO4HSq62ETAC1e2nkOfvL/q8e3rT1LTKEk6Rld6BHK/M2MDn6U0XCYS2ZoZIQuNxq6tg8SMxNvMxG59w65759Pas2WJdqhSpG4gOq9+4I7Upk02ICkayRxzOrlj7DHtTgZoAAE8yFlHTj8/eoiFaN1ClAh+XzFZiaglkLwtBHKEVsNuLHBFNXNvaFkXJTdmUo/GFHPH1q4s9yrsImj24+ZmH3R/U1lxmPLbTCDt+9nAx9KtBwYRhmlGOm0VkZk+945PtLIGBH3vu7vfipRdsEdDjYRyNoOKqLGl1HsWaSCdeQG6Y/xqNkWKMq8qu7HHHFV7MLloOmyGbcwU5UOPX0x2pgkjt2KO6yE9d2WYH/e7UqW4hj+WSZuAfXaaw9ffXWihtPDX9nRTvIPtFxcMWEK99qqDlj6EjFSbL3jooHVpUAeaNVU4OM7vT6moN0kkrxB5mdWX70f3uOc/LzT4d9rbRxyH7RJxljHjn1xzioZrnzZUjWRmn3DcW+XjHTNTLYUB0k4DBluFkdeO4496cZJi8fmqp+Ufdbisx5o13QoFi5C8Dj/69Tq6xtJ5j7x2posmIj8zDBWPZey1XkYFyUI2hgp2rksce9Oiljml3xxxuduPvY6f8Cpk83HmiSRlVs7Eb7p/wrRQMLkbFmiYKwD5DbnPKn+lZWsKVsrx5Zp1LKMmM8Hkj9a0I3Vm8xjIrFgu1jwTiszXLaUaRdSCRY9237zqOR1Of6U4Mymz/M6/bdLH9tD9rwsMN/wtDxVn/wAG1zRT/wBuLH/Dav7YG1mYf8LS8V8t1P8AxNrmiv6pwH8CHovyP5Ox/wDHn6v8z96Pgd/wWr/ZK+HfwM+BPwy8VeCf2jLzxD4V8C6JoNxdWWi6XLENUsrWKESW7yX6N5PySYchXxt+Ucgfevhb/g5m/YrsNP02LXvhV+1bJeRqv2gWui6O0cjDGWUtqQIzg/nRRX5FjslwspNyj1fV9/U/YcuzvFRp2jLt0X+RWu/+Dkr9ga9uZZJ/g7+1p5LSM4A0fSMjJyP+YpUNv/wcj/sGQu4/4VR+1yIC27Z/YukNx6c6pRRXJ/YOE/k/F/5npviHGfz/AIL/ACGy/wDByP8AsJBHWz+Fv7XEJIPXQ9HOP/KpVBP+Djz9hbe4m+GX7Wzwtj7ug6MD9P8AkKUUULIcJ/J+L/zJfEOM5vj/AAX+Q6z/AODjX9gvzZft3w1/a5S1OCqx+HNHY5ye51YcdKvT/wDBx5+wDdQxxP8ADD9r63VVPyx+HdF2s3bI/tWiireQ4X+T8X/mYvP8Xf4/wX+Rlf8AERr+wfGA0fwt/azmm/vP4f0Yc/hqlSt/wce/sK/a2uE+Fn7V4QqPl/sDRxtPfGNUoooeQ4X+T8X/AJlRz/F/z/gv8iKX/g4+/YeY5i+F37V8ZwVDDQ9IB9v+YnXRN/wcm/sDyPA8nwm/a4cooHOg6Mf4QP8AoKetFFZ/2FhdPd/F/wCZUs/xn8/4L/Isf8RJ/wCwDgt/wqj9rhnK7f8AkXdHAX6Y1epk/wCDlT/gn7EzOvwg/a4ZipHzeH9H6/8Ag2oorV5Fhf5fxf8AmZvPsX/P+C/yAf8ABy3+wQWmZ/hD+1mW42/8U/oxHBz31Ss9v+Dkz9gyWYTyfC79r2Nl24C6DoxBx1z/AMTSiin/AGHhf5fxf+Yo59i/5/wX+Rlyf8HIf7C8+Y5vhf8AtbGDcGwuh6P+PH9qdail/wCDjz9hJjhfhl+17JHuDbZNF0gj8v7UooqlkeFt8P4v/Mr+38X/AD/gv8iS2/4ORP2GYmd5fhd+1ix/hH9g6QR+P/E1rUi/4OVf2F0KB/hP+1cyrjp4f0YDH0/tTmiip/sPC/y/i/8AMP7fxf8AP+C/yJk/4OXf2HFdgfhP+1asLEZ26Do+cD2/tOpLX/g5Z/YTVy118Kv2tpRndtXQNGxnP/YUoopxyPC/y/i/8zGefYv+f8F/kaupf8HMH7AF07yWvwm/a/tSyj5f+Ef0XGec/wDMV4HIrMH/AActfsIxsFtvhR+1rbRY/g0DRlb9NUoopf2Hhf5fxf8AmNZ9i/5/wX+RAf8Ag5b/AGG98a/8Kr/avktwTuD+H9GJPp/zFKV/+DlX9hBTug+FX7W6u3MhOg6OM85/6CnSiim8jwv8v4v/ADLhn2L/AJ/wX+RHF/wcqfsKjPnfCr9rUnHy40LRz165/wCJpVUf8HJn7CaCSJfhR+1i0J3Y3aDo5IyOP+YpxRRULIsL/L+L/wAyv7fxf8/4L/Iaf+Dkf9hGSS3Mnwu/a4KIqrj+wdG5wf8AsKVowf8AByl+wWspkm+FP7XTj+FV0LR/w/5ilFFaPIsL/L+L/wAxf29i7/H+C/yHJ/wcqfsEqw3fCf8Aa6ZNvfQtGPP/AINKQf8AByl+wQCA3wm/a2kG3+Lw9opIOMf9BSiioeR4X+X8X/mVHP8AF3+P8F/kTH/g5b/YOVGWP4T/ALW5O4fe0HRun/g0qBv+Dlb9hIlGX4WftcK4B5/sHRvlJ9P+JpRRR/YWF/l/F/5i/t/F/wA/4L/Ink/4OWf2DgymH4V/tfEbAu1tD0UKD/u/2mazv+Ikz9g92Ek3wr/a3Z927jQdGHP/AINKKKieRYX+T8X/AJlR4gxn8/4L/Ilk/wCDlD9guRIx/wAKk/a0Rtw3bdB0b5hn/sKcnFLcf8HKH7BnC2nwl/ayCZG7zPD+jZxj/sKUUU/7Bwtvg/F/5lriDGfz/gv8iuv/AAcnfsKx7fK+F37WwXn5f7B0YD/06UL/AMHJ/wCwqGO74U/tX7MYwvh/RRx2/wCYpRRV/wBhYX+X8X/mZf2/i/5/wX+RNbf8HJv7BQUR3Xwo/a3dNwb5fD+ikjn31Srup/8AByX/AME+NR017GT4UfthP8wZQ/h3RCi4/wBn+1etFFSsiwt/h/F/5kVM+xf8/wCC/wAj+N/9pH4i6J8YP2iPj38WvDMGr2vhvxR401vxFp8eoRpHdR213fTTxrOqM6LKFlUMFZlDZwzDmiiiv2rDR5acUuyPxHEycqkm+7P/2Q==" width="402" /> <br /></span></span></span></span></span></p><p><span style="font-size: medium;"><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>The incomparable game of chess, </span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>by J. S. Bingham, London 1820. €210.</span></span></span></span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><i><span style="color: black;"><span style="color: black;"></span></span></i></span></span></span></span></span></p><p><span style="font-size: medium;"><span style="color: black;"><i><span style="color: black;"><span style="color: black;"><span><span style="font-family: verdana;">Le Monde des Echecs. </span> <span style="font-family: verdana;"> </span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>Published by L'Echiquier in Brussels in 1933, this contains 16 portraits of some of the leading chess personalities of the 1920s and 1930s. €87.</span></span></span></span></span></span></p><p style="text-align: center;"><img alt="" height="417" 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" width="622" /></p><p><i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>Chess in former German, now Polish territories, </span></span></span></span></span></i><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>self published by the author Fred van der Vliet, The Hague 2007. This English work that I was not familiar with has much on the history of chess in Germany, covering among other matters, Adolf Anderssen and his home town of Breslau</span></span></span></span></span><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>: </span></span></span></span></span><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>€63</span></span></span></span></span><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span>.</span></span></span></span></i></p><p><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span>Prvá Slovenská kniha Šachová, </span></span></span></span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span>Zilina 1930</span></span></span></span></span></span></span><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span>. </span></span></span></span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span>The first Slovakian book on</span></span></span></span></span></span></span><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span> </span></span></span></span></span></span></span></i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="color: black; font-size: medium;"><span style="color: black;"><span>chess:</span></span></span></span></span></span></span><i><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span> </span></span></span></span></i><span style="font-size: medium;"><span style="font-family: verdana;"><span><span style="color: black;"><span style="color: black;"><span>€</span></span></span></span></span></span><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="font-size: medium;">111.</span></span></span></span></span></p><p style="text-align: center;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="font-size: medium;"> <img alt="" height="506" 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" width="355" /></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span>Harrie Grondijs' ultra </span></span></span></span><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span>small editio</span></span></span></span><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="font-size: medium;">ns were naturally in demand with two volumes of his <i>Chess Craze Bad</i> series selling for €190 each. These editions of just 37 copies originally sold for €50 in 2015 and 2017.</span></span></span></span></span></p><p style="text-align: center;"><img class="photo" height="513" src="http://www.chesslund.com/uploaded/2021-10-21/863add212D3c952D43002D90062D03b81b3b45bbBad6.jpg" width="350" /><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="font-size: medium;"> </span></span></span></span></span><img height="503" src="http://www.chesslund.com/uploaded/2021-10-21/0bfce6102D528f2D49682Daf142D1f43f0d85ea4Bad1.jpg" style="opacity: 1;" width="349" /></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="color: black;"><span style="color: black;"><span><span style="font-size: medium;">David DeLucia's lavishly produced books also fetch high prices and the first edition of <i>A Few Old Friends</i>, Darien 2003, sold for €131 while <i>Bobby Fischer, Triumph and Despair</i>, compiled in collaboration with Alessandra DeLucia, Darien 2009, realised €446. From the catalogue: "</span></span></span></span></span><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span>Pictorial
account of all sorts of Fischer items, accumulated over the years by
the author. This monumental work is an extension of <i>Bobby Fischer</i>
<i>Uncensored</i>, including a complete 1999 diary written in Fischer's hand
(300+ pages), 8 Fischer annotated games from Herceg Novi 1970, 7
unrecorded training games (1992) between Fischer and Gligoric (6) and
Torre (1), over 100 pages of correspondence between Fischer and Gligoric
from 1973-1995, the Ed Edmondson notes from the early to mid-1970's
regarding Fischer telephone conversations, a 62-page typescript by
Fischer elaborating the differences between the Batsford and Simon &
Schuster editions of '<i>My 60 Memorable Games</i>', 2 letters written by
Fischer to the U.S. consulate while incarcerated in the detention center
in Japan and other letters and memorabilia of Fischer. Foreword by
Alessandra De Lucia. Epilogue and bibliography. Bound hardcover in solid
black slip case. 786 p. 28 cm x 23,5 cm. Private edition - Darien, CT,
2009."</span></span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span> </span></span></span></span></span></span></span></p><p style="text-align: center;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span>____________________________________</span></span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span> <br /></span></span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span>A total of around 340 lots went under the hammer with the majority selling for €25 or less so there were plenty of items for all pockets. All eyes now turn to next weekend when Antiquariat Klittich Pfankuch hold their half-yearly auction in Braunschweig with nearly 900 lots of chess literature, chess sets and memorabilia offered for sale including some exceptional items from the collection of the late Lothar Schmid. No doubt the big hitters will be rolling into town with their bidding boots on but let's hope that they leave a few crumbs for the rest of us.<br /></span></span></span></span></span></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: medium;"><span style="color: black;"><span style="color: black;"><span><span style="color: black;"><span style="color: black;"><span><br /></span></span></span></span></span></span></span></p><p></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com1tag:blogger.com,1999:blog-2590639255664822420.post-48704029508080751572021-11-08T23:17:00.002+00:002021-11-11T15:35:37.184+00:00British Chess Problem Books published up to 1949, by John Beasley<p style="text-align: justify;"><span style="font-family: verdana;"><i><span style="font-size: medium;">British chess problem books published up to 1949</span>, </i>by John Beasley is a little known chess bibliography, first published in August 1996. A second edition (revised and enlarged) was issued in June 1997. John Beasley, the English problemist and author, was librarian and archivist of the British Chess Problem Society at the time these were published. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMyBCTxGhO5bJPm4SB8XfrNfo0vWit4Nanvd8LPZfQ0Gp3Q-_GaS-3hJVNNfiUYpXkf5BuPZebD1C7-_mv6wMH0q4MRzGLVuvkC6mdWCq-PrpR868i0EQy1hLL_QQ7MacfP5be61LVcDgx/s2048/BEASLEY+BIBLIO+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1708" height="623" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMyBCTxGhO5bJPm4SB8XfrNfo0vWit4Nanvd8LPZfQ0Gp3Q-_GaS-3hJVNNfiUYpXkf5BuPZebD1C7-_mv6wMH0q4MRzGLVuvkC6mdWCq-PrpR868i0EQy1hLL_QQ7MacfP5be61LVcDgx/w521-h623/BEASLEY+BIBLIO+TITLE.jpeg" width="521" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The first edition had been very briefly reviewed in <i>The Problemist</i> for November 1996, page 311: <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizzFm1q4WcWu8ccoAKIztzaMDf0p3AwEMdJTFoTXueaInZ5NUJyWbd_afyx7vLaloMO1ZAuWBNBqxFmRllh8Rw-pLfns06F7Rq0ol8lClzdzCrlkMthPsVDC9wwp8IqsRr890vMMn_JR-n/s1040/PROBLEMIST+NOV+1996+P311.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="160" data-original-width="1040" height="79" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizzFm1q4WcWu8ccoAKIztzaMDf0p3AwEMdJTFoTXueaInZ5NUJyWbd_afyx7vLaloMO1ZAuWBNBqxFmRllh8Rw-pLfns06F7Rq0ol8lClzdzCrlkMthPsVDC9wwp8IqsRr890vMMn_JR-n/w518-h79/PROBLEMIST+NOV+1996+P311.jpg" width="518" /></a></span></div><span style="font-family: verdana;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio9UNa6Z9-BRKE3KmGHSgIdjT5LLOK_PaEbW2yr1Q1mXCZBiCbFpcob0dJomHzssXAfyiwbHhCOilqRUHYFFOTJikNl9aErlJH4RrXouoECFEzQju94TY9xAp74i7mCRtGxwhEMr3zUtCP/s1070/PROBLEMIST+NOV+1996+P312.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="453" data-original-width="1070" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio9UNa6Z9-BRKE3KmGHSgIdjT5LLOK_PaEbW2yr1Q1mXCZBiCbFpcob0dJomHzssXAfyiwbHhCOilqRUHYFFOTJikNl9aErlJH4RrXouoECFEzQju94TY9xAp74i7mCRtGxwhEMr3zUtCP/w520-h220/PROBLEMIST+NOV+1996+P312.jpeg" width="520" /></a></div><br /><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The 16 page second edition was briefly reviewed in <i>The Problemist</i> for July 1997, </span><span style="font-family: verdana;">page 179: <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_yJBuxdAsx17FZGZAHMMX_ldOaiD24MUXxsDGehHEsnF6ZImGaawfSox-F-Vws9EBfUOFK9PftsFVt6JjGRVv6laEj16pVaDT0XmGX1JMySS63-sriOKO4_0CSoIGN_mnrHIlnYIjDgjP/s957/PROBLEMIST+JULY+1997+P179.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="957" data-original-width="834" height="550" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_yJBuxdAsx17FZGZAHMMX_ldOaiD24MUXxsDGehHEsnF6ZImGaawfSox-F-Vws9EBfUOFK9PftsFVt6JjGRVv6laEj16pVaDT0XmGX1JMySS63-sriOKO4_0CSoIGN_mnrHIlnYIjDgjP/w479-h550/PROBLEMIST+JULY+1997+P179.jpeg" width="479" /></a></span></div><span style="font-family: verdana;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAWaCtcIk8RwJC22bV45jF912qaRnsu3ZT__w8mbJv7RKYNvpg5OG34LrAQhYSuYK0oUONtW-ek_SQBiU0OBrgQgRy4HVrOeAz-s8V1UtkLhDeY5BCbRC0x1Lv3mzanwdhxetpVzFXVcBE/s826/PROBLEMIST+JULY+1997+P179+PART+2.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="219" data-original-width="826" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAWaCtcIk8RwJC22bV45jF912qaRnsu3ZT__w8mbJv7RKYNvpg5OG34LrAQhYSuYK0oUONtW-ek_SQBiU0OBrgQgRy4HVrOeAz-s8V1UtkLhDeY5BCbRC0x1Lv3mzanwdhxetpVzFXVcBE/w483-h128/PROBLEMIST+JULY+1997+P179+PART+2.jpeg" width="483" /></a></div><br /><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The present article reviews the second edition, a copy of which was kindly made available to me by Tony Peterson of chessbooks.co.uk.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">John Beasley explains in his thoughtful <i>Introduction</i> that a substantial portion of the classic British school of chess problem composition, which filled many newspaper columns, has subsequently been collected and published in book form. His bibliography aims to bring together details of all chess problem books (including general chess books with a significant amount of problem content), periodicals devoted to chess problems, problem tourney reports and works on endgame studies, published in Britain up to 1949. The pre-1950 cut off date was arbitrary, but, as the author remarks, "one has to draw a line somewhere or the job is never done."</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sources included Betts' Bibliography, Cleveland Public Library, British Library and the library of the British Chess Problem Society; but there is no mention of the van der Linde-Niemeijeriana collection. Particular use was made of a notebook belonging to John Keeble, the renowned problemist, author and chronicler, in which he had noted all chess books printed in England that were in his collection in January 1911. Keeble's notebook is now in Cleveland but Beasley's bibliography has four additional pages of <i>Notes on John Keeble's</i> <i>Chess Problem book list</i>, with details of the works listed in the notebook. Beasley also received considerable assistance from Ken Whyld and Michael McDowell in compiling this work.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Beasley's bibliography covers both chess problems and end-game studies; in 1939 J. Selman Jr. had proposed making a bibliography of end-game literature in a letter to the New York chess book collector and dealer A. J. Souweine, however this does not appear to have come to fruition. <br /><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZoOsqdicpHxpiWjsKrP2UPjujEtR2kmde8rkKczwSvDgwh0ZjfK4HYJ5CNv3thYFqnM_GkZ8Qk0CYSOiYLJ1-TNP4U0qLYiTzHfxfXsWpkK4ozDO46k3I2sEakjc3hjj8WNttYXmWMT5m/s2048/SOUWEINE+LETTER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1378" data-original-width="2048" height="399" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZoOsqdicpHxpiWjsKrP2UPjujEtR2kmde8rkKczwSvDgwh0ZjfK4HYJ5CNv3thYFqnM_GkZ8Qk0CYSOiYLJ1-TNP4U0qLYiTzHfxfXsWpkK4ozDO46k3I2sEakjc3hjj8WNttYXmWMT5m/w594-h399/SOUWEINE+LETTER.jpeg" width="594" /></a></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;">A useful <i>Bibliographie der</i> <i>Endspielbücher</i> listing nearly 300 works on the end-game, in many languages, is included in the dual language book <i>365 Ausgewählte Endspiele </i>/ <i>365 Selected Endings</i> by Norman Whitaker and Glenn Hartles, published in Heidelberg in 1960. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGgdJquZXkk7Q3eO2kBrjKANivrQwzl1ivV1q3h47Ue9ADSl2tgEs0I07SdvAwLzCqOoQF22CMBYESg7y3XP9NgXVYd6ldhSUJ04hHKfNsBh9uxCJAryue5cMAEeMD8ZufBP9YGN2D3lOj/s2048/WHITAKER+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1255" height="695" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGgdJquZXkk7Q3eO2kBrjKANivrQwzl1ivV1q3h47Ue9ADSl2tgEs0I07SdvAwLzCqOoQF22CMBYESg7y3XP9NgXVYd6ldhSUJ04hHKfNsBh9uxCJAryue5cMAEeMD8ZufBP9YGN2D3lOj/w426-h695/WHITAKER+COVER.jpeg" width="426" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5thfyx1qOpoZtQqclz2SydIdBo76RpEOmk1FVnljWtCZI_DtD2CSxPMdAFcBZpdods0bHsguP-qMThHhEekcXJqH-9ZdaWW6oowtFMJXnkKGKtq9ahsVKtHFDE-5X4_8e1eLWLdwffMub/s2048/WHITAKER+BIBLIO.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1155" height="764" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5thfyx1qOpoZtQqclz2SydIdBo76RpEOmk1FVnljWtCZI_DtD2CSxPMdAFcBZpdods0bHsguP-qMThHhEekcXJqH-9ZdaWW6oowtFMJXnkKGKtq9ahsVKtHFDE-5X4_8e1eLWLdwffMub/w430-h764/WHITAKER+BIBLIO.jpeg" width="430" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Beasley's compilation, which includes works published in Britain only, has 179 entries listing around 200 books and periodicals, and each entry is accompanied by a useful commentary. Some of the many illuminating comments follow:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1846. Alexandre A. <i>The Beauties of Chess</i> - This massive collection of 2,000 problems was notoriously careless (Beasley), but a paper prepared by Oskar Korschelt and published in <i>Deutsche Schachblatter</i> in 1913, corrects many of the errors and gives the sources of most of the problems. This essential paper is included in the Olms reprint of Alexandre. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">1855. Miles J. A.<i> A Collection of Chess Problems</i> - This rare first collection of problems by John Miles escaped Betts; T. R. Dawson did not have a copy although it was in Keeble's collection. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifFrTCFA4hWSfn0lNKs_3f7JsngJjQI6gMagAyznX_mGVpCXvQLkC6AUkrbGpJi-ua-LzF58_2I6lEOnzpiI5M7Cbj5it4IL6ZxMCHpG1i7Z66I0uAi-PbbPx7_R6EvZrWhNQeJW0DjhXP/s2048/MILES+COLLECTION+TITLE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1382" height="656" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifFrTCFA4hWSfn0lNKs_3f7JsngJjQI6gMagAyznX_mGVpCXvQLkC6AUkrbGpJi-ua-LzF58_2I6lEOnzpiI5M7Cbj5it4IL6ZxMCHpG1i7Z66I0uAi-PbbPx7_R6EvZrWhNQeJW0DjhXP/w443-h656/MILES+COLLECTION+TITLE.jpg" width="443" /></a></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">1882 Miles J. A. <i>Poems and Chess Problems</i> - Some copies have a corrected frontispiece problem pasted over the original.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1891 Reynolds B. <i>How to solve a Chess Problem - </i>This is book 9 in Morgan's <i>Shilling Chess Library</i> series (Betts 30-7), but was almost certainly never published. Books 8 and 10 in the series were published in 1891 and 1892 but in a list dated 1899 Morgan still described the Reynolds book as "in press". Betts says "not examined", this is not in Keeble's notebook, and the bound volume of <i>Morgan's Shilling Chess Library</i>, which was held by the British Museum but now destroyed, was catalogued as "wanting number 9".</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1908 Bristow H.<i> Chess Miniatures</i>. According to the Cleveland catalogue about 20 copies had their titles altered in the author's hand to <i>Chess Fancies</i>. Beasley also records an edition dated 1899 from information in Keeble's <i>Notebook, </i>this is not listed in Betts<i>. </i>This book was briefly reviewed by Philip H. Williams on page 378 of <i>The Chess Amateur</i>, September 1908, without any mention of an earlier printing. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">1910 Keeble J. H. <i>The Caduceus</i> - This book comes in two editions both published in 1910. The second edition has five additional pages with the judges remarks to the problems. Keeble's notebook states that 130 copies of the first edition were published and 120 copies of the second edition. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">1910 Keeble J. H. <i>Vive la Beauté</i> - Keeble's 1911 notebook includes information on his secretive publication - a tinted version of <i>The Caduceus</i>, which was not to be revealed until after the author's death (in 1939) - see <i>The British Chess</i> <i>Magazine</i> 1939 pages 185 to 187. Keeble's notes differ slightly from the information later included in David DeLucia's <i>A Few Old Friends</i>, and <i>British Chess Literature to 1914</i> by Timothy Harding. In particular, Keeble states that 11 pink and 12 lemon copies were printed, but 1 pink copy and 2 lemon copies were bound up with the title page from <i>The Caduceus</i> and in similar binding. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8v6mgJ8i4X6y027JXjG1uoAoaU2OdJD8QW-j3jJRNTO3bhOfha4yTqA7pMMJBhLjKilfZA5aG3y-ID2QuvxpEojxWR5fHo-8oAhG33LV5wXkTW0_4JFPHM56OlPmn5KH6UDpmTAI39i1/s2016/BEASLEY+BIBLIO+P8.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="950" data-original-width="2016" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8v6mgJ8i4X6y027JXjG1uoAoaU2OdJD8QW-j3jJRNTO3bhOfha4yTqA7pMMJBhLjKilfZA5aG3y-ID2QuvxpEojxWR5fHo-8oAhG33LV5wXkTW0_4JFPHM56OlPmn5KH6UDpmTAI39i1/w660-h312/BEASLEY+BIBLIO+P8.jpeg" width="660" /></a></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The first book listed in Beasley's bibliography is Sarratt's <i>A Treatise on the Game</i> <i>of Chess</i> published in 1808. This, perhaps surprisingly late date for a first British book with a substantial number of chess problems, is in line with the findings reported in the <i>Questions</i> <i>and Answers</i> section of <i>The Chess Amateur</i> for July 1908, page 294, that no chess problems composed by an Englishman before 1800 could be traced. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuij8y-zGdCdLt0SM1M4ZnjmWXGpUEzJWe8AsOn3mLk9D2qEViuEXMfQZejGEPHN5ZYKqc0nNKHqktSt9xSDnYhuaSZpGN1o3EWDTwYd7R3J4dzWRtcAp-ErH4Ei1Br-HqlA4cGNTda1i/s2048/BEASLEY+BIBLIO+P5.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1271" height="956" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuij8y-zGdCdLt0SM1M4ZnjmWXGpUEzJWe8AsOn3mLk9D2qEViuEXMfQZejGEPHN5ZYKqc0nNKHqktSt9xSDnYhuaSZpGN1o3EWDTwYd7R3J4dzWRtcAp-ErH4Ei1Br-HqlA4cGNTda1i/w595-h956/BEASLEY+BIBLIO+P5.jpeg" width="595" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Chess problem books flourished in the second half of the nineteenth century and easily outnumbered other categories of chess books such as general treatises, tournament books or games collections. Beasley included general chess books in his bibliography "only if they contain a significant amount of problem material... usually at least 50 problem positions not derived from games". </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0QAe0STJKPaHf5oD-EJvDHAxwbBbGKZv9_VYdHzRFFLtins769EulypNcbZwEuPUq91J9WlE8thiLC5dzmgCtU33gaI5nde5zFdsN6iksgjLpX0uBimcy1r-ZmCwfFzCTKaTGTEvyXOf4/s2048/beasley+periodicals.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1762" height="697" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0QAe0STJKPaHf5oD-EJvDHAxwbBbGKZv9_VYdHzRFFLtins769EulypNcbZwEuPUq91J9WlE8thiLC5dzmgCtU33gaI5nde5zFdsN6iksgjLpX0uBimcy1r-ZmCwfFzCTKaTGTEvyXOf4/w600-h697/beasley+periodicals.jpeg" width="600" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><div style="text-align: justify;"><span style="font-family: verdana;">Beasley also includes a page of <i>Supplementary notes, </i>mostly from information supplied by Michael McDowell and Ken Whyld.<i> Mr Blackburne's Games at Chess</i>, 1899, with 28 problems, is added to the bibliography and a few minor corrections are made.<i> </i>Among these notes is a comment regarding F. R. Gittins' <i>Chess Bouquet</i> of 1897. "Also I recall seeing a reference to a supplement....Presumably this never saw the light of day". However, several parts of a supplementary <i>Chess</i> <i>Bouquet</i> did appear and I will write about these separately.</span><br /></div><div><p style="text-align: justify;"><span style="font-family: verdana;">Several rare and obscure publications are listed in Beasley's bibliography including the following:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1880<span> </span><i>Problem tourney award booklet</i>, by the Ayrshire Argus and Express newspaper.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">1893-94<span> </span><i>The Chess Album, "cabinet photographs of leading amateurs, with</i> <i>games and problems"</i> by David Hum, London. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">1902<span> </span> <i>A selection from the original two-move problems of R. Forde, </i>published by the author. This contains 75 blank pages, 18 diagrammed problems and solutions. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">1907<span> </span><i>Notes on two-move chess problems, and how to solve them,</i> by P. H. Williams, Stroud. A Braille edition was published by the National Institute for the Blind. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">1910<span> </span> <i>Twelve chess problems (composed within the last few years)</i>, by Thomas M. Eglington, W. W. Morgan, New Barnet.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">1929<span> </span><i>First international two-move chess problem composing tourney</i>, issued by the West Sussex Gazette.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1945<span> </span><i>Report on first problem solving contest for schools</i>, by G. P. Bowell, published by British Chess Problem Society and Chess Education Society, London.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1939<span> </span><i> When doctors disagree</i>, by H. D'O. Bernard, Stroud. This is the text of a lecture given to the British Chess Problem Society in February 1934.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The bibliography also contains a page detailing changes from the first edition and another page of notes on the Library of the British Chess Problem Society. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">There are a number of British publications with significant chess problem content not listed in John Beasley's bibliography and I will list these in a later article.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Many thanks to John Beasley and his contributors for the information reproduced above and thanks to Owen Hindle for the image of <i>A Collection of Problems in Chess</i>, by J A Miles, 1855.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><br /></p></div>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-35046687674114361612021-10-31T16:17:00.000+00:002021-10-31T16:17:26.085+00:00Particulars of a chess match, played in Cambridge, in March, 1831<p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfnUD4m_tTrd_m9tKzdTiM4ylY0M7bSsi9VZWDnoxHMRpq8OM9HFY6g8DhaGKf6MMggR5P-TiGYw_m9JI2LlaeHsahb3vkMTVrSo3BQnmseoZ3NJoRZwBEXwFnGA58j6t-JCV9LL9t2szq/s1402/BCM+1917+P265+EXTRACT.jpeg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="382" data-original-width="1402" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfnUD4m_tTrd_m9tKzdTiM4ylY0M7bSsi9VZWDnoxHMRpq8OM9HFY6g8DhaGKf6MMggR5P-TiGYw_m9JI2LlaeHsahb3vkMTVrSo3BQnmseoZ3NJoRZwBEXwFnGA58j6t-JCV9LL9t2szq/w671-h218/BCM+1917+P265+EXTRACT.jpeg" width="671" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">BCM 1917 Page 265<br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Following on from my article dated 8th October 2018 regarding the rare chess pamphlet: <i>Particulars of a chess match, played in Cambridge, in March 1831</i>, John Townsend has carried out some further investigations into this historic chess match and the related pamphlet. His detailed research firstly corrects the publication details (I had erroneously stated that the pamphlet was published in Hatfield, but it was published by Weston Hatfield in Cambridge), and secondly provides extensive information regarding the identities of the two players.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">John Townsend's essay follows and the frequent mentions of Goulding Brown refer to comments made in his article <i>Early Oxford and Cambridge Chess: A Sequel</i>, in the <i>British Chess Magazine</i>, October 1932, pages 434 and 435.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><br /><span style="font-family: verdana;"><!--[if gte mso 9]><xml>
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</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">I found the blog
article about the Cambridge
1831 match very interesting, and, as it is an early example of a match, I
believe it would repay closer study of its circumstances, even though the
standard of play was said to be low. <span> </span>I
would like to try to tie up at least some of the loose ends.</span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">"Hatfield" was interpreted as the place of publication of the
pamphlet, whereas the 1917 article in <i>B.C.M.</i>
(footnote to page 265) said it was published "at Cambridge".<span> </span>"Hatfield" is, indeed, part of the
publication details, but I believe it is the name of the publisher, Weston
Hatfield.<span> </span>In the Cambridgeshire section
of <i>Pigot and Co.'s National Commercial
Directory</i>, 1830, his business at Sidney
Street, Cambridge
was listed twice: once, on page 26, under "Newspapers", regarding the
<i>Cambridge Independent Press</i>, and
once, on page 27, under "Printers".<span>
</span>He was best known as a local newspaper publisher, but he also handled
some books.<span> </span>For example, in 1830 he was
the publisher of a local poll book, <i>The
Poll for two Knights of the Shire for the County of Cambridge</i> ... August,
1830.<span> </span>In 1820, in a notorious trial, he
had been acquitted of rioting.<span> </span>Weston
Hatfield's death was noted on 18 August 1837 at the age of 43, on page 358 of <i>Proceedings of the Cambridge Antiquarian
Society</i>, No. XXXIV, Cambridge,
1893.<span> </span>The insertion also notes that he
unsuspectingly became the "political representative" of Reformers and
"courageously fought their battles".</span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Of the players, one,
Henry Daniel Oppenheim, can be easily identified.<span> </span>His entry in the same <i>Pigot's</i> is to be found, on page 27, under "Professors and
Teachers"; his subjects were given as French, German and Hebrew, and his
address was Market Hill, Cambridge.<span> </span>"Professor"
was used in a loose sense rather than as a university academic, and Bertram Goulding
Brown correctly surmised that he was a private tutor and not employed by the
University.<span> </span>He had works on Hebrew
published. Brown also noted that he was a subscriber to W. G. Walker's 1836
volume on Mcdonnell, and he could have added that his entry was listed under
"Cambridge Chess Club".</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Concerning the
other player, the victor, Brown's findings should be challenged. <span> </span>Firstly, he correctly states that "there
were two Gordons in residence at Trinity".<span>
</span>However, there was only one Gordon who could be correctly referred to as
"Mr. Gordon" or "Gordon, Esq.", and that was Francis
Hastings Gordon.<span> </span>The other, the Hon. Francis
Arthur Gordon, was a member of the aristocracy, being the son of an earl and,
though untitled, was styled "the Honourable".<span> </span>His situation was similar to that of John
Cochrane's father, <span>the Honourable John
Cochrane, as described in Edward Winter's Chess Notes (C.N. 11102).<span> </span>It would have been wrong to apply
"Mr." or "Esq." to the Hon. </span>F.A.G. and, in an age
that was conscious of social rank, it is not a mistake that was likely to be
made.</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Secondly, I
believe Brown was right to assume that "Gordon, Z. H., Esq." contained
an error (presumably, the initial, "Z"), but, surely, he ought to
have allowed for the possibility that the middle initial "H" had some
significance; at the least, he could have mentioned that the explanation might
be the middle name "Hastings" of the candidate whom he did not favour.</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Thirdly, part of
Goulding Brown's argument was that "the greater age of the former [i.e. the
Hon. F.A.G.] strengthens this identification".<span> </span>However, in his previous paragraph he had
just given data which suggested that F.H.G. was the elder!<span> </span>John Venn's <i>Alumni Cantabrigienses</i> gives the date of birth of the Hon. F.A.G.
as 20 January 1808, while the age of 20 given for F.H.G. on admission on 2
October 1826 confirms that F.H.G. was born first.<span> </span>Therefore, insofar as their respective ages have
any significance, as Brown evidently thought, his logic needs to be reversed in
favour of the sizar.</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Whereas,
understandably, plenty has been written about the Hon. F.A.G., comparatively
little is known about F.H.G.. Venn records that he was born at Westminster
[by inference about 1806], and educated at Bristol School.<span> </span>After his B.A. in 1831, he worked as a tutor,
spending an undefined period in Scotland,
where his daughter, Jane, was born about 1836-7.<span> </span>(That much has been learned from her 1871
census entry in Chelsea (National Archives, RG 10 76, page 52) and the record
of her marriage at St. George's Church, Battersea on 21 December 1868 to Job
Mason, a labourer; this latter record described F.H.G. as "Tutor
B.A.", without saying whether he was still alive then.)</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">Brown asserted
that the son of the earl was more likely than the "poor sizar" to
have connections who might have such a pamphlet printed, but that also seems
open to question.<span> </span>According to Brown, it
was "badly printed".<span> </span>Insofar
as Weston Hatfield's political leanings could be a consideration, they seem, if
anything, to detract from the argument for the earl's son.<span> </span>Besides, though a sizar, F.H.G. was not exactly
from an impoverished family. His father, Anthony Gordon, went to Trinity College,
Dublin, became
a "Retired Captain of Invalids" and wrote books about military
weapons, dying in 1831 shortly after the chess match.<span> </span>F.H.G.'s elder brother, Rev. Anthony Gordon,
went to St. Paul's School and graduated at Trinity College,
Cambridge, where he later served as Chaplain for
a number of years, until his death at Trumpington, near Cambridge, on 25 December 1857.<span> </span>Wills were proved for both Anthony Gordon senior
and junior.<span> </span>This family could afford the
pamphlet if it had the inclination.</span></span><span style="font-size: medium;">
</span></p><p class="MsoNormal"><span style="font-size: medium;"><span lang="EN-US">In summary, there is
a good case for suspecting that F.H.G. was the winner of the match, rather than
the Hon. F.A.G. whom Brown suggested, although, clearly, there is as yet no
proof.</span></span><span style="font-size: medium;">
</span></p><p style="text-align: left;"><span style="font-family: verdana;"><br /></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-41006265934649862932020-12-07T20:20:00.002+00:002020-12-08T09:28:33.875+00:00 A truly rare chess book, by Donald B. Dyer<p style="text-align: justify;"><span style="font-family: verdana;"><i>A Course of Instructions for Beginners in Chess; The Game of Kings</i>, by Donald B. Dyer.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN6a3ZXEgdY_eMjgtwa9s5Go0JhPFPXlRKcZWax8OVy4ef9bZ8um7oI2PyPVRLbUoa5-PF7W4mMJZSXOCWy4RzWhWjkWWEk0LorsEe4yH1q5Maf2zgDCumAMKp7kuej2n83kdvVLZuTLfA/s755/donald+dyer+BOOK+FULL.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="729" data-original-width="755" height="506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN6a3ZXEgdY_eMjgtwa9s5Go0JhPFPXlRKcZWax8OVy4ef9bZ8um7oI2PyPVRLbUoa5-PF7W4mMJZSXOCWy4RzWhWjkWWEk0LorsEe4yH1q5Maf2zgDCumAMKp7kuej2n83kdvVLZuTLfA/w523-h506/donald+dyer+BOOK+FULL.png" width="523" /></a></div><br /><p style="text-align: justify;"><span style="font-family: verdana;">This little primer was probably published in Milwaukee, Wisconsin, USA in the 1940s or 1950s. I do not have a copy, all I have is an image taken from an auction sale where the book was sold alongside a chess set.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4JjGTLh41bPT4K0mXjHhJo8nQxG4cg6vARNaj8ThE6VojtOE9NBlYlnpxuPfxvFgB7titdMbvGvZygM4c-1tQQROiFwrzDYACXjePo__8r4BR7I5n-y43N5ytFATM8VokcL3EPUOUd8qy/s725/donald+dyer+full+picture.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="615" data-original-width="725" height="469" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4JjGTLh41bPT4K0mXjHhJo8nQxG4cg6vARNaj8ThE6VojtOE9NBlYlnpxuPfxvFgB7titdMbvGvZygM4c-1tQQROiFwrzDYACXjePo__8r4BR7I5n-y43N5ytFATM8VokcL3EPUOUd8qy/w554-h469/donald+dyer+full+picture.jpg" width="554" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Despite extensive research I cannot find a single reference to this book anywhere; absolutely nothing. The book is not recorded in WorldCat, the online catalogue collating the holdings of nearly 18,000 libraries worldwide, so the book is not in the major chess collections in the Cleveland Public Library or in the Koninklijke Bibliotheek in The Hague. It is not in any bibliography, and I have searched for this book in hundreds of book dealer's and auction catalogues without success.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Donald B. Dyer was a director of the United States Chess Federation and, at various times, supervisor of chess, department of municipal recreation, Milwaukee, Wisconsin, and assistant superintendent of schools, in charge of recreations and adult education in Milwaukee.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Dyer's career was in </span><span style="font-family: verdana;">education and recreation and he authored two other (recorded) books:</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Liability in Public Recreation</i>, Appleton, Wisconsin 1949</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>In-Service Education for Community Center Leadership; Prepared for the National</i> <i>Recreation Association</i>, New York 1955.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Donald B. Dyer is briefly mentioned in <i>The British Chess Magazine</i> for October 1940 on page 355 together with a portrait.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1xVqU8qMro70h-HvGIgzODEryHaEW9IyKNaKu6aexE-iQGtiRUE92c4v09-x8afxX2fA0SSUpEBAJhVx13HD9LYgdRhrC1jBgthKkx1XAzKZzHtlPy2H9HTnH13scWRFC-mfWUvW1DW46/s925/BCM+1940+P355+DYER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="528" height="591" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1xVqU8qMro70h-HvGIgzODEryHaEW9IyKNaKu6aexE-iQGtiRUE92c4v09-x8afxX2fA0SSUpEBAJhVx13HD9LYgdRhrC1jBgthKkx1XAzKZzHtlPy2H9HTnH13scWRFC-mfWUvW1DW46/w338-h591/BCM+1940+P355+DYER.jpeg" width="338" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Dyer had organised a children's chess tournament and extravaganza, held under floodlights in the stadium at Marquette University. The report by George Koltanowski tells of much razamataz and describes the novel introduction of the 900 children marching around the stadium holding hands with their first round opponents while over 5,000 spectators cheered loudly.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4tHCFBirwbXXqQ0mQDdFy71vLXf2DpCvxn0KsD2_H_5QKZsTodU7gtvpAPQozQTp0C8XF3FPsxS5Pmc60fYi6M-5-N4ceOug5wlB5B8yVXkqffNx6iqk1M73CXQJiPyj62thCj08UlqLb/s1336/BCM+1940+P355+DYER+REPORT.jpeg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="358" data-original-width="1336" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4tHCFBirwbXXqQ0mQDdFy71vLXf2DpCvxn0KsD2_H_5QKZsTodU7gtvpAPQozQTp0C8XF3FPsxS5Pmc60fYi6M-5-N4ceOug5wlB5B8yVXkqffNx6iqk1M73CXQJiPyj62thCj08UlqLb/w644-h173/BCM+1940+P355+DYER+REPORT.jpeg" width="644" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">BCM October 1940, page 355<br /></td></tr></tbody></table><span style="font-family: verdana;"> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Back to the book, I would be very interested to hear about any copies of this book, or if any further light can be shed on this little publication. Perhaps it was mentioned in the <i>Midwest Chess News and Nebraska Bulletin</i> which ran from 1947 to 1959.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This is truly a rare chess book which deserves to be recorded for posterity. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><span style="font-family: verdana;"></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span><br /></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com1tag:blogger.com,1999:blog-2590639255664822420.post-45372000220125213902020-12-03T16:14:00.008+00:002020-12-08T09:35:14.530+00:00An Inquiry into the Antient Greek Game Supposed to have been invented by Palamedes... by James Christie<p style="text-align: justify;"><span style="font-family: verdana;">One of the books sold for a high price at the recent Klittich-Pfankuch auction was the following: <i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>An Inquiry into the Antient Greek Game supposed to have been invented by</i> <i>Palamedes, antecedent to the siege of Troy</i>, by James Christie, London 1801.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyhZtUY3cQfM2pZoNKNEWgjYlEuyoJFN2iSAKkdChEcHJlY_VdJ9fCD_sNXXWVKKDUcjcu0BuHB2msHkqkYaOjTiFK3Actt9qDXeGIjJXOPjTLHFZvObmv-Qmle0Y0IAt_ItpchUqI_wo1/s578/CHRISTIE+TITLE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="578" data-original-width="380" height="620" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyhZtUY3cQfM2pZoNKNEWgjYlEuyoJFN2iSAKkdChEcHJlY_VdJ9fCD_sNXXWVKKDUcjcu0BuHB2msHkqkYaOjTiFK3Actt9qDXeGIjJXOPjTLHFZvObmv-Qmle0Y0IAt_ItpchUqI_wo1/w407-h620/CHRISTIE+TITLE.jpg" width="407" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Antient is an obsolete spelling of ancient, although still apparently used in Freemasonry. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">I do not have this book but digital editions are freely available on the internet.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Very briefly, the unnamed author, but known to be the celebrated auctioneer James Christie, proposes that the game of chess evolved from the <i>Antient Greek</i> <i>Game</i> of Pebbles, invented by Palamedes around the 12th century B.C., i.e. around 1,800 years before the game is now generally thought to have originated in India. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipeDBZmhwEBzG8GUmmUe9tWJshNfeq4R-UrNMSWKi-U97J-AXfVG6jZI1MkxassvzON5c0S1JxsbeemrcuFBeCyby06EAbruLcQSA14n1QzHassa6EzGuKoNiPSzKQdvGPrNNOD4sZQ-ys/s631/CHRISTIE+P53.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="631" data-original-width="422" height="653" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipeDBZmhwEBzG8GUmmUe9tWJshNfeq4R-UrNMSWKi-U97J-AXfVG6jZI1MkxassvzON5c0S1JxsbeemrcuFBeCyby06EAbruLcQSA14n1QzHassa6EzGuKoNiPSzKQdvGPrNNOD4sZQ-ys/w437-h653/CHRISTIE+P53.jpg" width="437" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Duncan Forbes referred to Christie's conjectures in <i>The History of Chess</i>, London 1860 but declared "all this is sheer imagination" and that Christie's book was "more fanciful than sound".</span></p><p style="text-align: justify;"><span style="font-family: verdana;">In a long letter published in <i>The Chess Player</i>, by Kling and Horwitz, volume IV, Christie's book and ideas are discussed at length on pages 36 to 40, but again with much scepticism, the letter is signed B.S.* The book is also referred to on pages 12 to 18 of <i>Amusements in Chess</i> by Charles Tomlinson, London 1845. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Antonius van der Linde mentions this work only in the <i>Schachmythologie</i> chapter of <i>Geschichte und Literatur des Schachspiels</i>, Berlin 1874 (Erste Band page 12).</span></p><p style="text-align: justify;"><span style="font-family: verdana;">In fairness, the author of <i>An Inquiry into the Antient Greek Game... </i>did expect his<i> </i>opinions to be controversial, but hoped that his book would encourage further investigations into the history of chess.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">So the subject matter is as obsolete as the title, and the chief attraction of this book for collectors is its claimed rarity, which brings me to the main purpose of this article; to examine the claim that only 40 copies were printed. Booksellers, auctioneers and reference books have frequently stated that only 40 copies were printed, often citing early bibliographical works by Lowndes, Walker, Watt and Schmid for this information.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">It seems that the limitation of 40 copies was first stated in <i>The Bibliographer's Manual of English Literature</i> by William Lowndes, London 1834 which I have not seen. This claim was dropped for the 1858 edition of Lowndes as my copy does not mention the limited print run of Christie's book, but states that it is "held in much esteem by the learned", and gives the prices of four copies sold at auction.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu3O9ODdMA7o_9UQSiVfdtYekL95lsCtn8VIDri_ZIz_GpZsk5S1Vheiwe9jWz0AA2upRIHDM5xOfUkzlQIc_ugbYG2WweL5cqlxKubKzKdqaRQbsSE_7d-qZL9lD06C9egkLizXSq3uGd/s1807/LOWNDESTITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1807" data-original-width="1190" height="710" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu3O9ODdMA7o_9UQSiVfdtYekL95lsCtn8VIDri_ZIz_GpZsk5S1Vheiwe9jWz0AA2upRIHDM5xOfUkzlQIc_ugbYG2WweL5cqlxKubKzKdqaRQbsSE_7d-qZL9lD06C9egkLizXSq3uGd/w468-h710/LOWNDESTITLE.jpeg" width="468" /></a></span></div><p></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYw7QCmCpW_9xdovrvRmmoNeDHFPvdQn_XG6wKktYOn6UQAktfsTCMm7FE10X4CHC2Fjiv1WUqgIMDkb6DosF7xvvb9Eicbby59OiC3u25fK6sP5y41sCbSRp22OqbnTDqiOXMwGoJtsO/s685/LOWNDES+P443.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="685" data-original-width="492" height="648" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYw7QCmCpW_9xdovrvRmmoNeDHFPvdQn_XG6wKktYOn6UQAktfsTCMm7FE10X4CHC2Fjiv1WUqgIMDkb6DosF7xvvb9Eicbby59OiC3u25fK6sP5y41sCbSRp22OqbnTDqiOXMwGoJtsO/w466-h648/LOWNDES+P443.jpeg" width="466" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">George Walker mentions this matter in his <i>Bibliographical Catalogue of Printed Books,</i> <i>and Writers, on Chess</i> in the appendix to <i>The Philidorian</i>, London 1838, thus:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">"This book is somewhat rare, having been printed exclusively for private circulation, and the edition not exceeding forty copies. (See Lowndes Catalogue of Scarce English Books)" This is repeated in the <i>Bibliographical Catalogue</i> appended to <i>A New Treatise on Chess</i> by George Walker, third edition, London 1841, but nothing about the rarity of Christie's book is mentioned in the fourth edition of this work published in 1846 as <i>The Art of Chess-Play.</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i></i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CM3a8ZBsoNXWEjsJWNDnbgvp1vk-T3jUOjXvwTNIxpig-YDIkqe1BLfwsHSKWxtA9TiFLxHylgnXunIFidB72wtJ5ejlJYd-VkcwAtCrjCiRQWL8Md9Sf0wFVoR40BaIvjlZU4PsgaXL/s1223/WALKER+PHILIDORIAN+CATALOGUE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="367" data-original-width="1223" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6CM3a8ZBsoNXWEjsJWNDnbgvp1vk-T3jUOjXvwTNIxpig-YDIkqe1BLfwsHSKWxtA9TiFLxHylgnXunIFidB72wtJ5ejlJYd-VkcwAtCrjCiRQWL8Md9Sf0wFVoR40BaIvjlZU4PsgaXL/w511-h153/WALKER+PHILIDORIAN+CATALOGUE.jpeg" width="511" /></a></i></span></div><span style="font-family: verdana;"><i><br /> </i></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Literatur des Schachspiels</i> by Anton Schmid, Wien 1847, follows Lowndes and Walker by stating that only 40 copies were printed. Schmid also suggests (on page 145) that Christie's book was reprinted in 1802. However, no copies with that date are known.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYMVBPqcv9eV5UR1PEp_1TdVS-1IM61-ttnHjIOSJUpZPBE0-2cDthHqj-CkUvjK2-9cI9pBtDCuPvdIH_1MEZ9mRBDerEtFKkYfvMe3mAeR1-znjWzriGUUrH0WNzkDzkolF0gT3dmef8/s2048/SCHMID+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1283" height="739" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYMVBPqcv9eV5UR1PEp_1TdVS-1IM61-ttnHjIOSJUpZPBE0-2cDthHqj-CkUvjK2-9cI9pBtDCuPvdIH_1MEZ9mRBDerEtFKkYfvMe3mAeR1-znjWzriGUUrH0WNzkDzkolF0gT3dmef8/w463-h739/SCHMID+TITLE.jpeg" width="463" /></a></span></div><span style="font-family: verdana;"><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEYc5fTIK3CdJHVYS8V9MHrrZ4AryO6JdBIRrzPafaz_z3_aN86TnLIHGCFgnw1ZfmBh-WzKzB-fjsbDw5JyN5FQBw7iDut0DIjYrjAASk9vVL5f6EcZRU7Revc22KJHQep7iBDVWQJNR3/s1328/SCHMID+P145.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="873" data-original-width="1328" height="365" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEYc5fTIK3CdJHVYS8V9MHrrZ4AryO6JdBIRrzPafaz_z3_aN86TnLIHGCFgnw1ZfmBh-WzKzB-fjsbDw5JyN5FQBw7iDut0DIjYrjAASk9vVL5f6EcZRU7Revc22KJHQep7iBDVWQJNR3/w556-h365/SCHMID+P145.jpeg" width="556" /></a></div><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">For a book that was published nearly 220 years ago it is highly likely that some copies have been lost over the years; and most of the surviving copies from such a small printing would, by now, have filtered down into the holdings of public and institutional libraries, or into the major private collections, leaving very few copies in general circulation. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Schaakbibliotheken (A Book about Collectors and Collections)</i> by Dr. Meindert Neimeijer, Wassenaar 1948, gives details of many private chess libraries from the 19th and 20th centuries, often listing some of the scarcer books held. Christie's book appears 16 times in 15 of these libraries (Walker had two copies):</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnLoLmYJNw6iTVqBDsYGRGtUkeWtVQoJAeonYsTIgye74tR2opCzUfSHBPKW9GNAyk439OQoYwoyMsEtgBnsvgamFtM9bDJazUNmqno716zAFM1oF0tTBj0e3tvsCCdmXVLz1tYCkfmFcL/s2047/SCHAAKBIBLIOTHEKEN+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2047" data-original-width="1316" height="735" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnLoLmYJNw6iTVqBDsYGRGtUkeWtVQoJAeonYsTIgye74tR2opCzUfSHBPKW9GNAyk439OQoYwoyMsEtgBnsvgamFtM9bDJazUNmqno716zAFM1oF0tTBj0e3tvsCCdmXVLz1tYCkfmFcL/w473-h735/SCHAAKBIBLIOTHEKEN+TITLE.jpeg" width="473" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">George Allen, H. MacDonald, E.B. Cook, Edwin Dodds, R. Franz, George B. Fraser, J.H. Ellis, Sir Frederic Madden, Dr M. Niemeijer, Numa Preti, Rosenthal of Frankfurt, V. Salimbeni/C.B. Vansittart, George Walker, C.W. Whitman, and Charles Willing. Furthermore, it is known that other libraries mentioned in <i>Schaakbibliotheken</i> held copies; such as von der Lasa (no. 547 in his <i>Samlung</i> <i>von Schriften über das Schachspiel</i>), and you would expect J.W. Rimington Wilson to have had a copy; in fact he had three copies (probably the two from Walker and another copy). Here they are for sale on page 20 of Quaritch's catalogue for his sale of the Rimington Wilson collection, London 1929:</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRaVdABoPCke3Yb5wCYdklJb4FgPLwsPCm-0bBpx3UIyfkw2ArZM8n94t0aNXiFwUkfx9pWnUqRxXQC8AItV7ESEqst73BRoCXmpin8nRUsQa1Ucf-hwAOvi2dNzgcHKovPbkR9Z-xMVDr/s1678/QUARITCH+P20.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="561" data-original-width="1678" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRaVdABoPCke3Yb5wCYdklJb4FgPLwsPCm-0bBpx3UIyfkw2ArZM8n94t0aNXiFwUkfx9pWnUqRxXQC8AItV7ESEqst73BRoCXmpin8nRUsQa1Ucf-hwAOvi2dNzgcHKovPbkR9Z-xMVDr/w658-h220/QUARITCH+P20.jpeg" width="658" /></a></i></span></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Other private collections not mentioned in <i>Schaakbibliotheken</i> also held copies, for example A.J. Souweine had a copy; item 152 in his 1938 catalogue.<i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>WorldCat</i>, the online union catalogue which itemizes the collections of nearly 18,000 libraries worldwide, locates 29 copies of <i>An Inquiry into the Antient Greek Game...</i> in university, institutional and public libraries. 11 of these are in USA, 9 in UK and 6 in the Netherlands. Even this list is not exhaustive, for example another copy is listed (twice) in <i>Kieler Schachkatalog</i>, the catalogue of the Wilhelm Massmann and Gerd Meyer collection in the Schleswig-Holsteinischen Landesbibliothek in Kiel.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The 11 copies in USA libraries together with further copies in private hands, such as David DeLucia, (see <i>A Few Old Friends</i> 1st edition page 62, 2nd edition page 92), and Jon Crumiller who has three copies! (see his website chessantique.com) indicates that more than a third of the original printing, and an even larger share of what survives of a book originally intended for private circulation in England, has ended up in America; this seems incredible.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Obviously some copies of this book have passed from collector to collector, and from dispersed collections into institutional libraries, but the known location of so many copies implies that very few examples should come on to the open market. Yet this book regularly appears in book dealers catalogues and at auction sales. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Copies have been sold at the following auctions in recent years:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Phillips Auction October 1985 - The Chess Library of R.J. Ford, sold for £200</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Phillips Auction January 1988 - The Chess Library of J.E. Pattle, £130</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRLsHZ6J7rat-5tNdtPpZ1fG1U83xLZ0jRhm2di5hUbOZLOHqZupqldjBGUdSpjn3VMlBjC7j2YXV_fDgVA8gkZ9_kGluuys6KK4kLSRaEWGo5PMsSvAbgTxo1MZjR5Nrr8IpBfvZQwZoH/s900/PAGE+PHILLIPS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="900" height="409" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRLsHZ6J7rat-5tNdtPpZ1fG1U83xLZ0jRhm2di5hUbOZLOHqZupqldjBGUdSpjn3VMlBjC7j2YXV_fDgVA8gkZ9_kGluuys6KK4kLSRaEWGo5PMsSvAbgTxo1MZjR5Nrr8IpBfvZQwZoH/w613-h409/PAGE+PHILLIPS.jpg" width="613" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Christies Auction, May 1992 - The Chess Library of Robert Blass, £280.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">International Chess Auctions (Alexander Baburin) June 2001, £1,100.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Bloomsbury Auction, July 2003, £460.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Antiquariat Klittich-Pfankuch has sold three copies in the last 9 years (two were the same copy) for €890, €1,400 and €1,100. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Two different copies have even appeared on ebay, selling for £790 in June 2008 and £2,018 in January 2009.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Chess book dealers Fred Wilson, Roger Treglown and others have also seen copies passing through their hands. Fred Wilson was also doubtful about the 40 copies claim; here is the Christie entry in his <i>Chess Literature Catalogue Number</i> <i>Fourteen:</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWl9ny9l_4hi-JaVJe6ikyPPi2k5SoPGESnJWDIv7U5NZMqigmQcLMI3w2pGfH5aWPxapkxxohucSnTUiGrmb_VPaVQ4Tw-ViPA1CzxDocwogOz_PM97bWJsDch_sTqQjLQveGYgtF7u9C/s2478/FRED+WILSON+HEADING.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="633" data-original-width="2478" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWl9ny9l_4hi-JaVJe6ikyPPi2k5SoPGESnJWDIv7U5NZMqigmQcLMI3w2pGfH5aWPxapkxxohucSnTUiGrmb_VPaVQ4Tw-ViPA1CzxDocwogOz_PM97bWJsDch_sTqQjLQveGYgtF7u9C/w659-h169/FRED+WILSON+HEADING.jpeg" width="659" /></a></i></span></div><span style="font-family: verdana;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7CY1JPYONmIcl_w_4EliujqFYhOBxNggnqcxZdlUQ_WjRv0KL6iySSvQUH5j6fy8jMH3IRl0lghHDd2ZOS1vkiGNhaEtniYkDzaBj-id8NF4xcc19hyphenhyphenHE7gF0vRxzfhO-U8-l60oTtsQd/s2442/FRED+WILSON+CHRISTIE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="2442" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7CY1JPYONmIcl_w_4EliujqFYhOBxNggnqcxZdlUQ_WjRv0KL6iySSvQUH5j6fy8jMH3IRl0lghHDd2ZOS1vkiGNhaEtniYkDzaBj-id8NF4xcc19hyphenhyphenHE7gF0vRxzfhO-U8-l60oTtsQd/w659-h242/FRED+WILSON+CHRISTIE.jpeg" width="659" /></a></div><br /><p></p><p style="text-align: justify;"><span style="font-family: verdana;">There are no doubt other sales that I am not aware of, and it is also possible that the same book turns up in different sales.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">All in all, the known location of so many copies together with the frequency with which further copies come on to the market, make it very improbable that only 40 copies of this book were printed. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">* These letters by B.S. from <i>The Chess Player</i> in 1853 were reprinted and distributed by Ken Whyld as part of his annual Christmas Gift series in 1989. Ken Whyld's collected <i>Christmas Series</i> was published in book form by Olomouc in 2006 with the cover title <i>Chess Christmas</i>. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-82948625713500147372020-11-24T17:22:00.020+00:002020-12-14T15:38:07.305+00:00Chess Auction - Antiquariat A. Klittich-Pfankuch 21st November 2020<p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivIyY1JH7RIDc8d_Vm-KLCumKQFIBFF4G8n6frB94Je8-s8wntYI0lci2ud4RS0GCr6METRW3rYCvhgnVNpfio3vLk6XS_M0uIiyGi9tTpFCYInv6pqPgHFRfNLzsbDaFFa5l2UVMI_VLJ/s2048/KLITTICH+CATALOGUE+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1396" height="581" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivIyY1JH7RIDc8d_Vm-KLCumKQFIBFF4G8n6frB94Je8-s8wntYI0lci2ud4RS0GCr6METRW3rYCvhgnVNpfio3vLk6XS_M0uIiyGi9tTpFCYInv6pqPgHFRfNLzsbDaFFa5l2UVMI_VLJ/w396-h581/KLITTICH+CATALOGUE+COVER.jpeg" width="396" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The auction house Antiquariat A. Klittich-Pfankuch held its bi-annual chess auction last week with many rare and important books, manuscripts and other collectable items going under the hammer. Recent auctions in Braunschweig have included many rare items from the library of the late Lothar Schmid and again, some of the choicest items came from this source.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Approximately 750 lots of books included the following <i>Schachraritäten</i>: </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>An Inquiry into the Antient Greek Game, supposed to have been invented by Palamedes...,</i> by James Christie, London 1801 which sold for €1,200; the first printing of the first edition of Philidor's <i>L'Analyze des Echecs</i>, London 1749 - €1,600; and a later printing in the same year - €950. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw4AbBiXhVsuyTgSbm4M3ppWvfCBsR6rLf5gzCLmgsmT_r2mbiub0UOx9TlGfQX_01IZcPwjbeEbARr0mH4zCDectkaG_HP4o7vcGQQppWx-u1FApGpSsnM-QOwqtFQFuD2pPNkoxwb8v/s1004/AK79_0754.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="700" data-original-width="1004" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzw4AbBiXhVsuyTgSbm4M3ppWvfCBsR6rLf5gzCLmgsmT_r2mbiub0UOx9TlGfQX_01IZcPwjbeEbARr0mH4zCDectkaG_HP4o7vcGQQppWx-u1FApGpSsnM-QOwqtFQFuD2pPNkoxwb8v/w601-h418/AK79_0754.jpg" width="601" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg3zEDpzlIcKPPHFvAx04gP80SomI3dNYiMk6uQLsh-ZA59qpwfnpQOY51ABhH4GUwy32KY11hpOxo_B0d0flY3r21h3TIGht1sXo4ErPETjZf-CkcB7tXCepBybny8NUKbtxo2pEA86Eb/s1004/AK79_0766.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="850" data-original-width="1004" height="510" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg3zEDpzlIcKPPHFvAx04gP80SomI3dNYiMk6uQLsh-ZA59qpwfnpQOY51ABhH4GUwy32KY11hpOxo_B0d0flY3r21h3TIGht1sXo4ErPETjZf-CkcB7tXCepBybny8NUKbtxo2pEA86Eb/w602-h510/AK79_0766.jpg" width="602" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">A rare work by Allesandro Salvio: <i>Il Giuoco degli Scacchi</i>, published in 1723, around 80 years after his death, made €1,100; The first comprehensive chess treatise published in Germany - <i>Das Schach-oder König-Spiel</i> by Gustavus Selenus, Leipzig 1616, bound with another non-chess work dated 1624, realised €2,700. A very rare book by von der Lasa: <i>Entwurf eines Vollständigen Reglements für das Schachspiel, </i>Berlin 1854 made €950, and Lolli's <i>Osservazioni Teorica-Pratiche Sopra il Giuucco degli Scacchi</i>, Bologna 173 sold for €700.</span></p><p><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpgGh0Rn7ryvokAYCtMYHfcR_VkEMxJxLivW_hfu2ZR5JDtfdYUggc-lR-tuykYzflW9qN7o6saWO8-2DSdWUtVA4kBef2rEySStC9R4O8Sd97_XmipIxkkty67UP46yLFEWokv59C68t6/s1004/AK79_0774.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="723" height="558" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpgGh0Rn7ryvokAYCtMYHfcR_VkEMxJxLivW_hfu2ZR5JDtfdYUggc-lR-tuykYzflW9qN7o6saWO8-2DSdWUtVA4kBef2rEySStC9R4O8Sd97_XmipIxkkty67UP46yLFEWokv59C68t6/w401-h558/AK79_0774.jpg" width="401" /></a></span></div><span style="font-family: verdana;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOp47JSlNmNoPZjQhCxey0mVd5a4Jdz3ZnTsHPWSYJoW_k0_Sc9eTZq5f8xi0pGRnT2B5nOCoi7iaqoR0KlzRUIQEPZKxX3jbkSFBy-itLoV6Fh43cZ7dKDfjbNDBZxZ7eYrTneAC1CHC0/s1004/AK79_0775.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="822" data-original-width="1004" height="467" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOp47JSlNmNoPZjQhCxey0mVd5a4Jdz3ZnTsHPWSYJoW_k0_Sc9eTZq5f8xi0pGRnT2B5nOCoi7iaqoR0KlzRUIQEPZKxX3jbkSFBy-itLoV6Fh43cZ7dKDfjbNDBZxZ7eYrTneAC1CHC0/w570-h467/AK79_0775.jpg" width="570" /></a></div></span><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiknJdaDBcIo2mJsXjmwhx0eiFFYn-wXdn8MKwArHB4QAyvdepCKsrknTSCzXqTgPqrfhL31V_JZIt1tSCG1W8IYIMeR6cQzCZSdqTgjtbAwR9w-Sl6dgcWbjsMbEhkmOTLk3OQYkJXwXb2/s1004/AK79_0917.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="525" height="774" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiknJdaDBcIo2mJsXjmwhx0eiFFYn-wXdn8MKwArHB4QAyvdepCKsrknTSCzXqTgPqrfhL31V_JZIt1tSCG1W8IYIMeR6cQzCZSdqTgjtbAwR9w-Sl6dgcWbjsMbEhkmOTLk3OQYkJXwXb2/w404-h774/AK79_0917.jpg" width="404" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Several modern books fetched high prices including one of the 20 vellum bound copies of <i>David DeLucia's Chess Library,</i> 2nd edition 2007 which sold for €900 and a two volume work by Rolf Roth: <i>Schach in meinem Leben</i>, Wetzikon circa 2010, described as an "Interesting contribution to Swiss chess history" sold for €1,000.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Harrie Grondijs's extremely limited edition books continue to be in great demand with several selling for between €200 and €460, but the highest price paid was €1,600 for his five volume series <i>Chess Craze Bad</i>, Maastricht 2015 - 2020. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjie_wD2ECbpMTmWTwtQSZXrGllugCt-dN3nbgUERAnogw4TXESsOyFaSb-SB36buM4EiX0qnSoS21gIFb5-Bv7mHYiwZDJHXTrfrDeCMGmLLBzwY4B-sn_46YBRSwa5DsXM8j3oDGwPMDi/s1000/AK79_1017h.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="694" height="620" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjie_wD2ECbpMTmWTwtQSZXrGllugCt-dN3nbgUERAnogw4TXESsOyFaSb-SB36buM4EiX0qnSoS21gIFb5-Bv7mHYiwZDJHXTrfrDeCMGmLLBzwY4B-sn_46YBRSwa5DsXM8j3oDGwPMDi/w430-h620/AK79_1017h.jpg" width="430" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Several books on draughts were on offer in this auction and an 1811 work by Johann Koch: <i>Das Damenspiel, auf feste Reguin gebracht... </i>realised the top price of €400. A 1650 work by Canalejas Garcia: <i>Libro del Juego de las Damas</i>.. sold for €301.</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKHc4kj4fsSofpKt8rQ3yR7QhJ_kXz9d6TyZ6vBpXKfJ8P_XYD7YaoiqdL8yBYOySvhElEkkFaPSrjd9zHtT_UodzPNUnV29z9oZHzRm18ok8rb7UmDhni2wfXmBpzEYkbscejppRh28P7/s1004/AK79_1164.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1004" height="432" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKHc4kj4fsSofpKt8rQ3yR7QhJ_kXz9d6TyZ6vBpXKfJ8P_XYD7YaoiqdL8yBYOySvhElEkkFaPSrjd9zHtT_UodzPNUnV29z9oZHzRm18ok8rb7UmDhni2wfXmBpzEYkbscejppRh28P7/w568-h432/AK79_1164.jpg" width="568" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The tournament books included <i>Cleveland 1871</i> by Brownson which sold for €400; <i>Kiev 1903</i> by Chigorin - €420; and <i>New York 1889</i> by Steinitz - €480.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWXDFxA0QRKZzoWYPczC_ju68ye2DnrZ7lB_aTeK3cA6Fg0W1Idb-dude1hNwDGfefhiwKnGeq6jOOCipP7ewBBr1wqCFpoJSalIC-CiKKHd2nNJhpVtZY6jl5ywMq3XE5vA2cjeLEVO2T/s1004/AK79_1191.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="794" data-original-width="1004" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWXDFxA0QRKZzoWYPczC_ju68ye2DnrZ7lB_aTeK3cA6Fg0W1Idb-dude1hNwDGfefhiwKnGeq6jOOCipP7ewBBr1wqCFpoJSalIC-CiKKHd2nNJhpVtZY6jl5ywMq3XE5vA2cjeLEVO2T/w557-h440/AK79_1191.jpg" width="557" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4V2drDWUEEqYuCbHy99AFCT7zQWz0UYFGgzY-xqQrLsMUap0MVo6mVDgbdGcXnLQUgtHQHSx65PhmQG1mOVxkBONf1dZFSP4TbVGB9SH_-PyhJS46bVxu_FcMdtD9dI6bSy5pbT1tAT2/s1004/AK79_1220.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="747" data-original-width="1004" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4V2drDWUEEqYuCbHy99AFCT7zQWz0UYFGgzY-xqQrLsMUap0MVo6mVDgbdGcXnLQUgtHQHSx65PhmQG1mOVxkBONf1dZFSP4TbVGB9SH_-PyhJS46bVxu_FcMdtD9dI6bSy5pbT1tAT2/w564-h420/AK79_1220.jpg" width="564" /></a></span></div><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEv4uvREU-I0QZ1q4TkdhOXh1dqGYkhJXzxFeoAhPcAuucl1-sQTaS4ehO1-aWIx1a-nPZM3U7arNNcGLl02mTfH1FrLKmcDUqjaCBrpcLXB2_E9nBZfKuxn-G1PGpyy_yrnMbgMobDuUH/s1004/AK79_1191.jpg" style="margin-left: 1em; margin-right: 1em;"></a></span></div><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The <i>Zeitschriften</i> included a complete three volume run of <i>American Chess</i> <i>Magazine</i>, 1897 - 1899 which made €500; the first volume of <i>The British Chess</i> <i>Magazine</i>, 1881 - €300 (good value); <i>Le Palamède</i> two volumes 1838 and 1839 - €380; and a scarce year of <i>Wiener Schachzeitung</i> for 1915 - €400.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3KWVkvUuhE-kaBOxSb0ZCuAW02d2FToLkjNcFM1dAhpG2UG9DFgAGw28EQmkomQJ8w3Ix9mFUlaLjQ2O5_ny514A02xjmAQ9WAUhgtr3OKiFvVtzyJImDfjFIHaa7gFUkdLgqHApf6fzz/s1004/AK79_1282.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="504" data-original-width="1004" height="316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3KWVkvUuhE-kaBOxSb0ZCuAW02d2FToLkjNcFM1dAhpG2UG9DFgAGw28EQmkomQJ8w3Ix9mFUlaLjQ2O5_ny514A02xjmAQ9WAUhgtr3OKiFvVtzyJImDfjFIHaa7gFUkdLgqHApf6fzz/w628-h316/AK79_1282.jpg" width="628" /></a></span></div><span style="font-family: verdana;"><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilWoVR4pgX1rBXXd5SvkwMGHG5A2REqkwEmmAcAE0EC_eOBRkSOWgPxIBleMDbOFWqnjg5SObv8NL38DY07QrKckJ-2mlS38l6LfF0AQRcwn4PSBme01_A_qd4RdhZALcpponaEOCuY-B7/s1004/AK79_1485.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="727" data-original-width="1004" height="393" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilWoVR4pgX1rBXXd5SvkwMGHG5A2REqkwEmmAcAE0EC_eOBRkSOWgPxIBleMDbOFWqnjg5SObv8NL38DY07QrKckJ-2mlS38l6LfF0AQRcwn4PSBme01_A_qd4RdhZALcpponaEOCuY-B7/w542-h393/AK79_1485.jpg" width="542" /></a></div><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">However, the items most in demand were the autographed books, manuscript items and other pieces of memorabilia. Books signed or inscribed by famous players are very desirable and the following examples went under the hammer:</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Das Grossmeister-Turnier New York 1924</i>, inscribed by Alekhine - €450</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Die Moderne Schachpartie</i>, with a dedication from Tarrasch - €500</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Die Praxis Meines Systems</i>, with a 9 line inscription by Nimzowitsch - €600</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQj8rswjoGQqQlQK2mXnf5zI2WhmfpXuLqsTFxt4eRpQdxY_5VPGa55jtCwpXXAaR9eHhCmgMevTKgEh8PnB5rRxcY_s57QL8ruBa9tPol-NsfXjces4BVopH2SCAZ46MYs_BQoq1il_V/s855/KLITTICH+CATALOGUE+P122.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="855" data-original-width="818" height="500" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQj8rswjoGQqQlQK2mXnf5zI2WhmfpXuLqsTFxt4eRpQdxY_5VPGa55jtCwpXXAaR9eHhCmgMevTKgEh8PnB5rRxcY_s57QL8ruBa9tPol-NsfXjces4BVopH2SCAZ46MYs_BQoq1il_V/w478-h500/KLITTICH+CATALOGUE+P122.jpeg" width="478" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Grundzüge der Schachstrategie</i> (the German edition of <i>Chess Fundamentals</i>), signed by Capablanca at Bad Kissingen 1928 - €1,200</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Q9Q4ZPmZ681g-DTU-tBLKiKVys91F8RouXNQt_5j1iUUu_TZdoriaymjdpvk3pv9nyDFaTmrSeIbRJK4uyxydOmJXtDnrbxLwZN52XTD_0wO6YD1rM7jbtMKee3KzMN7v_qYFTcyUY2n/s1004/AK79_0545.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1004" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Q9Q4ZPmZ681g-DTU-tBLKiKVys91F8RouXNQt_5j1iUUu_TZdoriaymjdpvk3pv9nyDFaTmrSeIbRJK4uyxydOmJXtDnrbxLwZN52XTD_0wO6YD1rM7jbtMKee3KzMN7v_qYFTcyUY2n/w567-h430/AK79_0545.jpg" width="567" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Community of the Future</i>, signed by Emanuel Lasker - €1,300</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Kampf</i> von Emanuel Lasker , with a dedication from the author - €1,800 </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVQKwA3CPCMqC1dFN0pcUX67_IuN0BMWEPUEM1ZvMhjZIgmvs4sQii9DrAtV3YDGFAN1d9VVF_f_OArkEi5UxJrvi4-tqDb9qTQ_N3rWsj4WCOQCu0W3PsQGfu8z3xRaB2Rhk5x3Zlw4Bf/s1004/AK79_0612.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="760" data-original-width="1004" height="415" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVQKwA3CPCMqC1dFN0pcUX67_IuN0BMWEPUEM1ZvMhjZIgmvs4sQii9DrAtV3YDGFAN1d9VVF_f_OArkEi5UxJrvi4-tqDb9qTQ_N3rWsj4WCOQCu0W3PsQGfu8z3xRaB2Rhk5x3Zlw4Bf/w549-h415/AK79_0612.jpg" width="549" /></a></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The rare book on <i>The Third American Chess Congress, Cleveland 1874</i>, signed by the winner George Mackenzie, sold for €2,300</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdCTXQ_8FdMFgeMGGum2VlPZX9dwOnNK9mq5hztNPPpyqbCf8vaWY8tgEbc1tjKFBuX4ysDTBi9_hMTzbkhJX-Lgep360__yvB35nVi2dsbzb4OZAJUcy4Qq7Cw7ySGzH-zP-tspRLkqhx/s1004/AK79_0546.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="734" data-original-width="1004" height="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdCTXQ_8FdMFgeMGGum2VlPZX9dwOnNK9mq5hztNPPpyqbCf8vaWY8tgEbc1tjKFBuX4ysDTBi9_hMTzbkhJX-Lgep360__yvB35nVi2dsbzb4OZAJUcy4Qq7Cw7ySGzH-zP-tspRLkqhx/w556-h406/AK79_0546.jpg" width="556" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">But the most highly prized items are original letters and manuscripts by the leading masters of the past, and many were put up for sale here:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">A manuscript notebook with 23 pages written by Tal sold for €800. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">A handwritten 5 page tournament report and two letters by Alekhine fetched €800, €950 and €1,900.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIx_BXZkL-ggp3grF9ZGmOfvjuE9outRghbVKPqnK_CRNZcE2jWV-RK_uqHPZ2w2uORPgUWX7DoOy-fWmD7l8cMYaAQOdghW_w93B_j59Rh0VvgHT7cZORbMOq4r7SYmVwIY2xiHVjHeR/s1000/AK79_0494.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="659" data-original-width="1000" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIx_BXZkL-ggp3grF9ZGmOfvjuE9outRghbVKPqnK_CRNZcE2jWV-RK_uqHPZ2w2uORPgUWX7DoOy-fWmD7l8cMYaAQOdghW_w93B_j59Rh0VvgHT7cZORbMOq4r7SYmVwIY2xiHVjHeR/w607-h400/AK79_0494.jpg" width="607" /></a></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">A letter from Richard Reti pasted into <i>Modern Ideas in Chess</i> sold for €1,100.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw_fpcz8cMVuuKyb5sRdQMTx5e-TfZrCwUOR_TB-rKu0L4e9uI9qN2EQpUOqg7cbKS9ygcxwrYHwaN96BdwR9QYxreNDnUtwy6Dm2KlfrgZB2YWvIWJsWpGki0R0OHsoJ7VecqPZSimjKA/s1004/AK79_0650.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="791" data-original-width="1004" height="476" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw_fpcz8cMVuuKyb5sRdQMTx5e-TfZrCwUOR_TB-rKu0L4e9uI9qN2EQpUOqg7cbKS9ygcxwrYHwaN96BdwR9QYxreNDnUtwy6Dm2KlfrgZB2YWvIWJsWpGki0R0OHsoJ7VecqPZSimjKA/w605-h476/AK79_0650.jpg" width="605" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Moving up a gear; 3 letters written by Adolf Anderssen in the 1850s sold for €2,900, €3,000 and €3,700, Morphy is mentioned in the last of these.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLaKN8FCKFDUjofMnZxTMDalqs75mL8rvb6XJSEQiOSbMPMmRpyjUqHi75m5EveyhqqZnQbWRFt92e7H7OmxAymYT2U3iV_uhNDXdB66e_Uvqd-9G5CwjXekCng-ymY1LgiCHQ4t6BYUHz/s1000/AK79_0501b.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="614" height="717" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLaKN8FCKFDUjofMnZxTMDalqs75mL8rvb6XJSEQiOSbMPMmRpyjUqHi75m5EveyhqqZnQbWRFt92e7H7OmxAymYT2U3iV_uhNDXdB66e_Uvqd-9G5CwjXekCng-ymY1LgiCHQ4t6BYUHz/w439-h717/AK79_0501b.jpg" width="439" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">A bound volume of Löwenthal's chess columns from the <i>Era</i> for the years 1854 to 1866 with an 18 page list of contents written in Lowenthal's hand made €4,000.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31icObOgTGuuVWQMF-N4UlWx2M8g9ytES-GTG4ps7JS_BtRvqP1lqf3cJk1He9qj4mKIhrr8l5PNiWvCO_HtAbqqjkoBbpCI__wVfKZIqYlr7SyLz5UOlAxPpobnrwPqOZbMXcnE1xKG-/s1004/AK79_0617.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="660" height="702" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31icObOgTGuuVWQMF-N4UlWx2M8g9ytES-GTG4ps7JS_BtRvqP1lqf3cJk1He9qj4mKIhrr8l5PNiWvCO_HtAbqqjkoBbpCI__wVfKZIqYlr7SyLz5UOlAxPpobnrwPqOZbMXcnE1xKG-/w461-h702/AK79_0617.jpg" width="461" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Siegbert Tarrasch's handwritten manuscript for his book <i>Der Schachwettkampf Marshall -</i> <i>Tarrasch 1905</i>, also sold for €4,000.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjApCtA6M0mJgnAzoPaG5hVQPGSTz_LgtRKoEBMvyOL9QgO_X2j9cRBOS8NAqol2mT3rBEQ2Q6LRO9YLemRbvbFJq0bQ-W5bS0rI6FXOiQkYXyyjs7r0oshOqexRUM5z59YRkGmSgVEwL6t/s1004/AK79_0686.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="787" data-original-width="1004" height="463" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjApCtA6M0mJgnAzoPaG5hVQPGSTz_LgtRKoEBMvyOL9QgO_X2j9cRBOS8NAqol2mT3rBEQ2Q6LRO9YLemRbvbFJq0bQ-W5bS0rI6FXOiQkYXyyjs7r0oshOqexRUM5z59YRkGmSgVEwL6t/w591-h463/AK79_0686.jpg" width="591" /></a></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The auction (and the auctioneer) reached a crescendo with the sale of a notebook written by Rudolf Spielmann in which he had annotated 80 of his games played between 1900 and 1905, the hammer finally falling at €6,600; and a single page letter written by Paul Morphy to Miron Hazeltine regarding an invitation to the St. Louis Chess Club, dated May 1859, which also sold for €6,600.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLxykZ53S5V4pkVcrY87faKNz8OATSaO1DZpvTKpZR2Srd-EoiqpburoMKxKRp8CQcXa_2DVGzqgQ28e8c_GJZLV8ng2mjRTfi2Gn1q18JyPuSm8ofW0DZBO4myjCpI6whQP3KS2Re74xD/s1004/AK79_0673.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="1004" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLxykZ53S5V4pkVcrY87faKNz8OATSaO1DZpvTKpZR2Srd-EoiqpburoMKxKRp8CQcXa_2DVGzqgQ28e8c_GJZLV8ng2mjRTfi2Gn1q18JyPuSm8ofW0DZBO4myjCpI6whQP3KS2Re74xD/w523-h464/AK79_0673.jpg" width="523" /></a></span></div><p></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF67VxTV_QC3UXkqRy1aB-tzW9nraw-kJmY6Bsprd_YNqAl5EH3CRWsUR7cZ_NYHU07aHUy8H9SgYLqjRjg9UI1p4wLCgM5nLmACL9GUcLr3lD_qW-SqMWbYI236siu5zvEj3LYEgg40ei/s1004/AK79_0621.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="630" height="682" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF67VxTV_QC3UXkqRy1aB-tzW9nraw-kJmY6Bsprd_YNqAl5EH3CRWsUR7cZ_NYHU07aHUy8H9SgYLqjRjg9UI1p4wLCgM5nLmACL9GUcLr3lD_qW-SqMWbYI236siu5zvEj3LYEgg40ei/w428-h682/AK79_0621.jpg" width="428" /></a></div><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"></p><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Chess related photographs and postcards are always popular and the <i>Schachmemorabilia</i> section incuded a large number of these with many lots selling for between €300 and €700. A remarkable collection of cuttings and adverts on the theme of chess in films, with many photos of chess scenes in the movies sold for €1,100, and the next lot, which was also from the Couwenbergh Collection, on the theme of chess and music, sold for €1,200. This included many record sleeves featuring a chess motif. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCLUzd4dRUxeaE2MoS6ujYdlv34gHErN0KXPTYYiTFVNUfRVbyy8OjF6oAmdifaJBkIV69sneDG1rSwfZH2NO3-41kbNkfsiiC9qdBMhxTLJrsjcNoGzDjTcduiyggJtthT0F1Qd3r_mvg/s1024/PAGE+FILMS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1000" height="565" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCLUzd4dRUxeaE2MoS6ujYdlv34gHErN0KXPTYYiTFVNUfRVbyy8OjF6oAmdifaJBkIV69sneDG1rSwfZH2NO3-41kbNkfsiiC9qdBMhxTLJrsjcNoGzDjTcduiyggJtthT0F1Qd3r_mvg/w551-h565/PAGE+FILMS.jpg" width="551" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVen-pcmLKDx3KkrSKxxTtkpwYDfkMrwxCnU90qaPg9BO3P3gMOYKC6HkWrE9UemENH4T0wQYuf9aorzstlL4UtIyPFJ-Ab3a8nd_OaK8b6R8MKeTl0XVa7Ug2X5eKqrox2M9jHogxD5cW/s1024/PAGE+MUSIC.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1000" height="569" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVen-pcmLKDx3KkrSKxxTtkpwYDfkMrwxCnU90qaPg9BO3P3gMOYKC6HkWrE9UemENH4T0wQYuf9aorzstlL4UtIyPFJ-Ab3a8nd_OaK8b6R8MKeTl0XVa7Ug2X5eKqrox2M9jHogxD5cW/w555-h569/PAGE+MUSIC.jpg" width="555" /></a></div><span style="font-family: verdana;">Charles Aznavour seems to be playing Fischerrandom chess.<br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Other lots selling for high prices included a postcard featuring caricatures of participants in the Candidates Tournament at Bled-Zagreb-Belgrade, 1959, with their signatures - €900; two manuscripts on problems by William Bone - €850 and €2,100; a beautifully executed manuscript from the J W Rimington Wilson library with games and positions from the works of Captain Bertin, Stamma, The Calabrois and others - €1,300; a typescript containing 50 self-mates by Miroslav Soukup with a handwritten dedication to A C White - €1,600; and a collection of 16 autographed photo postcards featuring the participants at Podebrad 1936 - €2,400.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCwOYGSNAzpDQsOESxr2tZxSII__oXOLzsFcbgT3BV-M925kGZTUzjirzBej4gB0IN_75rWT9BqzJd4fS49vaHmxVO2Zhq5fcIoYp3vGH8g4wfRxH_2R9cFSRNajunqeo8dlZPGWJEMSf9/s1000/AK79_0512.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="769" height="627" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCwOYGSNAzpDQsOESxr2tZxSII__oXOLzsFcbgT3BV-M925kGZTUzjirzBej4gB0IN_75rWT9BqzJd4fS49vaHmxVO2Zhq5fcIoYp3vGH8g4wfRxH_2R9cFSRNajunqeo8dlZPGWJEMSf9/w481-h627/AK79_0512.jpg" width="481" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2-8UF0ndslLEryXnmzurHcfkHf924TGzG7Ldfh7wrbi9PXXuRZ4ykKrGEGD328mKJrzfr26rQZ-Q222uJp-cQQbLyYKe-ETQ0rsY_hj4XBuJtDaSCJ-8FLRyC7xhSDzQrc3OrlyqlFtUA/s1004/AK79_0763.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="585" data-original-width="1004" height="354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2-8UF0ndslLEryXnmzurHcfkHf924TGzG7Ldfh7wrbi9PXXuRZ4ykKrGEGD328mKJrzfr26rQZ-Q222uJp-cQQbLyYKe-ETQ0rsY_hj4XBuJtDaSCJ-8FLRyC7xhSDzQrc3OrlyqlFtUA/w609-h354/AK79_0763.jpg" width="609" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The 1,100 plus lots were auctioned off in around seven hours with prices from €10 upwards, so there were plenty of items for all pockets. The following less expensive but still desirable books all sold for €50 or less:</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3M1Wh57P5r3-NZM_ofU93BUwc0bdkAk0Hz7Xjmzc4c4_JxvH8xZq_Wyh6VNn1DaJEPSTn6LvErZcgFTIVeS-9FpsHrie0g9DJha66_WLwx4z_a0OyUnaq3VTklwE5ajPQW5rz3bvnp5Ch/s1280/PAGE+GERMAN+BOOKS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="899" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3M1Wh57P5r3-NZM_ofU93BUwc0bdkAk0Hz7Xjmzc4c4_JxvH8xZq_Wyh6VNn1DaJEPSTn6LvErZcgFTIVeS-9FpsHrie0g9DJha66_WLwx4z_a0OyUnaq3VTklwE5ajPQW5rz3bvnp5Ch/w562-h899/PAGE+GERMAN+BOOKS.jpg" width="562" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizNP8oGe0wv3nzNBwfXMlfv2B8pCoKg3RRneJBw2Qj9wov0mJe4VFDDx1IQ1VvWr0pc9SPXRMgGddmUnlJHe1JftpEG8zsoAeYr6qMzzGYEIiYxCYc4XXJu_zPt4MUdwF_Hb5RsHpzydr1/s1280/PAGE+ENGLISH+BOOKS+1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="864" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizNP8oGe0wv3nzNBwfXMlfv2B8pCoKg3RRneJBw2Qj9wov0mJe4VFDDx1IQ1VvWr0pc9SPXRMgGddmUnlJHe1JftpEG8zsoAeYr6qMzzGYEIiYxCYc4XXJu_zPt4MUdwF_Hb5RsHpzydr1/w541-h864/PAGE+ENGLISH+BOOKS+1.jpg" width="541" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRN8fRDrtkB3z9k0bGWot8o4bBL2PKofHtB7dcnIbipLiDtLQWRRWm7lAdbRzXfHDBHHi4tG8Qj4XQW2WVvEwkyiRKl9QiViEnTX4d1LHj82bZxB1JEQJgKbA18H_WWsE0Mh3gafFcpmG/s1280/PAGE+ENGLISH+BOOKS+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="918" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRN8fRDrtkB3z9k0bGWot8o4bBL2PKofHtB7dcnIbipLiDtLQWRRWm7lAdbRzXfHDBHHi4tG8Qj4XQW2WVvEwkyiRKl9QiViEnTX4d1LHj82bZxB1JEQJgKbA18H_WWsE0Mh3gafFcpmG/w573-h918/PAGE+ENGLISH+BOOKS+2.jpg" width="573" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMxdJm_KohE7kGQBczA8T6TqZkKiesu-VFH0hQE_ls-sFogkHLC9W1jXE16JnVbOfa0qo5BmOyhvP7gG5xleTqoWGW5VUqp58Xm6wIDE-XG54Bk6CgPR16ok-L4mqof5IatswIMbfdygR/s1280/PAGE+VARIOUS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="915" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMxdJm_KohE7kGQBczA8T6TqZkKiesu-VFH0hQE_ls-sFogkHLC9W1jXE16JnVbOfa0qo5BmOyhvP7gG5xleTqoWGW5VUqp58Xm6wIDE-XG54Bk6CgPR16ok-L4mqof5IatswIMbfdygR/w572-h915/PAGE+VARIOUS.jpg" width="572" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD7ii_T9w8unmv_Azt6gi_f8lslFeRAPTxJgP6H5wn3t_5TMyVPMNUKkczxytXBeCNxTAKf7qt8zj0T5Kx8NdIiexQkt9ee9hULze6gxaAOZrdv6p19HbWS8oMZY1PqCCyyXTznRWSbhj7/s1280/PAGE+TOURNAMENTS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="925" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD7ii_T9w8unmv_Azt6gi_f8lslFeRAPTxJgP6H5wn3t_5TMyVPMNUKkczxytXBeCNxTAKf7qt8zj0T5Kx8NdIiexQkt9ee9hULze6gxaAOZrdv6p19HbWS8oMZY1PqCCyyXTznRWSbhj7/w578-h925/PAGE+TOURNAMENTS.jpg" width="578" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpEBWbi2j-tE9_aoYCCTA38a6mhYkufiLZU_aSaOIyGBrbUjIIP7TEgbOTlA3J5zEXlxgXewV5znnDmc2Q0osfdkjdvecbUXSYpXMxyApsL7_52x70g3PKt6lbmzi3aPgMa2eIgIT0h70x/s1280/PAGE+PERIODICALS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="800" height="936" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpEBWbi2j-tE9_aoYCCTA38a6mhYkufiLZU_aSaOIyGBrbUjIIP7TEgbOTlA3J5zEXlxgXewV5znnDmc2Q0osfdkjdvecbUXSYpXMxyApsL7_52x70g3PKt6lbmzi3aPgMa2eIgIT0h70x/w585-h936/PAGE+PERIODICALS.jpg" width="585" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq8aEpRarsidcgnkOQN9YkQrJ6OC2Ltpqsv4hPHreddnkcLuzqBQ7fszIpn_sqUDr2osMrgxuj-Wura2phRv5cEkstbhoK_Kensg0pDvCnMq0aI_ecqkrDO8vpFBIXlayAZxs8uW_ekDc0/s1024/PAGE+PERIODICALS+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="700" height="855" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq8aEpRarsidcgnkOQN9YkQrJ6OC2Ltpqsv4hPHreddnkcLuzqBQ7fszIpn_sqUDr2osMrgxuj-Wura2phRv5cEkstbhoK_Kensg0pDvCnMq0aI_ecqkrDO8vpFBIXlayAZxs8uW_ekDc0/w585-h855/PAGE+PERIODICALS+2.jpg" width="585" /></a></div><br /><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The printed 266 page auction catalogue is a collector's item in itself and a very useful reference work, while every lot was meticulously described and illustrated in the online catalogue. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The auction was admirably organised and conducted by Karl Klittich and his team, and they are fortunate indeed to enjoy so many rare and historical chess artefacts passing through their hands.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Many thanks to Karl Klittich for permission to use extracts and illustrations from the catalogue. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The hammer prices quoted above exclude the buyer's premium and other costs.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p><span style="font-family: verdana;"><br /></span></p><br /><br />Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-26830724999620489162020-11-15T17:31:00.004+00:002020-11-16T01:06:35.444+00:00Chess Book Auction - Antiquariat A. Klittich-Pfankuch<p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikC1jV7aC954ibo94p0q8TWyDfUG982ePbsZJg6ybOfzGeg_euMQ4ZdIvf_FusqxVwfNvvN5ViQIJ4Z-i4TpKz1g3uCFZJxJlv96ZI1GBTAFhhyhsuWkCQy9arQOImoxwLdyonlWjyKKR6/s2048/KLITTICH+CATALOGUE+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1396" height="659" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikC1jV7aC954ibo94p0q8TWyDfUG982ePbsZJg6ybOfzGeg_euMQ4ZdIvf_FusqxVwfNvvN5ViQIJ4Z-i4TpKz1g3uCFZJxJlv96ZI1GBTAFhhyhsuWkCQy9arQOImoxwLdyonlWjyKKR6/w449-h659/KLITTICH+CATALOGUE+COVER.jpeg" width="449" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The auction house Antiquariat A. Klittich-Pfankuch is holding its 79th Auction in Braunschweig, Germany next weekend. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJF0-vWs79iSIpNBf0HqHh1z874QxKrB8HiRcWlUfmHIqtI0sBDejGmEz-GwKutTuBC-TK-1z2bb7sUtpyVWu2PtcgwlFBpKEqVd0qoz3IgDu4kEHbCOzIUCtlCoKmdRSxVoz4IfIEF91y/s2048/KLITTICH+CATALOGUE+TITLA.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1349" height="669" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJF0-vWs79iSIpNBf0HqHh1z874QxKrB8HiRcWlUfmHIqtI0sBDejGmEz-GwKutTuBC-TK-1z2bb7sUtpyVWu2PtcgwlFBpKEqVd0qoz3IgDu4kEHbCOzIUCtlCoKmdRSxVoz4IfIEF91y/w441-h669/KLITTICH+CATALOGUE+TITLA.jpeg" width="441" /></a></div><span style="font-family: verdana;"> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">This bi-annual event is predominantly an auction of chess books and related items, and on Saturday 21st November there will be over 1,100 chess items going under the hammer.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUi6ggxZl9oYt4P-tkQOzSMhrHBvYS_SWEAjFJbHMg41-LwEed5kvcrCIVMvktXt989UE1xT9KXFPHfGGanjAny0WkFBAbAQOLwJ5cT_oNSXLg4OQbllDz9jmEnQN3MAnCJRmXQ_SWU_O9/s1598/KLITTICH+CATALOGUE+CONTENTS.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1212" data-original-width="1598" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUi6ggxZl9oYt4P-tkQOzSMhrHBvYS_SWEAjFJbHMg41-LwEed5kvcrCIVMvktXt989UE1xT9KXFPHfGGanjAny0WkFBAbAQOLwJ5cT_oNSXLg4OQbllDz9jmEnQN3MAnCJRmXQ_SWU_O9/w511-h388/KLITTICH+CATALOGUE+CONTENTS.jpeg" width="511" /></a></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Every lot is described in detail in the 266 page catalogue and all lots are also fully described and illustrated in the online <a href="https://www.klittich-pfankuch.de/auktion.htm">catalogue</a>. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">The first 382 chess lots consist of chess sets, memorabilia, photographs, paintings and autographed & manuscript items. This auction is particularly strong in the last named items with over 200 lots including rare autographed or hand-written items by such as Alekhine, Adolf Anderssen, Henry Bird, Bogoljubow, Capablanca, Emanuel Lasker, Löwenthal, Jacques Mieses, Paul Morphy, Nimzowitsch, Reti, Rudolf Spielmann, Tarrasch and many others.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Then comes almost 750 books and periodicals beginning with the <i>Schachraritäten</i> followed by books sorted into various languages, just over 100 tournament books, and over 200 lots of<i> Zeitschriften.</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;">The fully illustrated online <a href="https://www.klittich-pfankuch.de/auktion.htm">catalogue</a> is a mouthwatering feast for enthusiasts and collectors of chess literature and memorabilia. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRuAV9TXfjJn9-COtBhkeqkkygd_DK2i6-wdlABhX1sJwf_DYBspOjcwtPaLWb7nx-OjRZQ8MXiAMtvr1JakIAQd43ID2vFrzvQWYwAwysx-Fwx5gYA4tGdcMVK4V8VwSPWjaVkBm072QC/s2048/KLITTICH+CATALOGUE+BACK+COVER.jpeg.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1045" height="964" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRuAV9TXfjJn9-COtBhkeqkkygd_DK2i6-wdlABhX1sJwf_DYBspOjcwtPaLWb7nx-OjRZQ8MXiAMtvr1JakIAQd43ID2vFrzvQWYwAwysx-Fwx5gYA4tGdcMVK4V8VwSPWjaVkBm072QC/w491-h964/KLITTICH+CATALOGUE+BACK+COVER.jpeg.jpeg" width="491" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-84554248627232987582020-11-11T19:00:00.030+00:002021-11-25T15:05:47.802+00:00Bobby Fischer's final tournament; Palma de Mallorca 1970<p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Fifty years ago this month Bobby Fischer played in his last ever major chess tournament, the Interzonal Chess Tournament held in Palma de Mallorca, before embarking on the series of Candidates matches leading to the World Championship match with Spassky in 1972. (Fischer also played in a minor blitz tournament in Manhattan in August 1971, shortly after his Candidates semi-final match with Larsen, winning with a score of 21½ points out of 22.) <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">Several books were published on the event including three fully or partly in the English Language; two of these will be discussed here.</span></p><p><span style="font-family: verdana; font-size: small;"><i>Interzonal Chess Tournament; Palma de Mallorca 1970</i>, edited by R.G.Wade and L.S.Blackstock, Nottingham 1970.</span></p><p><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: left;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl5hk1Oxp-MPXa3_LTXAzISr-yYvujPzP6Mx2l37-FR0tnFIYqLeWJU4UhzGaO2qQ1WrBYBkxEC42Urc1ZLQuQZrllNEKys11xYtS8LDvk2sY2WHrbFE03UtOIououWRzEjHTHGyAcDrym/s1035/PALMA+1970+COVER+%2526+TITLE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="811" data-original-width="1035" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl5hk1Oxp-MPXa3_LTXAzISr-yYvujPzP6Mx2l37-FR0tnFIYqLeWJU4UhzGaO2qQ1WrBYBkxEC42Urc1ZLQuQZrllNEKys11xYtS8LDvk2sY2WHrbFE03UtOIououWRzEjHTHGyAcDrym/w548-h440/PALMA+1970+COVER+%2526+TITLE.jpg" width="548" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">This gruelling 23 round tournament ran from 9th November to 13th December 1970 and copies of this book were on sale at the annual Hastings Congress in early January 1971 due partly to Tony Gillam, the publisher, pounding away for many hours on his Linotype casting machine.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">This high quality tournament included 15 Grandmasters and 9 International Masters, all battling for the six available places in the Candidates, for which Petrosian and Korchnoi were already qualified. Fischer's participation was in doubt until just a few weeks before the event as explained on page 10 of the book:</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo50CtvuRABBu8ld0sNAd3Cdzi8GWSveGAFrR7dMRAnhj7AEfobdYqzGYOzLDRicOCEptxn14ljESTry_0Z-rmc5_MGnsGe1Eswr6RTWuFRKPW1sXVlPB513rD_1hHnL2er6uWtzK107WK/s1381/PALMA+1970+P10.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1381" data-original-width="1352" height="563" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo50CtvuRABBu8ld0sNAd3Cdzi8GWSveGAFrR7dMRAnhj7AEfobdYqzGYOzLDRicOCEptxn14ljESTry_0Z-rmc5_MGnsGe1Eswr6RTWuFRKPW1sXVlPB513rD_1hHnL2er6uWtzK107WK/w550-h563/PALMA+1970+P10.jpeg" width="550" /></a></div><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Benko still attended the tournament as second to both Reshevsky and Addison.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Considerable planning had been made by chief arbiter Albéric O'Kelly de Galway and assistant arbiter George Koltanowski, aiming at the fairest and most acceptable pairings throughout the tournament, in particular to ensure that players from the same country met each other in the earlier rounds. Unfortunately this all went out of the window due to a mix up at the drawing of lots resulting in considerable chaos and dissatisfaction among the players. Nevertheless, with a small amout of switching of rounds, the tournament proceeded fairly smoothly.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">For each round, Wade and Blackstock's book provides a succinct but informative summary of the play plus some off the board snippets. The authors obviously had their ears to the ground, and followed the play perceptively. Almost all of the 276 games are entertainingly annotated, often with the help of comments from the players or their seconds, and occasional diagrams are shown at key moments. Here is the summary for round 17:</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfm5ziooAhC8Ydn22zfPtz4PeZdDYifW3AWhy3oaYY0zwiDH5EEe4WOVwtrkGhK6NNhgyBU_L8LRZHTfSQ6JFjk2-M86VPxC9_xu0_5b91vRSodZ0UbNnu8d11NbnnG55Br4FCsTCpx77N/s1864/PALMA+P166.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1864" data-original-width="1308" height="844" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfm5ziooAhC8Ydn22zfPtz4PeZdDYifW3AWhy3oaYY0zwiDH5EEe4WOVwtrkGhK6NNhgyBU_L8LRZHTfSQ6JFjk2-M86VPxC9_xu0_5b91vRSodZ0UbNnu8d11NbnnG55Br4FCsTCpx77N/w594-h844/PALMA+P166.jpeg" width="594" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Obviously, with so many games to cover in a 232 page book, there is a lot to squeeze in and every page of the book, apart from the 24 full page portraits, is packed with text, there is very little white space. However, the layout is clear and the book is easy and enjoyable to read. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Following his big margin wins in Buenos Aires and Rovinj - Zagreb earlier in the year, Bobby Fischer continued in his outstanding form and qualified for the Candidates matches in no uncertain manner.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Fischer took the lead in round 5 after defeating Vlastimil Hort, overtaking the Mongolian outsider Tudev Uitumen who had won his first three games. In round 9 Fischer lost his only game of the tournament to Bent Larsen, allowing Efim Geller to catch him up. The much anticipated Fischer v Larsen game was adjourned after white's 46th move and was promptly published with notes in the official daily bulletin before the game was resumed. The bulletin even gave the winning line for black from the adjourned position!</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Draws in the next two rounds (including round 11 where he played 1.c4 for the first time in a serious game) left Fischer ½ point behind Geller after 11 rounds. However Fischer beat Geller in round 12 (he had lost their three previous encounters) and regained the lead. Fischer was still only ½ point ahead after 16 rounds but then pulled right away from the field by winning each of his last seven games (his last round win was a walk-over as Panno declined to play). Fischer won the tournament with a score of 18½; 3½ points clear of the three runners up, Larsen, Geller and Huebner. This seven game winning run was the start of his remarkable sequence of 20 successive wins before eventually losing the second game of his final Candidates match against Petrosian.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Fischer's biographer Frank Brady described this victory as "one of the outstanding accomplishments of his career and one of the most remarkable results achieved by any player at any time in the long history of the game" on page 179 of the updated edition of<i> Profile of a Prodigy</i>, David Mckay, New York 1973 (published by Batsford in London 1974 under the title of <i>Bobby Fischer</i>). On the same page Brady quotes a prophetic remark by Najdorf following this event: "He'll have to concede two points to the rest of the players to make any future tournament in which he competes interesting to all" </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXGb-ZBVLhmcOIqGfxw_q6NO3AfdicbIZZ2rlLbXPVYLYtk3EjIa5d2pmY8wkVsFlhJdAQuW71OTIAmA8bkVwOUh5uewslQIlshwUFJ4dlZBGd-2IxDSPSJPA8ELUQVApCDDBQbY7PuZYZ/s1054/BRADY+BOOKS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="804" data-original-width="1054" height="460" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXGb-ZBVLhmcOIqGfxw_q6NO3AfdicbIZZ2rlLbXPVYLYtk3EjIa5d2pmY8wkVsFlhJdAQuW71OTIAmA8bkVwOUh5uewslQIlshwUFJ4dlZBGd-2IxDSPSJPA8ELUQVApCDDBQbY7PuZYZ/w604-h460/BRADY+BOOKS.jpg" width="604" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">The following photographs show the six qualifiers for the Candidates matches: (Although these photographs are in the <i>Palma 1970</i> book, the portraits of Fischer, Larsen and Geller were taken at the Siegen Olympiad in September 1970) <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaaEXnFigyFtioyzY1Zuu24mcR7nvbeVwUzsvv9WU_90V-EzYjFG1rUpzQxpGsIkn5OhImkrCNSRSIR0_xgdF5SH-0IJLksU_WoTPXRkFTwTZ672bTK0RI-5shNto9D3WJWyf3X3xv-ApL/s1590/PALMA+1970+4+PHOTOS.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1590" data-original-width="1014" height="951" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaaEXnFigyFtioyzY1Zuu24mcR7nvbeVwUzsvv9WU_90V-EzYjFG1rUpzQxpGsIkn5OhImkrCNSRSIR0_xgdF5SH-0IJLksU_WoTPXRkFTwTZ672bTK0RI-5shNto9D3WJWyf3X3xv-ApL/w606-h951/PALMA+1970+4+PHOTOS.jpg" width="606" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Clockwise: Fischer, Larsen, Geller and Huebner)</span><br /></td></tr></tbody></table><p><span style="font-family: verdana;"> </span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhamqtgvMLEJZwL1ip6GQ7PSVv_EXnGt-Rolk8iZhzjsjiFGfCIr6cRqMEIpgtzFUr_4cbe8qJAQMLj2hYZs8TBZnjileVfz_50e76E5VY6xIMCgsGLWGWj_10q1yZ0_JMstwZxkIAjmAtb/s1000/PALMA+1970+TAIMANOV+UHLMANN.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="800" data-original-width="1000" height="445" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhamqtgvMLEJZwL1ip6GQ7PSVv_EXnGt-Rolk8iZhzjsjiFGfCIr6cRqMEIpgtzFUr_4cbe8qJAQMLj2hYZs8TBZnjileVfz_50e76E5VY6xIMCgsGLWGWj_10q1yZ0_JMstwZxkIAjmAtb/w559-h445/PALMA+1970+TAIMANOV+UHLMANN.jpg" width="559" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Taimamov and Uhlmann<br /></span></td></tr></tbody></table><span style="font-family: verdana;"><br /></span><p></p><p><span style="font-family: verdana;"><br /></span></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Fischer did not enter any of his games for the Best Game Prize (won by Wolfgang Uhlmann for his round 13 game against Uitumen), but the following game against Rubinetti was considered as one of his best by the editors Wade and Blackstock: <br /> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTwYdJF-n2fa9QVoVfo-v1IB7pFx0qOXrc01YFdHMU6ULZXZfly_GGUSeiuhyuBrr-FaSzW3KQPRrsxFcZ4e0isWvykqNVS_QbD3HaKPu9uCmfLQbGvZU7AOfq_NnxkFLXdUVoCM8KvJma/s1333/PALMA+P168.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1202" data-original-width="1333" height="557" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTwYdJF-n2fa9QVoVfo-v1IB7pFx0qOXrc01YFdHMU6ULZXZfly_GGUSeiuhyuBrr-FaSzW3KQPRrsxFcZ4e0isWvykqNVS_QbD3HaKPu9uCmfLQbGvZU7AOfq_NnxkFLXdUVoCM8KvJma/w617-h557/PALMA+P168.jpeg" width="617" /></a></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Following on from the final comment made in the article: <i>Fischer's Participation</i>, the editors published a correction on page 222:</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2khTKVqhoZbgjaETWKWtjbxw4B8IOGFwQO4Sjf9we5s1yu-Bj5Zv6Y8NQ43xWQXKsLqdbffx-7g7jKoIPYa-HMYQ4Q8rhF9ykNcp5uKm6kUD9-rTYkOpA_u4RpnEhaBCdWjU0hBQUVdHD/s1323/PALMA+PP222-223.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="352" data-original-width="1323" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2khTKVqhoZbgjaETWKWtjbxw4B8IOGFwQO4Sjf9we5s1yu-Bj5Zv6Y8NQ43xWQXKsLqdbffx-7g7jKoIPYa-HMYQ4Q8rhF9ykNcp5uKm6kUD9-rTYkOpA_u4RpnEhaBCdWjU0hBQUVdHD/w585-h162/PALMA+PP222-223.jpeg" width="585" /></a></div><span style="font-family: verdana;"> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">However, this is at odds with David Levy's comments on page 135 of the Christmas 1970 <i>Chess</i> magazine in which he stated that Fischer had reputedly been paid $15,000 to play.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The book concludes with a three page <i>Tournament Survey</i> summarising each player's performance and commenting on the event generally.</span></p><p style="text-align: center;"><span style="font-family: verdana;">_____________________________________________</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghviK8n2Vprf_5knWbZwoPFYJNaVmx10BgU5zBvbC64d_tjbvXbP_oUIFBMyW9J_BvNab-O9J8FxPwYDcczlsjZGyBWXdQGLEYqorbPVSWtDakC1o9sKPDwutDnSuzKsFxORqTf6N9wSfY/s1862/PALMA+SOUVENIR+PALMA.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1862" height="403" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghviK8n2Vprf_5knWbZwoPFYJNaVmx10BgU5zBvbC64d_tjbvXbP_oUIFBMyW9J_BvNab-O9J8FxPwYDcczlsjZGyBWXdQGLEYqorbPVSWtDakC1o9sKPDwutDnSuzKsFxORqTf6N9wSfY/w586-h403/PALMA+SOUVENIR+PALMA.jpeg" width="586" /></a></span></div><span style="font-family: verdana;"><br /><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>Souvenir Book/Buch; VII Interzonal Ajedrez; Palma de Mallorca 1970</i>, produced and published by The Chess Player (Tony Gillam), Nottingham 1971.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXFGq6UnSazpZ0FfqaT7fU_ywoeusMdb3dQBONcrcaSWXGu7hu9XDw8KWdAw8HD22ypZp2R-N14P40lEOVEoc5fQTo_eIU7Yy5eh7rRwv05kjwy9LQbVep0jObxTeAwsmUZT6UKiuHbqiD/s1000/PALMA+SOUVENIR+TITLE+IMPRINT.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1000" height="505" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXFGq6UnSazpZ0FfqaT7fU_ywoeusMdb3dQBONcrcaSWXGu7hu9XDw8KWdAw8HD22ypZp2R-N14P40lEOVEoc5fQTo_eIU7Yy5eh7rRwv05kjwy9LQbVep0jObxTeAwsmUZT6UKiuHbqiD/w632-h505/PALMA+SOUVENIR+TITLE+IMPRINT.jpg" width="632" /></a></span></div><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;">This was actually the 8th Interzonal tournament and not the 7th as stated on the title page.<br /></span></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;">This high quality production was published in a limited edition of 600 copies and consists almost entirely of 115 full page photographs from the event printed on glossy paper. The small amount of text is in either English, German or Spanish. The book includes a list of the 24 competitors, a calendar of the 23 rounds, four pages with 52 facsimile signatures of the players, officials and others, and the menu from the closing banquet.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_roerJe2t63wy6gJ_pyb5Xa_XOP2WSpwF7VfYVpVr7TJHQBD2akCdYyJnzsJkPeNOJYJ6bkF-Ea1S0jtVto2acwaWRcx0YJPA1rLS5_HnhRofeQrzkg57XvaY6QVW8yVKvBHRBPQ_EKLM/s2048/PALMA+SOUVENIR+SIGNATURES.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1674" data-original-width="2048" height="538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_roerJe2t63wy6gJ_pyb5Xa_XOP2WSpwF7VfYVpVr7TJHQBD2akCdYyJnzsJkPeNOJYJ6bkF-Ea1S0jtVto2acwaWRcx0YJPA1rLS5_HnhRofeQrzkg57XvaY6QVW8yVKvBHRBPQ_EKLM/w656-h538/PALMA+SOUVENIR+SIGNATURES.jpeg" width="656" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Other than that it is photographs all the way through, including many close-up shots of the players. </span><span style="font-family: verdana;">The book states that all but one of the photographs are by David Levy, the exception being by Gerhard Bruckner. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjggR0u1HsP2keo2xHsit3_AhPgzQvCZMtwIWppu9kpIPQYmHGjXda_V4OwZDHEURXlNR1O7i31QwmkxHgTHaxQ1e__D7xNLKMwQVCY1cuhwexLpVbfWlerxGALXizzJrapkmoVd4Yc01C1/s2048/PALMA+SOUVENIR+4+PLAYERS.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1411" height="923" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjggR0u1HsP2keo2xHsit3_AhPgzQvCZMtwIWppu9kpIPQYmHGjXda_V4OwZDHEURXlNR1O7i31QwmkxHgTHaxQ1e__D7xNLKMwQVCY1cuhwexLpVbfWlerxGALXizzJrapkmoVd4Yc01C1/w634-h923/PALMA+SOUVENIR+4+PLAYERS.jpeg" width="634" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">There seems to have been an embargo on photos of Fischer at Palma de Mallorca as there is not a single close-up of him at the chessboard in either of these two books, although there are plenty of most of the other competitors. The <i>Souvenir Book</i> does have three full page photos of Fischer but these were all taken at the Siegen Olympiad held two months earlier. There are two other photos in which Fischer appears; one showing him in discussion with chief arbiter O'Kelly de Galway after his sixth round win against Reshevsky, and in the other he is being presented with the winner's trophy. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkbdCd4JamH7T-3jFgzLsjM8XC3KNDMm_YhFkhnrfYAUWJkuDwxKv3a0DNBsScp210Z-6Qaj0ZRnW2bU-RMYEipPRxfxmAbnzYLpC5GxojBFoXmviNndyMnsvzy49i1QXzJH7xCuko156N/s1019/PALMA+SOUVENIR+FISCHER+%2526+O%2527KELLY.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1019" data-original-width="695" height="822" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkbdCd4JamH7T-3jFgzLsjM8XC3KNDMm_YhFkhnrfYAUWJkuDwxKv3a0DNBsScp210Z-6Qaj0ZRnW2bU-RMYEipPRxfxmAbnzYLpC5GxojBFoXmviNndyMnsvzy49i1QXzJH7xCuko156N/w560-h822/PALMA+SOUVENIR+FISCHER+%2526+O%2527KELLY.jpg" width="560" /></a></span></div><span style="font-family: verdana;"><br /></span><span style="font-family: verdana;">Two
further photos feature the board ready for Fischer's game against Minic, and the demonstration board showing the final position after his win
against Uhlmann in round 18.</span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJdy10PHGb-1N07-xcszY-JlrvJxNYWOkwPSYeFcZF4cS2f6l__Gljf0AnvzG5UKhQwi9rSZJIkCHELxtRVn_ACrAc83-hyTIIXTmcQbuEaVegji9NkrLxZCm_SscAIsNUF9ug6L3nvuzR/s1910/PALMA+SOUVENIR+FISCHER+MINIC.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1405" data-original-width="1910" height="408" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJdy10PHGb-1N07-xcszY-JlrvJxNYWOkwPSYeFcZF4cS2f6l__Gljf0AnvzG5UKhQwi9rSZJIkCHELxtRVn_ACrAc83-hyTIIXTmcQbuEaVegji9NkrLxZCm_SscAIsNUF9ug6L3nvuzR/w555-h408/PALMA+SOUVENIR+FISCHER+MINIC.jpeg" width="555" /></a></span></div><span style="font-family: verdana;"><br /></span><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcxFpMkk4701tpseFr1Wz153SVHIdv5oBZBBgz_Q_4Qjmeuo_-EXpuzfp5Dwd-v7M6egmQqkrSH4IZ2nks7uygOXZlXvlYF9mO8iqr6uSU-O8ArosURET3bDKnsjv9VMWrsVILxcr9ZDAT/s1878/PALMA+SOUVENIR+FISCHER+UHLMANN.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1878" data-original-width="1317" height="516" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcxFpMkk4701tpseFr1Wz153SVHIdv5oBZBBgz_Q_4Qjmeuo_-EXpuzfp5Dwd-v7M6egmQqkrSH4IZ2nks7uygOXZlXvlYF9mO8iqr6uSU-O8ArosURET3bDKnsjv9VMWrsVILxcr9ZDAT/w361-h516/PALMA+SOUVENIR+FISCHER+UHLMANN.jpeg" width="361" /></a></div><br /><p style="text-align: center;"><br /></p><p style="text-align: center;"><span style="font-family: verdana;">______________________________________________ <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The British Chess Magazine</i> for January 1971 has a long report on the Palma de Mallorca Interzonal on pages 1 to 21 by Harry Golombek who attended the final two weeks of the event. A couple of interesting comments from his report:</span></p><p style="text-align: justify;"><span style="font-family: verdana;">1. Raising the matter of Fischer's debacle at the Interzonal Tournament in Sousse in 1967, where he withdrew when in the lead after 14 rounds on account of several well documented disagreements with the organisers, Golombek asks how the Palma organisers managed to keep him placated throughout. Golombek states that both O'Kelly de Galway and Koltanowski informed him: "The perfect and obvious solution was found by acceding to all Fischer's demands"</span></p><p style="text-align: justify;"><span style="font-family: verdana;">2. Reflecting on Fischer's game against Minic, Golombek comments "...Fischer had little difficulty in winning, even though, to those of us who had been accustomed to seeing players like Alekhine and Capablanca dispose of lesser players with the utmost accuracy in the ending and with a corresponding elegance, it was rather painful to witness the imprecise, almost amateur, way in which this particular ending was conducted. Still, note that one instinctively compares Fischer with such figures as Alekhine and Capablanca; there are few such in the long history of the game." </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">I would like to thank Tony Gillam of The Chess Player publishing company for pemission to include extracts and photographs from his two books, and also Owen Hindle for his assistance. <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p><span style="font-family: verdana;"> </span><br /></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-90039115828072785972020-11-08T13:22:00.006+00:002020-11-11T23:00:43.737+00:00Alessandro Sanvito's bibliographies of Italian chess literature<p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"><span>Alessandro Sanvito, the eminent Italian chess historian, author and bibliographer died in Milan on 21st October aged 81.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"><span> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: small;"><span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS0RQMUcKPqlnwJC8XHKa8_iuLwUWfkO3KPY76wrgPSzWdYWOdwQi9DEmSOLKrcCdhP98nTwRJ1s1qaA3gVH_kIZl0H0VLiH6LBhC9EFh-3f2lfMEPpW-b99EBwazHVy8Vk7gtxXqx2nWn/s2048/LINEAMENTI+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1418" height="520" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS0RQMUcKPqlnwJC8XHKa8_iuLwUWfkO3KPY76wrgPSzWdYWOdwQi9DEmSOLKrcCdhP98nTwRJ1s1qaA3gVH_kIZl0H0VLiH6LBhC9EFh-3f2lfMEPpW-b99EBwazHVy8Vk7gtxXqx2nWn/w360-h520/LINEAMENTI+COVER.jpeg" width="360" /></a></span></span></div><span style="font-family: verdana; font-size: small;"><span><br /> <br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Sanvito's studies, over many years, into the bibliography of Italian chess literature will be of lasting value to authors, researchers and collectors. He collaborated with Adriano Chicco in producing the pioneering work <i>Lineamenti di una Bibliografia Italiana degli Scacchi </i>in 1987. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMt9MK29Ar7XeCLgvxvHrOOuZThZ6aRXXKMwnuFPQ7x7K6Ry0q7ad6jV4mKL1PUrIvyPCnvTj5sQ4D2R7udY02nVten5J1Xl3OEOsEekFlD-ilB2E3idM_VaqezxQFGKB-TW6I0lPD6RX/s2048/LINEAMENTI+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1241" height="597" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMt9MK29Ar7XeCLgvxvHrOOuZThZ6aRXXKMwnuFPQ7x7K6Ry0q7ad6jV4mKL1PUrIvyPCnvTj5sQ4D2R7udY02nVten5J1Xl3OEOsEekFlD-ilB2E3idM_VaqezxQFGKB-TW6I0lPD6RX/w362-h597/LINEAMENTI+TITLE.jpeg" width="362" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This was published under the patronage of AMIS - Associazione Maestri Italiani di Scacchi, and listed 916 printed books in alphabetical order by author/compiler, or title where the author was unknown or unclear. The <i>Indice per Materie</i> at the end sorts the entries into nine categories:</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAGl6FfCiCe1cwWuFaoTy0NQc4Yxqur20sVb_wcuOyStORv5cq0JQrL3hEYZpmrJHTaQ6-pbypfQiRJBxja0PgPLUf3zTMhZt9qo90gAEp4G5esP5tRBpnheVymHgvQ9d-lbzqneG3pX8v/s1711/LINEAMENTI+INDICE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1232" data-original-width="1711" height="395" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAGl6FfCiCe1cwWuFaoTy0NQc4Yxqur20sVb_wcuOyStORv5cq0JQrL3hEYZpmrJHTaQ6-pbypfQiRJBxja0PgPLUf3zTMhZt9qo90gAEp4G5esP5tRBpnheVymHgvQ9d-lbzqneG3pX8v/w550-h395/LINEAMENTI+INDICE.jpeg" width="550" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> <br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><i>Appendice 1 - Manoscritti</i> adds 74 manuscripts and <i>Appendice 2 - Periodici</i> gives details of 34 chess periodicals.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpEl-vGMtF7Uzrngt1OAiyswkCl8NklOghYcX-NWXXlM1zoWIGQNke2G8ihTHdFJjYSNxrZReukXoTVlTSY0dYamEYGaGJOnDVHc53VAcSbRBT0hlFygnPrhyJ5WtwM1Ah7yPCWgnwnou/s2048/LINEAMENTI+P114.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1441" height="668" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpEl-vGMtF7Uzrngt1OAiyswkCl8NklOghYcX-NWXXlM1zoWIGQNke2G8ihTHdFJjYSNxrZReukXoTVlTSY0dYamEYGaGJOnDVHc53VAcSbRBT0hlFygnPrhyJ5WtwM1Ah7yPCWgnwnou/w469-h668/LINEAMENTI+P114.jpeg" width="469" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This book includes 21 illustrations: </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><span style="font-size: small;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixA7RdAxhOjihP5Pie3EHeQgxQnScRil8ZPWih1d4JQ6V6gv0w7C1ZwvS9uUVwb7WZWPDb-tD23x_GxiOfH5cAyGksHC1unUxxLuo5Srh7NoaE0ShVv7oAu23Dvqyqi4aMBB2DjP53AbPm/s1280/LINEAMENTI+PAGE+1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1280" data-original-width="800" height="954" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixA7RdAxhOjihP5Pie3EHeQgxQnScRil8ZPWih1d4JQ6V6gv0w7C1ZwvS9uUVwb7WZWPDb-tD23x_GxiOfH5cAyGksHC1unUxxLuo5Srh7NoaE0ShVv7oAu23Dvqyqi4aMBB2DjP53AbPm/w595-h954/LINEAMENTI+PAGE+1.jpg" width="595" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;">Clockwise: Centurini 1853, 15th C. manuscript, Cozio 1766, anonymous 1825.</span><br /></td></tr></tbody></table><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">After his friend and collaborator Adriano Chicco died in 1990, Sanvito continued their researches, and in 1997 he produced a 64 page update to <i>Lineamenti</i> listing items published from 1987 to 1996. Shortly afterwards, Sanvito published a fully revised and updated work: <i>Bibliografia Italiana degli Scacchi; Della Origini al 1999, </i>Milan 1999.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpvRT7gYim2spIA8YJgGAkJPzSYa2w4YBIG_ltdTR-OydFeO8HCRVCrqpWjEyxIKYEl0P-Buwgvje9-Ifp4TphWrf5QCecyjp5kfiQ78OvlKjl5WZwlw0sSMEiMhRoTxeKuxcHmpUVf6g7/s2048/BIBLIOGRAFIA+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1432" height="510" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpvRT7gYim2spIA8YJgGAkJPzSYa2w4YBIG_ltdTR-OydFeO8HCRVCrqpWjEyxIKYEl0P-Buwgvje9-Ifp4TphWrf5QCecyjp5kfiQ78OvlKjl5WZwlw0sSMEiMhRoTxeKuxcHmpUVf6g7/w357-h510/BIBLIOGRAFIA+COVER.jpeg" width="357" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">For this book the 1,420 entries are organised into 11 categories: </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEill5DpcOIGGsfmQ3oc8YPrGhE2o1r4NGkrG0pcz9thXwknLjr6DWJYLcHr535J5jgb7F6hO_F4rTVPshK5f4EeYT0EZRrwnZP0Tb7L9-buDboMhcKW_H-YQfxDMoTMQfsL99a3a_x2hwLh/s2048/BIBLIOGRAFIA+INDICE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1264" height="737" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEill5DpcOIGGsfmQ3oc8YPrGhE2o1r4NGkrG0pcz9thXwknLjr6DWJYLcHr535J5jgb7F6hO_F4rTVPshK5f4EeYT0EZRrwnZP0Tb7L9-buDboMhcKW_H-YQfxDMoTMQfsL99a3a_x2hwLh/w456-h737/BIBLIOGRAFIA+INDICE.jpeg" width="456" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">The bibliography endeavours to include all chess books published in Italy in any language, as well as books by Italian authors published abroad. Important articles and essays written by Italians, published in non-chess books and magazines are also included, but chess columns (which commenced in Italy in 1847) in non-chess periodicals have not been included. The many works with only limited chess content range from important treatises on associated games, such as rithmomachia, to novels with chess scenes, such as Ian Fleming's <i>Dalla Russia con Amore </i>which describes a chess tournament in the USSR in the first few pages, apparently.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Sanvito has 22 entries for his own works: <br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia2LnptseU2h3hT1h94wlov2F7ogbWx_3dV76_lEacir_GJGtV-rnecjjsy8dxuHfxdReQ4x5kvNL_oP_mHG7oR5sTUzN1a2FHYrMV5UekJZMvrCcT7PtDncII9tr9iJsSUE0Mm3OV8fgX/s2048/BIBLIOGRAFIA+P49.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1289" height="740" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia2LnptseU2h3hT1h94wlov2F7ogbWx_3dV76_lEacir_GJGtV-rnecjjsy8dxuHfxdReQ4x5kvNL_oP_mHG7oR5sTUzN1a2FHYrMV5UekJZMvrCcT7PtDncII9tr9iJsSUE0Mm3OV8fgX/w465-h740/BIBLIOGRAFIA+P49.jpeg" width="465" /></a></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Italy has a very rich chess literature heritage with printed books dating back to the celebrated 16th century authors Damiano 1512 etc., Vida 1527 etc., Actius (Azzio) 1583, Ruy Lopez 1584, and Gianutio 1597. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2JWVeaUOSgr9Osc9ZjIJ-mNZCq92apNhX03uYiy8R-AtVGKveqLzs4V5nYcpf7koo-c2tvePcofktXsppDSQrjZT4NNQvZU45uCMY0MrdBp156j28OuSU8e3nhVPtOA12gaUy0zgkVBJ4/s1639/BIBLIOGRAFIA+P70.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1639" data-original-width="1478" height="633" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2JWVeaUOSgr9Osc9ZjIJ-mNZCq92apNhX03uYiy8R-AtVGKveqLzs4V5nYcpf7koo-c2tvePcofktXsppDSQrjZT4NNQvZU45uCMY0MrdBp156j28OuSU8e3nhVPtOA12gaUy0zgkVBJ4/w572-h633/BIBLIOGRAFIA+P70.jpeg" width="572" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">A few even earlier books with a chess connection are listed: John Shirwood 1482, Jacobus Publicius 1482/1485, Dal Pozzo 1485, and Stefano Costa 1489. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Many of the 88 manuscripts are undated but there are examples from the 13th, 14th and 15th centuries, alongside many hand-written scripts by later acclaimed authors such as Cozio, Ercole del Rio, Gianutio, Greco, Lolli, Polerio, Ponziano and Vida.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">A detailed commentary with references to further information is provided for many of the important books and manuscripts, and the location in public libraries of </span></span><span style="font-size: small;"><span style="font-family: verdana;">many of the rare books and manuscripts</span></span><span style="font-size: small;"><span style="font-family: verdana;"> is also given. All of this provides very useful information for researchers and scholars.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This revised work has 25 full page illustrations:</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1EnG3EUeA_PAMNKdjDgiYW3dgMCqXSwcf0aeRMwlSOb3LIJM6H4A62yVqQT7iw3c9aMaixxNFZVkZAX-rno88HUznbnY6vh4qOdaPG8GYc2fafEO-lFfE0oeHGpfKbKQAFBTCZ3g4z5bj/s1280/BIBLIOGRAFIA+PAGE+2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1280" data-original-width="800" height="1001" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1EnG3EUeA_PAMNKdjDgiYW3dgMCqXSwcf0aeRMwlSOb3LIJM6H4A62yVqQT7iw3c9aMaixxNFZVkZAX-rno88HUznbnY6vh4qOdaPG8GYc2fafEO-lFfE0oeHGpfKbKQAFBTCZ3g4z5bj/w626-h1001/BIBLIOGRAFIA+PAGE+2.jpg" width="626" /></a></span></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana; font-size: small;">Clockwise: Actius 1583, Damiano 1512, Salvioli 1885, Gianutio 1597</span><span style="font-size: small;"><br /></span></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdcBAxYJko2syDOH9Y_RUt6fQvQFFibDx9pf5SIItE_S6riHuzp82Az3-AgymhZhF1612bhk1MC5EgzMLccLm0cX2MVCmU2tY593Pu6gXlGrT1Lo_UGKUU8-hlHZ3aJLMEdyTsol7kAl5l/s1000/BIBLIOGRAFIA+PAGE+1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="700" data-original-width="1000" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdcBAxYJko2syDOH9Y_RUt6fQvQFFibDx9pf5SIItE_S6riHuzp82Az3-AgymhZhF1612bhk1MC5EgzMLccLm0cX2MVCmU2tY593Pu6gXlGrT1Lo_UGKUU8-hlHZ3aJLMEdyTsol7kAl5l/w620-h434/BIBLIOGRAFIA+PAGE+1.jpg" width="620" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">18th century Venetian manuscript and Giacometti 1793<br /></td></tr></tbody></table><br /></span></span><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">The introductory articles in both of these bibliographies, firstly by Alvis Zichichi, President of AMIS, and secondly by the compilers, Chicco and Sanvito, highlight the enormous efforts required in preparing such works. The seemingly dry and basic bibliographical details for each item frequently hiding the extensive research and co-operation from many organisations, libraries and individuals necessary in establishing and verifying accurate descriptions. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">A new edition of <i>Bibliografia Italiana degli Scacchi</i> by Allesandro Sanvito was published in 2015 listing over 3000 items, more than double the number in the 1999 edition. <br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-33785403235436509382020-10-24T00:03:00.004+01:002020-10-24T11:07:15.374+01:00The Brussels Encounter OHRA 1986<p style="text-align: justify;"><span style="font-family: verdana;"><i> </i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1xWB3_UbIBDTyHFghjztz6vUCBDDzaXWgXem52E3X9VWCEQ2lqm3e0lhMoQKZ7gQ7t9MZ5T8tl062GAk5ZVuGWc5CT62k5Nmf0_2mMFNcWHz24f2ooEGG_GJZ7ny12lBPPmvBJTWNiy5b/s2048/BRUSSELS+ENCOUNTER+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1357" height="670" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1xWB3_UbIBDTyHFghjztz6vUCBDDzaXWgXem52E3X9VWCEQ2lqm3e0lhMoQKZ7gQ7t9MZ5T8tl062GAk5ZVuGWc5CT62k5Nmf0_2mMFNcWHz24f2ooEGG_GJZ7ny12lBPPmvBJTWNiy5b/w444-h670/BRUSSELS+ENCOUNTER+COVER.jpeg" width="444" /></a></i></span></div><span style="font-family: verdana;"><i><br /></i><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><i>The Brussels Encounter: OHRA</i>, by William Hartston, Willi Iclicki amd Roger Lancaster, Chequers Chess Publications, London 1987. Lusis 2117</span></p><p style="text-align: justify;"><span style="font-family: verdana;">The OHRA tournament, played in Brussels in December 1986, was the first tournament in which Kasparov had competed for three years and his first as world champion. The book claims that the average Elo rating of the six participants (Kasparov, Korchnoi, Hubner, Short, Portisch, and Nunn) made this the strongest tournament in the history of the game. All of this inspired the BBC to choose this event for its new <i>Chess Classic</i> series.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7WmBRhRG4dqrqUREusnINJqEya1kQr2L6xe34vQ7NYW4DJu_polzB8RnPhcyVeUGAnoCA3CgvfpVQuK3ZcFtr5ob2aJFJlPh0myqb07NvEHPNEHQuykjJePurWWKCKTK75dkYplt4Mjpr/s2048/BRUSSELS+ENCOUNTER+P4.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1299" height="801" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7WmBRhRG4dqrqUREusnINJqEya1kQr2L6xe34vQ7NYW4DJu_polzB8RnPhcyVeUGAnoCA3CgvfpVQuK3ZcFtr5ob2aJFJlPh0myqb07NvEHPNEHQuykjJePurWWKCKTK75dkYplt4Mjpr/w509-h801/BRUSSELS+ENCOUNTER+P4.jpeg" width="509" /></a></span></div><span style="font-family: verdana;"><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">In the <i>Chess Classic</i> series of programs the players narrated a commentary to their games revealing their thoughts during play, in a similar manner to <i>The Master Game</i> broadcast in the 1970s. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">All 30 games from the tournament are included in the book (13 games were covered by the BBC) with annotations by Garry Kasparov, Lajos Portisch, John Nunn, Raymond Keene and Andrew Martin. For each game the bare moves and result are firstly given, this is followed by diagrams showing the position after every pair of moves, followed by a full analysis of the game. the 13 games from the BBC series are then repeated again with the players thoughts at key moments.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UyTx8eDo5SUXa6yF9EKcX4VKu7Vje9NP-xAjEB7lNLvd1D9K6xrmN_1FyiCTcD7x7AZbBrAQhxj1HQ5My69mWRdOIkuOKmmwT0A19zg5UjRfkPsHMzJ6MRRuX1j8FmaEaCWpPlTLeeb2/s1825/BRUSSELS+ENCOUNTER+P71.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1825" data-original-width="1478" height="520" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UyTx8eDo5SUXa6yF9EKcX4VKu7Vje9NP-xAjEB7lNLvd1D9K6xrmN_1FyiCTcD7x7AZbBrAQhxj1HQ5My69mWRdOIkuOKmmwT0A19zg5UjRfkPsHMzJ6MRRuX1j8FmaEaCWpPlTLeeb2/w421-h520/BRUSSELS+ENCOUNTER+P71.jpeg" width="421" /></a></span></div><span style="font-family: verdana;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjBENm6ondzxAmKU6Xd87r5k3Vbv8Aqv4njbDcTrSA94Y4fDfbjZKfmTSjHS1K3w5DZ9DbQ6kufMD3JzcRoIdowI4dOW8TouBamtmyDOS2_oA_akZBZMsZJCv_o-ues48VQMh7gG6orCru/s1531/BRUSSELS+ENCOUNTER+P72.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="926" data-original-width="1531" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjBENm6ondzxAmKU6Xd87r5k3Vbv8Aqv4njbDcTrSA94Y4fDfbjZKfmTSjHS1K3w5DZ9DbQ6kufMD3JzcRoIdowI4dOW8TouBamtmyDOS2_oA_akZBZMsZJCv_o-ues48VQMh7gG6orCru/w433-h262/BRUSSELS+ENCOUNTER+P72.jpeg" width="433" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipJKbKLb86781Oxn2-QP6khAx-RbCGXyRGEGlaUlIcfA-pm8dc3R5seysYfD-u3etYlCIg6bXZgke7p9eZUtzr_acu5BljXUpm2JI0wfOOgiX122_IPDbq0uRcoHkIn21zlYFEJMvY0Vg7/s2048/BRUSSELS+ENCOUNTER+P73.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1290" height="690" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipJKbKLb86781Oxn2-QP6khAx-RbCGXyRGEGlaUlIcfA-pm8dc3R5seysYfD-u3etYlCIg6bXZgke7p9eZUtzr_acu5BljXUpm2JI0wfOOgiX122_IPDbq0uRcoHkIn21zlYFEJMvY0Vg7/w435-h690/BRUSSELS+ENCOUNTER+P73.jpeg" width="435" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRoZ77XYpWbUOx17-YyLs0sj3amX6S2MSoB_orzxsdMxoRbFSSF4yyIbFwSdq8M1q51hPHRZVqy4Jl_taL_p7jFn1OvvL9XOMS-93qL8NvreIWhkDG7bIx_jijuAmoiudTxmYo6AM227fo/s2048/BRUSSELS+ENCOUNTER+P74-75.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1576" data-original-width="2048" height="507" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRoZ77XYpWbUOx17-YyLs0sj3amX6S2MSoB_orzxsdMxoRbFSSF4yyIbFwSdq8M1q51hPHRZVqy4Jl_taL_p7jFn1OvvL9XOMS-93qL8NvreIWhkDG7bIx_jijuAmoiudTxmYo6AM227fo/w657-h507/BRUSSELS+ENCOUNTER+P74-75.jpeg" width="657" /></a></div><br /> <br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT2lfKm8ilnYqXD6c6rPlmka5gziHEVDE_X590Mez2EnHElCyEO4asmxGbCuiul1jx7-OoEsj_yU2sgjt7QKGTpqfj_bWy2r1-X81cyMYg_jPxpadA9_WMvhqI-pC3O2UCHJxEbHnBJkeX/s2048/BRUSSELS+ENCOUNTER+P79.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1291" height="681" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT2lfKm8ilnYqXD6c6rPlmka5gziHEVDE_X590Mez2EnHElCyEO4asmxGbCuiul1jx7-OoEsj_yU2sgjt7QKGTpqfj_bWy2r1-X81cyMYg_jPxpadA9_WMvhqI-pC3O2UCHJxEbHnBJkeX/w430-h681/BRUSSELS+ENCOUNTER+P79.jpeg" width="430" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ViBIlmMsCJyww_Dzb1JpUfZ-iOwEebxKcvqTJjsj-q_jsh7hZAtOdJUHuR6nYwXFUdq64fDmvwkSaq7jSOVEsVHDr4snEkdq2yOQ-YGBEw3eRxpnGXCAhpqzUMHjzeUZEfc52WEV6Vun/s2048/BRUSSELS+ENCOUNTER+P80-81.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1591" data-original-width="2048" height="519" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ViBIlmMsCJyww_Dzb1JpUfZ-iOwEebxKcvqTJjsj-q_jsh7hZAtOdJUHuR6nYwXFUdq64fDmvwkSaq7jSOVEsVHDr4snEkdq2yOQ-YGBEw3eRxpnGXCAhpqzUMHjzeUZEfc52WEV6Vun/w667-h519/BRUSSELS+ENCOUNTER+P80-81.jpeg" width="667" /></a></div> </div><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkrrxplz6HMURD7ahmotXyY2cBrrFn8aNhIv32HfZZpZXSlJ6Ck1FALKEUgLHgBkPMNfREvrGQv07zDWhMdzhuJMw8BMRhnJjYhotYtzPm8i4z0Zq9gwBciCvTHOBYCiF0XAUK2tX-ignT/s2048/BRUSSELS+ENCOUNTER+P82.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1390" height="601" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkrrxplz6HMURD7ahmotXyY2cBrrFn8aNhIv32HfZZpZXSlJ6Ck1FALKEUgLHgBkPMNfREvrGQv07zDWhMdzhuJMw8BMRhnJjYhotYtzPm8i4z0Zq9gwBciCvTHOBYCiF0XAUK2tX-ignT/w407-h601/BRUSSELS+ENCOUNTER+P82.jpeg" width="407" /></a></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;">These insights into the top players' deliberations are extremely interesting but you have to wonder how candid the players were for this publication, some comments seem very superficial. Not so in the following game between Kasparov and Portisch.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKMcN0YR41lPeHotK1VTXPN9qiIwbPfftADm9u-UrIvfM_pSdSB733tBNcBF5tE2jBWpE7mN92EEOEh1__s1eSE60-H7hX4BLbQDxdErHK-I1JYTicsxxiMxVtYBnYxSXF5_rbZvpMpca/s2048/BRUSSELS+ENCOUNTER+P152-3.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1586" data-original-width="2048" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKMcN0YR41lPeHotK1VTXPN9qiIwbPfftADm9u-UrIvfM_pSdSB733tBNcBF5tE2jBWpE7mN92EEOEh1__s1eSE60-H7hX4BLbQDxdErHK-I1JYTicsxxiMxVtYBnYxSXF5_rbZvpMpca/w647-h502/BRUSSELS+ENCOUNTER+P152-3.jpeg" width="647" /></a></span></div><span style="font-family: verdana;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmNXuw18ZCC2ks_xqyiQS5b6vRuFr5R_6_u54xreDWgfdGfOb2N-Vw4hTcKHhtcxhxkcUbrq64vlvhzKi4tiH1iwnSYbYaWxw03P81KgZaw9zGWuZSAUPftB8BBAl9NNTHhaL5xBZHvOMr/s2048/BRUSSELS+ENCOUNTER+P154-5.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1626" data-original-width="2048" height="534" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmNXuw18ZCC2ks_xqyiQS5b6vRuFr5R_6_u54xreDWgfdGfOb2N-Vw4hTcKHhtcxhxkcUbrq64vlvhzKi4tiH1iwnSYbYaWxw03P81KgZaw9zGWuZSAUPftB8BBAl9NNTHhaL5xBZHvOMr/w672-h534/BRUSSELS+ENCOUNTER+P154-5.jpeg" width="672" /></a></div><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Each round has a brief summary and occasional <i>Off the Board</i> snippets are also included. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguU2D3U8WctQfwitZuzV2pFjC0LhxSRIIFMaBkPP4-pS9UX5hx1dlkwL2Xk7w6TTqeE10G-K9dStnjGCXXEWIOgFM7kMEfTh0SnKzqvTQjVQ-v_rFV6mYWNV-swpIKyGYEGR4sVroRaCuv/s1693/BRUSSELS+ENCOUNTER+P285.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1693" data-original-width="1460" height="621" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguU2D3U8WctQfwitZuzV2pFjC0LhxSRIIFMaBkPP4-pS9UX5hx1dlkwL2Xk7w6TTqeE10G-K9dStnjGCXXEWIOgFM7kMEfTh0SnKzqvTQjVQ-v_rFV6mYWNV-swpIKyGYEGR4sVroRaCuv/w535-h621/BRUSSELS+ENCOUNTER+P285.jpeg" width="535" /></a></div><br /><span style="font-family: verdana;"><br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">As expected Kasparov was the clear winner scoring 7½ out of 10, losing only to 21 year old Nigel Short. The book states "reputedly the world champion's first ever loss against a younger opponent" - but surely not correct. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJeENKSNZoIMBPvoleDhV8O4m2BH3rTuv5h5cGmIYqGt63H3OztxOZqWQXY9wwBmaFMd9chiosD2865vPy5Bj1_WOZn0mzOIygwSbL6tfVtk22JJbm317lcfOjKjrAe_flMVxQSLFuDIMW/s2048/BRUSSELS+ENCOUNTER+KASPAROV.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1420" height="577" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJeENKSNZoIMBPvoleDhV8O4m2BH3rTuv5h5cGmIYqGt63H3OztxOZqWQXY9wwBmaFMd9chiosD2865vPy5Bj1_WOZn0mzOIygwSbL6tfVtk22JJbm317lcfOjKjrAe_flMVxQSLFuDIMW/w400-h577/BRUSSELS+ENCOUNTER+KASPAROV.jpeg" width="400" /></a></span></div><span style="font-family: verdana;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2xaZlraU0X8tUvgKXS1OM9tyLaU52MCLt4uy9r2sTxyRD4a5MdLJ2NiTT6h56RsY_w0nzJ8CeuYibdHZ6mY7y2Kk1v3zvlzzMsOZrrQ7qIQOIs4xt4a4OcznBLLl_WdLi3MpfxVQuZ0yc/s1723/BRUSSELS+ENCOUNTER+P63.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1622" data-original-width="1723" height="459" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2xaZlraU0X8tUvgKXS1OM9tyLaU52MCLt4uy9r2sTxyRD4a5MdLJ2NiTT6h56RsY_w0nzJ8CeuYibdHZ6mY7y2Kk1v3zvlzzMsOZrrQ7qIQOIs4xt4a4OcznBLLl_WdLi3MpfxVQuZ0yc/w488-h459/BRUSSELS+ENCOUNTER+P63.jpeg" width="488" /></a></div><br /> </span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">For a six player tournament a huge amount has been packed into this 286 page work.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Chequers Chess Publications published two other books: <i>The Game of the Round: </i>Dubai Olympiad 1986 </span><span style="font-family: verdana;">and <i>The Book of the World Championship: Kasparov vs Karpov: London/Leningrad 1986:</i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><i></i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIj9iPzzXwBAKnvyV2clv2il16-HFk1nOhGG6M7x_hzxq1otHF2RgFG0f7D2ppOT4mxID-1wr8NMQ1KpssPzv1zm1SHZsI_oQ_LTn2BaXbW9NZvQIv5dpBPbFcisHvPs1ID988em7ho-gR/s1024/CHEQUERS+PAGE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1024" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIj9iPzzXwBAKnvyV2clv2il16-HFk1nOhGG6M7x_hzxq1otHF2RgFG0f7D2ppOT4mxID-1wr8NMQ1KpssPzv1zm1SHZsI_oQ_LTn2BaXbW9NZvQIv5dpBPbFcisHvPs1ID988em7ho-gR/w644-h502/CHEQUERS+PAGE.jpg" width="644" /></a></i></span></div><span style="font-family: verdana;"><i><br /> </i></span><p></p><p><br /></p><span style="font-family: verdana;"></span><p style="text-align: justify;"><span style="font-family: verdana;"> © Michael Clapham 2020<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><br /></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-9835924023993368822020-10-22T22:27:00.001+01:002020-10-23T11:04:21.580+01:00Le Match: Capablanca-Alekhine: Buenos Aires 1927<p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><i>Le Match: Capablanca-Alekhine: Buenos Aires 1927</i>, by V. Soultanbéieff, L'Echiquier, Bruxelles 1929. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">LN5079, 64pp + Table des Matieres + Errata. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihzB1IPis6CZVFhyphenhyphen5n_Gi58VAbuNnm6NAa9FbaaL0zTl8iNkRxfhvrz1IrwDu1ALL0Ze9Aqd02HWa5eFncM55VGGGtYuE_OCni1Ftkfjpi8EGF-x2OkgxIq1f84zX52gAOhCliQwaa33fk/s2048/SOULTANBEIEFF+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1322" height="693" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihzB1IPis6CZVFhyphenhyphen5n_Gi58VAbuNnm6NAa9FbaaL0zTl8iNkRxfhvrz1IrwDu1ALL0Ze9Aqd02HWa5eFncM55VGGGtYuE_OCni1Ftkfjpi8EGF-x2OkgxIq1f84zX52gAOhCliQwaa33fk/w449-h693/SOULTANBEIEFF+TITLE.jpeg" width="449" /></a></div><span style="font-size: small;"><span style="font-family: verdana;"> <br /> <br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This is one of the scarcer publications on the Capablanca v Alekhine world Championship match of 1927. It is not in the <i>Kieler Schachkatalogue</i>, published in 2000, which lists over 8,000 items, no copies have been sold at the Antiquariat Klittich auctions and only one copy has appeared in the LSAK Chesslund auctions; this sold for 136 euros in 2018.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Although the title page is dated 1929, the <i>Avant-Propos</i> has a date of Mai 1928.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeorO0xxWNsZjouG5bFwLssg7QVVtpSXacbzROPiMuhvHhMiWUnAHKIxtH7ETBhzJiq3HZuqobnfu-EyZCSwKTs-jHpTKQvS_uGGdJdBfDy5YbgetjIQP1ARUOAuhlJcsj2ShMiukBHZQ3/s1801/SOULTANBEIEFF+AVANT+PROPOS.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1801" data-original-width="1687" height="581" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeorO0xxWNsZjouG5bFwLssg7QVVtpSXacbzROPiMuhvHhMiWUnAHKIxtH7ETBhzJiq3HZuqobnfu-EyZCSwKTs-jHpTKQvS_uGGdJdBfDy5YbgetjIQP1ARUOAuhlJcsj2ShMiukBHZQ3/w545-h581/SOULTANBEIEFF+AVANT+PROPOS.jpeg" width="545" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> </span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Victor Ivanovich Soultanbéieff was born in 1895 in Russia and moved to Belgium in 1921, making his home in Liège where he died in 1972.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This book is number 65 in the chronological list in <i>Belgian Chess Publications: An Annotated Bibliography</i> by Henri Serruys and Guy Van Habberney, Antwerp 2011.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg07f50jkbq6AzgTp8zcvHHuDppNqMvB-YscqWQ5fim78gZoxzJ-e1uxxi0p1wpJIjrmCVApN8SOfGbs46qHpI8StbqPVjcNW8s5x6zW8WDKdRMPJy3uB2q6tFnImJroSjZzwnYWEH0nuTs/s2048/BELGIAN+BIBLIO+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1368" height="606" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg07f50jkbq6AzgTp8zcvHHuDppNqMvB-YscqWQ5fim78gZoxzJ-e1uxxi0p1wpJIjrmCVApN8SOfGbs46qHpI8StbqPVjcNW8s5x6zW8WDKdRMPJy3uB2q6tFnImJroSjZzwnYWEH0nuTs/w405-h606/BELGIAN+BIBLIO+COVER.jpeg" width="405" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> </span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This beautifully produced bibliography, which has colour photographs of every book published in Belgium from Cessolis/Caxton 1474 onwards, includes a vignette of Soultanbéieff on page 40.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6y6JqTuirhIO6gQFeO3CaQsK3RvApLcZ-VJQ3pf_yVn_DsVxyIhiZIHiUfBrhvAha4BWplBfCALgDdoJShGPIUTQz4YyrP7paz1t8sP4gePlUTdUxn8EZo1d_JaIpJJNmn4him8qGS7wm/s2048/BELGIAN+BIBLIO+P37.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1365" height="680" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6y6JqTuirhIO6gQFeO3CaQsK3RvApLcZ-VJQ3pf_yVn_DsVxyIhiZIHiUfBrhvAha4BWplBfCALgDdoJShGPIUTQz4YyrP7paz1t8sP4gePlUTdUxn8EZo1d_JaIpJJNmn4him8qGS7wm/w453-h680/BELGIAN+BIBLIO+P37.jpeg" width="453" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwuQulONnWhYzwQl-8LaaplC7uHJTh0HnkZ35_xcbmVsawgFzz5iTm2NJf44PhtLY2E3NiJ1NHJVgCfNyEzt7bncNxlrjH0CDVuGm4PUQJQ5UzOwUiPosIU36iaHe9kB0pEhePY0HRDah0/s1518/BELGIAN+BIBLIO+P40.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1096" data-original-width="1518" height="441" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwuQulONnWhYzwQl-8LaaplC7uHJTh0HnkZ35_xcbmVsawgFzz5iTm2NJf44PhtLY2E3NiJ1NHJVgCfNyEzt7bncNxlrjH0CDVuGm4PUQJQ5UzOwUiPosIU36iaHe9kB0pEhePY0HRDah0/w611-h441/BELGIAN+BIBLIO+P40.jpeg" width="611" /></a></div><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Soultanbéieff wrote two other chess books; <i>Tournoi International d'Ostende 1936</i>, Ostende 1936, which included the games from the first five rounds only (out of nine) from that tournament, and <i>Guide Pratique du jeu des Combinaisons</i>, Bruxelles/Liège 1950. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">Soultanbéieff's book on the Capablanca v Alekhine match includes <i>Un peu d'Histoire</i>, <i>Du Titre de Champion du Monde, </i>going back to Ruy Lopez, short biographies and results of the competitors, an overview of <i>Le Match</i>, <i>La Victoire d'Alekhine: Réflexions rétrospectives</i>, and <i>Les Parties du match</i> with extensive annotations to the 34 games. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtupoJ2FLR_hmd7OuNjfkEy9MWvp1UHJSoyaJ8agnL59u0gUvOT-taloEZ35nv6WBIbCkOYOCp9r10xQpiDNf0wl1eYladB9BVMachguJhF9TwKnzu9kZ_sCNUpZWiH5TG_4FnsyLvkF8l/s2048/SOULTANBEIEFF+P9.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1324" height="691" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtupoJ2FLR_hmd7OuNjfkEy9MWvp1UHJSoyaJ8agnL59u0gUvOT-taloEZ35nv6WBIbCkOYOCp9r10xQpiDNf0wl1eYladB9BVMachguJhF9TwKnzu9kZ_sCNUpZWiH5TG_4FnsyLvkF8l/w447-h691/SOULTANBEIEFF+P9.jpeg" width="447" /></a></span></div><span style="font-size: small;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZdhipJKSly8fOJtcENbt24z8fnIJZ8US0pC3Rm3gHw0jr_LamvHP2ZZkbec0Xm0QLl0_mYSEYc84wZaj76_bVThAG5ioiO6fc15fSmtgWg1GucBT-MrNY0Vt1VWmgBHe8eD0hRn-ONqP/s2048/SOULTANBEIEFF+P11.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1304" height="699" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZdhipJKSly8fOJtcENbt24z8fnIJZ8US0pC3Rm3gHw0jr_LamvHP2ZZkbec0Xm0QLl0_mYSEYc84wZaj76_bVThAG5ioiO6fc15fSmtgWg1GucBT-MrNY0Vt1VWmgBHe8eD0hRn-ONqP/w446-h699/SOULTANBEIEFF+P11.jpeg" width="446" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9zevXkxjGB3T9oO5kSy4wTBdUZ2hYR_hJ1uxUQyaezg5EAQ5kwU8jH1RBOHUD_64oMsiGOQCG6Yr3kBcBRug9ssictMCpbhSqi-N8veDTetjYQIn8vvLIKpL48-MnUAxJN4ab9OsJ6S17/s2048/SOULTANBEIEFF+P31.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1280" height="713" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9zevXkxjGB3T9oO5kSy4wTBdUZ2hYR_hJ1uxUQyaezg5EAQ5kwU8jH1RBOHUD_64oMsiGOQCG6Yr3kBcBRug9ssictMCpbhSqi-N8veDTetjYQIn8vvLIKpL48-MnUAxJN4ab9OsJ6S17/w446-h713/SOULTANBEIEFF+P31.jpeg" width="446" /></a></div><br /><span style="font-family: verdana;"> © Michael Clapham 2020<br /></span></span><p></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-4508048056343817242020-10-15T22:59:00.007+01:002020-11-11T20:27:12.493+00:00Hay-on-Wye "Town of Books"<p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijLG0pliLZxyw0ZF2VkMglliExk3YOBF8E7gg1w6_S66g1WoXOtuhpAYuI4q9O-HJ6oarySZrM4AO4Q_4v21Xt0K4iSaNf646zJiP3umwvHBQ8IVxPiIaT_N4OZugU-y9sSL5iBqG02I3M/s2048/HAY+ON+WYE+SIGN.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1573" height="674" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijLG0pliLZxyw0ZF2VkMglliExk3YOBF8E7gg1w6_S66g1WoXOtuhpAYuI4q9O-HJ6oarySZrM4AO4Q_4v21Xt0K4iSaNf646zJiP3umwvHBQ8IVxPiIaT_N4OZugU-y9sSL5iBqG02I3M/w519-h674/HAY+ON+WYE+SIGN.jpeg" width="519" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">During the summer I made the annual pilgrimage to Hay-on-Wye, a delightful little town on the Welsh/English border. Hay-on-Wye has developed a worldwide reputation as the "Town of Books" ever since Richard Booth opened his first second-hand bookshop in 1962. The town holds a renowned Literary Festival every year (but not this year). <br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJA4WhBcgEYya9YX7JMaS2BnEebpFwzGdNbPDSG0ptGNbf2dNCDsd4Zq86uKlyrdtpWh1rwg6vG0BLfQwVZPeu0loZ6JsEIf9cxsjUQJx2RB14q6M-SjzEzpf54f0SBe7CFz_PGmvVewpb/s1765/HAY+ON+WYE+GUIDE+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1765" data-original-width="1171" height="685" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJA4WhBcgEYya9YX7JMaS2BnEebpFwzGdNbPDSG0ptGNbf2dNCDsd4Zq86uKlyrdtpWh1rwg6vG0BLfQwVZPeu0loZ6JsEIf9cxsjUQJx2RB14q6M-SjzEzpf54f0SBe7CFz_PGmvVewpb/w454-h685/HAY+ON+WYE+GUIDE+COVER.jpeg" width="454" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"> <br /><br /></span></span><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP61VOEjmO9qfLnc5zlzPjz9s7lp2w_vzjtkfUKXEoRgojO1VEvJeiSa_USgx0W_jSuAlTmgzNCmTtC2zrX98qKsy6OV3SvpXnYeBh4NfYPB0hTn0gdxZitJAqvKeFc0WXSzCH3bJUrF4m/s1784/HAY+ON+WYE+GUIDE+2005.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1784" data-original-width="834" height="986" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP61VOEjmO9qfLnc5zlzPjz9s7lp2w_vzjtkfUKXEoRgojO1VEvJeiSa_USgx0W_jSuAlTmgzNCmTtC2zrX98qKsy6OV3SvpXnYeBh4NfYPB0hTn0gdxZitJAqvKeFc0WXSzCH3bJUrF4m/w461-h986/HAY+ON+WYE+GUIDE+2005.jpeg" width="461" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"> <br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">The town quickly became one of the largest centres for second-hand and antiquarian book sellers in the world and the 2005-2006 directory listed 31 book shops in the town with others nearby. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5e-9-LkhcnpH3x69cK-HVWAW2dJNIZDKB_Vdghj8tRuxaIXvQxCBMPfet9NkwqIp-zfgnqInc57bs9D_ACAVB6OUnMlTXiekrdiBzMQ-KtmyN3KsJDSPyum9RWhhTK10iwUi3qXaF5OPF/s2009/HAY+ON+WYE+GUIDE+P3.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2009" data-original-width="1172" height="803" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5e-9-LkhcnpH3x69cK-HVWAW2dJNIZDKB_Vdghj8tRuxaIXvQxCBMPfet9NkwqIp-zfgnqInc57bs9D_ACAVB6OUnMlTXiekrdiBzMQ-KtmyN3KsJDSPyum9RWhhTK10iwUi3qXaF5OPF/w469-h803/HAY+ON+WYE+GUIDE+P3.jpeg" width="469" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">However, in line with the general decline in second-hand bookshops, the latest directory for 2019-2020 lists only 20 shops in the town, and some of these are now closed. Richard Booth's bookshop is the largest in the town and in 2010 claimed to hold 500,000 books. Hay Cinema Bookshop, in the old converted cinema, carries a stock of around 200,000 books. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKjhXFI8cF096AzeilZqNBkbltadFwILAVLN9IjnSBVR-tr4Vw232Pu__VCvWnK2MUnQ-dw4sL-5p3QlZTlKwCUNBKTReVAzD5AzwvnBwU2TGwsdQD8JpNRF4lxARqIpLEB4_vjm9qXhkU/s900/PAGE+HAY+MAPS.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="500" data-original-width="900" height="382" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKjhXFI8cF096AzeilZqNBkbltadFwILAVLN9IjnSBVR-tr4Vw232Pu__VCvWnK2MUnQ-dw4sL-5p3QlZTlKwCUNBKTReVAzD5AzwvnBwU2TGwsdQD8JpNRF4lxARqIpLEB4_vjm9qXhkU/w687-h382/PAGE+HAY+MAPS.jpg" width="687" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana; font-size: small;">Hay-on-Wye bookshop directories for 2005-2006 and 2019-2020</span></td><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;"><br /></span></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">I have heard tales of some wonderful chess book finds in Hay-on-Wye in years gone by but nowadays decent old chessbooks seem to be much more elusive. However, I made three purchases which made the trip worthwhile.</span></span></p><p style="text-align: justify;"><b><span style="font-size: small;"><span style="font-family: verdana;"><i>The Chess-Board Companion</i> by William Lewis, London 1838.</span></span></b></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This little book is the first edition of Lewis's <i>Companion</i> which was published in several later editions or thousands. The book is in lovely condition for its age with a very good tight binding and all edges still have the bright gilding. Priced at £50, I knocked the dealer down to £40.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmgiWeAjO4ESmyy2oRNNpooQubCKqL0bRWTX2mNXcaZxDzLUZtvFoy5eQAVIf-WO6GtvQHswGqm74hsmE5CIy4bUetQHmI53cF-UghTaZXDVwrymR-X1spYCjduBKV6oFYvGowyZr5eU0/s1846/LEWIS+COMPANION+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1409" data-original-width="1846" height="428" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmgiWeAjO4ESmyy2oRNNpooQubCKqL0bRWTX2mNXcaZxDzLUZtvFoy5eQAVIf-WO6GtvQHswGqm74hsmE5CIy4bUetQHmI53cF-UghTaZXDVwrymR-X1spYCjduBKV6oFYvGowyZr5eU0/w562-h428/LEWIS+COMPANION+TITLE.jpeg" width="562" /></a></span></span></div><p><span style="font-size: small;"><span style="font-family: verdana;"><br /> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3C93MO539YtFGPX1sRYXIVSQR22B_K9-mluU0q27bJP1bXlW1W37v-xFLwcPmrTHlkXlmCHUdBHOv0DQpsYU2l2O5M-r5e_dc97Q9z_00v4OtSDJkzr6xlGbClUkuzuah92kHJexw8NDK/s1391/LEWIS+COMPANION+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1391" data-original-width="922" height="580" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3C93MO539YtFGPX1sRYXIVSQR22B_K9-mluU0q27bJP1bXlW1W37v-xFLwcPmrTHlkXlmCHUdBHOv0DQpsYU2l2O5M-r5e_dc97Q9z_00v4OtSDJkzr6xlGbClUkuzuah92kHJexw8NDK/w384-h580/LEWIS+COMPANION+COVER.jpeg" width="384" /></a></span></span></div><p></p><p><span style="font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmAtNb5X3f-0lLYf-TT-BLVvzK75Hmkga8SLwulOvWaEUAwzgtUuYgAm5mFfeLU-BsRqHK0nemefZWY6MZZYLT-ouFVEfvriSDgl2DAJOtz7yZmcamrz7OHlwsmMAUPhoE4HBugKIgb_Pa/s1062/LEWIS+COMPANION+PROBLEM.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="814" data-original-width="1062" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmAtNb5X3f-0lLYf-TT-BLVvzK75Hmkga8SLwulOvWaEUAwzgtUuYgAm5mFfeLU-BsRqHK0nemefZWY6MZZYLT-ouFVEfvriSDgl2DAJOtz7yZmcamrz7OHlwsmMAUPhoE4HBugKIgb_Pa/w501-h384/LEWIS+COMPANION+PROBLEM.jpeg" width="501" /></a></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span><p></p><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><b><i>The Chess Players' Compendium</i>, fourth edition by William Cook, London 1907.</b> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">This book was previously in the library of the Bristol and Clifton Chess Club in the author's home town. The binding has been re-backed and the covers are marked, but this cost just £10 from a market stall in the town (market day is Thursday).</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBThotnsFSqIx8JVOxHyKDhWrTLsYYUl2jt4ui3C2JPkZvyc__6bfPHWuWrm9fxpCjq1VTtxdm1Dat0U5Z9wODcA8s6ucjZPz__LWnuSmsoHA0i4W8pgIOPGIJVuEIX_GKzjiYR_5GzPqX/s2048/COOK+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1342" height="684" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBThotnsFSqIx8JVOxHyKDhWrTLsYYUl2jt4ui3C2JPkZvyc__6bfPHWuWrm9fxpCjq1VTtxdm1Dat0U5Z9wODcA8s6ucjZPz__LWnuSmsoHA0i4W8pgIOPGIJVuEIX_GKzjiYR_5GzPqX/w449-h684/COOK+COVER.jpeg" width="449" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUmvPk6OMwr1hKcu4R6BhmDRIFkB9iCvf63_UohYbSVaeQi_yVOsyQxPdihgCtxG05UoqSuTBK6HoN13XGMxo2EStMaghgyBYnAuzgSQBrWzEI5jrMqdshR8jvEli7rxt7fPS4K-B7CzUl/s2048/COOK+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1700" data-original-width="2048" height="540" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUmvPk6OMwr1hKcu4R6BhmDRIFkB9iCvf63_UohYbSVaeQi_yVOsyQxPdihgCtxG05UoqSuTBK6HoN13XGMxo2EStMaghgyBYnAuzgSQBrWzEI5jrMqdshR8jvEli7rxt7fPS4K-B7CzUl/w648-h540/COOK+TITLE.jpeg" width="648" /></a></div><br /><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">I already had the first edition of 1902 and a fifth edition published by David Mckay in America in 1910.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNc_h85daZ8tSDXAW7zpPyO6A2w84HEXsdsb0J1WneutKHFBpjdqrCC9XHRK374BW4OWf5XNtWTNS1q2rrPnrQeH1o0wBTZ_KZsL4yySEdgDEWNJ40Vb7YdEDRFBsxg6qK_6ueHgRPSutp/s900/PAGE+COOK.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="700" data-original-width="900" height="538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNc_h85daZ8tSDXAW7zpPyO6A2w84HEXsdsb0J1WneutKHFBpjdqrCC9XHRK374BW4OWf5XNtWTNS1q2rrPnrQeH1o0wBTZ_KZsL4yySEdgDEWNJ40Vb7YdEDRFBsxg6qK_6ueHgRPSutp/w693-h538/PAGE+COOK.jpg" width="693" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana; font-size: small;">First edition, 1902 and fifth edition, 1910 of Cook's <i>Compendium</i></span><br /></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> </span></span><p></p><p style="text-align: justify;"><b><span style="font-size: small;"><span style="font-family: verdana;"><i>One Hundred Chess Maxims</i> by C. D. Locock, Leeds 1930. £5</span></span></b></p><p style="text-align: justify;"><b><span style="font-size: small;"><span style="font-family: verdana;"> </span></span></b></p><p style="text-align: justify;"><span style="font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBTBwvEMRFHP0d-Q_q70h_mtnPf0JTPpKojHwmT-7sK_bbGhRfx88cd1NloEbbH859FQvIuMAJm5bfv7DXlBP-AE7IBxXoLxU3uJQEYybBf9TEDAQcC1w-vLmyIuv71JJ-JG1jpnsUgW7y/s2048/LOCOCK+1.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1388" height="585" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBTBwvEMRFHP0d-Q_q70h_mtnPf0JTPpKojHwmT-7sK_bbGhRfx88cd1NloEbbH859FQvIuMAJm5bfv7DXlBP-AE7IBxXoLxU3uJQEYybBf9TEDAQcC1w-vLmyIuv71JJ-JG1jpnsUgW7y/w397-h585/LOCOCK+1.jpeg" width="397" /></a></span></div><span style="font-size: small;"><br /><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">A lovely clean example of this seemingly scarce booklet which gives basic hints to beginners.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtfGSRVSL1pJqIbYDrk2w7GInggQEzSNmb5RB0IVxhyphenhyphenRnemo8hF429cAfhwrD_fpmw9jXjos4Bzsp2zhwO9mMO9gsuMvM52ZA8c68vDGqPNBeauSrc4bfClIf8eOpStfthDbuJlh0f-kYn/s1813/LOCOCK+1+TITLE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1813" data-original-width="1273" height="584" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtfGSRVSL1pJqIbYDrk2w7GInggQEzSNmb5RB0IVxhyphenhyphenRnemo8hF429cAfhwrD_fpmw9jXjos4Bzsp2zhwO9mMO9gsuMvM52ZA8c68vDGqPNBeauSrc4bfClIf8eOpStfthDbuJlh0f-kYn/w411-h584/LOCOCK+1+TITLE.jpeg" width="411" /></a></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfLWCyr2cwgiObcLI10prRwclNwaSM0zcoV9ZmCZGzXdOAoUwUzaPFgxxs3wvAJmCxJfqmUxTg0NMOYAsQj6kBPw1LHhl5N9rotIKRoqzYFON23L3ZKe1Qfh8Or_6WWcD5am7Ex_FyPdoi/s1561/LOCOCK+PREFACE.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1561" data-original-width="1286" height="496" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfLWCyr2cwgiObcLI10prRwclNwaSM0zcoV9ZmCZGzXdOAoUwUzaPFgxxs3wvAJmCxJfqmUxTg0NMOYAsQj6kBPw1LHhl5N9rotIKRoqzYFON23L3ZKe1Qfh8Or_6WWcD5am7Ex_FyPdoi/w410-h496/LOCOCK+PREFACE.jpeg" width="410" /></a></div><br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;">A second "Revised and Enlarged" edition was published in 1935, although it has fewer pages than the first edition.</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHIYGq4TVsrvi2O4Xow3YOMkE2yUstsFiXn7g9VJkpUyQW_cOSU3aSg8XKFKgGTSeNUHy-mk7fqbVVtuSMrFd1XCEsI535xbwKjoUANcSuAENdHn0T3-eSpeyyn6IGKOgphtP6vhvMXgql/s900/PAGE+LOCOCK.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="700" data-original-width="900" height="489" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHIYGq4TVsrvi2O4Xow3YOMkE2yUstsFiXn7g9VJkpUyQW_cOSU3aSg8XKFKgGTSeNUHy-mk7fqbVVtuSMrFd1XCEsI535xbwKjoUANcSuAENdHn0T3-eSpeyyn6IGKOgphtP6vhvMXgql/w629-h489/PAGE+LOCOCK.jpg" width="629" /></a></span></div><span style="font-size: small;"><br /><span style="font-family: verdana;"><br /></span></span><p></p><p><span style="font-size: small;"><span style="font-family: verdana;"> © Michael Clapham 2020<br /></span></span></p><p><span style="font-size: small;"><span style="font-family: verdana;"><br /></span></span></p><p><span style="font-size: small;"><span style="font-family: verdana;"> <br /></span></span></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-57099970842933745582020-10-13T23:10:00.002+01:002020-10-13T23:16:09.375+01:00Chess Matches<p><span style="font-size: small;"><span style="font-family: verdana;"><span face=""verdana" , sans-serif">Following on from the previous article (back in May) I set out below the top 24 chess matches based on the number of publications listed in <i>Chess Competitions 1824-1970</i> by Gino Di Felice, Olomouc 2013.</span></span></span></p><p><span style="font-size: small;"><span style="font-family: verdana;"><span face=""verdana" , sans-serif"></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><span style="font-family: verdana;"><span face=""verdana" , sans-serif"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ7IGqbHjJm0Ctv0BjsuJLihSNF5t0q0VgcxYQSvWx_dQXFztqfB_Monf1ZmLqQnAPo9NvLcDC1AlqVHh1Fx7ALYf2RyHgh9EvEdCE-wEA0Jvhz-kPTuWAeDQp24NWMDhivR_pXYbo-oZE/s2048/CHESS+COMPETITIONS.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1462" height="591" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ7IGqbHjJm0Ctv0BjsuJLihSNF5t0q0VgcxYQSvWx_dQXFztqfB_Monf1ZmLqQnAPo9NvLcDC1AlqVHh1Fx7ALYf2RyHgh9EvEdCE-wEA0Jvhz-kPTuWAeDQp24NWMDhivR_pXYbo-oZE/w421-h591/CHESS+COMPETITIONS.jpeg" width="421" /></a></span></span></span></div><span style="font-size: small;"><span style="font-family: verdana;"><span face=""verdana" , sans-serif"><br /> </span></span></span><p></p><p><span style="font-size: small;"><span style="font-family: verdana;"><span face=""verdana" , sans-serif">The list shows the number of publications, the event, and Di Felice's number. </span></span><br /></span>
</p><p><span style="font-size: small;"><span style="font-family: verdana;"><span face=""Verdana", "sans-serif"" style="line-height: 115%;">28
Botvinnik v Tal world championship match, 1960
<span> </span>2617<br />
26 Euwe v Alekhine world championship match,
1937
2446<br />
26 Alekhine v Euwe world championship match, 1935
2494<br />
25 Capablanca v Alekhine world championship match, 1927
<span> </span><span> </span>2443<br />
20 Botvinnik v Smyslov world championship match, 1954
2463<br />
18 Lasker v Capablanca world championship match, 1921
2472<br />
16 Petrosian v Spassky world championship match, 1969
2598<br />
15 Tal v Botvinnik world championship match, 1961
2465<br />
15 Botvinnik v Smyslov world championship match, 1957
2592<br />
14 Smyslov v Botvinnik world championship match, 1958
2464<br />
12 Botvinnik v Bronstein world championship match, 1951
2460<br />
12 Botvinnik v Petrosian world championship match, 1963
2566<br />
12 Petrosian v Spassky world championship match, 1966
2567<br />
11 Lasker v Tarrasch world championship match, 1908
2539 <br />
11 Soviet Union v Rest of the world, 1970
2945<br />
10 Alekhine v Bogoljubow world championship match, 1934
2442<br />
8 De La Bourdonnais v McDonnell, 1834
2484<br />
8 Steinitz v Lasker world championship match, 1894
2537<br />
8 Staunton v St. Amant, 1843
2607<br />
8 Steinitz v Zuckertort world championship match, 1886
2615<br />
8 Soviet Union v U.S.A. radio match, 1945
2946<br />
7 Alekhine v Bogoljubow world championship match, 1929
<span> </span><span> </span><span> </span>2441<br />
7 Lasker v Marshall world championship match,
1907
2535<br />
6 Steinitz v Chigorin world championship match, 1889
2610</span></span><span face=""Calibri", "sans-serif"" style="line-height: 115%;"><br />
</span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span face=""Calibri", "sans-serif"" style="line-height: 115%;"><span style="font-family: verdana;">Di Felice's bibliography does not extend beyond 1970 so does not include the Spassky v Fischer match of 1972 which, no doubt, has inspired the largest number of books on a chess match; there are at least 20 in the English language alone.</span></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span face=""Calibri", "sans-serif"" style="line-height: 115%;"><span style="font-family: verdana;">20 of the 24 events are world championship matches and there is a nice symmetry in that the Alekhine v Euwe match of 1935 and the rematch of 1937 have the same number of publications. The De La Bourdonnais v McDonnell and Staunton v St Amant matches both took place before the establishment of a formal world championship. The other two entries are for team matches. <br /></span></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span face=""Calibri", "sans-serif"" style="line-height: 115%;"><span style="font-family: verdana;">Many of the entries in Di Felice's bibliography are not books devoted to the match and often include articles on matches in magazines, collections of match games in general chess books and even collections of newspaper cuttings. However, the number of publications listed gives some indication of the relevant popularity of the events.</span></span></span></p><p><span style="font-size: small;"><span face=""Calibri", "sans-serif"" style="line-height: 115%;"><span style="font-family: verdana;"> <br /><br /></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2f1DxNF6Ilx184Xm20B7oC61Psv-60PqC_R3hXmsIQvyDPLOkNdzS76-WmffIvOHynv1ThfGRkxKxaDBqqKf8AfRVDeQAYufduuRTTtSEg37lO01y3xqGGfOhltKIB-j6TwYScTpGtvBu/s1600/PAGE+1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1024" height="857" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2f1DxNF6Ilx184Xm20B7oC61Psv-60PqC_R3hXmsIQvyDPLOkNdzS76-WmffIvOHynv1ThfGRkxKxaDBqqKf8AfRVDeQAYufduuRTTtSEg37lO01y3xqGGfOhltKIB-j6TwYScTpGtvBu/w549-h857/PAGE+1.jpg" width="549" /></a></div><p></p><p><span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-family: verdana;"> <br /><br /></span></span></p><div class="separator" style="clear: both; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96T_xhkU6eqU2e41ukdoAkEBRGbo9F8glSkPzWfdFS4s3qFVWUz-43pZ0Me4NGqfeM_UH56o7LFLDIJWk7Egz0KQ_OE3VA224dQqOyAEskBx0aW789-ZFwZ4CjQP1MRPqMCBHPUVx2cUJ/s1600/PAGE+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1024" height="860" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96T_xhkU6eqU2e41ukdoAkEBRGbo9F8glSkPzWfdFS4s3qFVWUz-43pZ0Me4NGqfeM_UH56o7LFLDIJWk7Egz0KQ_OE3VA224dQqOyAEskBx0aW789-ZFwZ4CjQP1MRPqMCBHPUVx2cUJ/w550-h860/PAGE+2.jpg" width="550" /></a></span></span></div><span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-family: verdana;"><br /></span><br style="mso-special-character: line-break;" />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLb5J8PZz5Q5knLkGriSfhilkFz876d2JJmNZRbjFaqT46sHSsyYYYqHO9zx3z_4bJMvFwF9Ym7pDxbikZJubuk-7OgKlQf_E3mGUB4ZxbUSdQeUsn4qcZ8f4mjD8xP1uaU1YRdPRcIuF/s1600/PAGE+3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1024" height="863" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLb5J8PZz5Q5knLkGriSfhilkFz876d2JJmNZRbjFaqT46sHSsyYYYqHO9zx3z_4bJMvFwF9Ym7pDxbikZJubuk-7OgKlQf_E3mGUB4ZxbUSdQeUsn4qcZ8f4mjD8xP1uaU1YRdPRcIuF/w554-h863/PAGE+3.jpg" width="554" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRzr5J2xY2TiPlxsn5qD-B2ixaX5__FA5DInRKv1rEqQdlWN7IXEoKF7EQpNpyvEVFtez1ITUs2pywKNmSGvqyKqoYSxpn7AqVCZrqhZXjjcnSM5w-OjV060pCiw2Cc0HyL5ZohDjV2kMF/s1600/PAGE+4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1000" height="881" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRzr5J2xY2TiPlxsn5qD-B2ixaX5__FA5DInRKv1rEqQdlWN7IXEoKF7EQpNpyvEVFtez1ITUs2pywKNmSGvqyKqoYSxpn7AqVCZrqhZXjjcnSM5w-OjV060pCiw2Cc0HyL5ZohDjV2kMF/w550-h881/PAGE+4.jpg" width="550" /></a></div><br /><span style="font-family: verdana;">© Michael Clapham 2020 </span><br /></div><p></p>Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-73524975887325340802020-05-19T23:18:00.002+01:002020-12-10T10:23:46.954+00:00Tournament books<div style="text-align: justify;">
<span style="font-family: verdana;"><span face=""verdana" , sans-serif">I mentioned in the last article that A.V.R.O 1938 was one of the most extensively covered tournaments in chess literature and I have now drawn up a list of the top 31 tournaments based on the number of publications listed in Gino Di Felice's <i>Chess Competitions 1824-1970.</i></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The list shows the number of publications, the event and Di Felice's reference number. </span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">There are some caveats in interpreting these figures as Di Felice's entries include pre-tournament programs, prospectuses and similar material, articles in non-tournament books, all reprints and later editions, scrapbooks of cuttings, and coverage in composite works etc. As an example, the Sixth American Chess Congress held in New York, 1889, has 11 publications listed. Five of these are pre-tournament matter, one is a scrapbook of newspaper cuttings and one is a modern reprint, leaving just four original tournament books on the event. Furthermore, events after 1970 are not included.</span></span></div><span style="font-family: verdana;">
<span face=""verdana" , sans-serif"><br /></span> <span face=""verdana" , sans-serif">However, the relative numbers do give some indication of the importance and popularity of the major tournaments.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">34 World Championship, The Hague and Moscow, 1948. 576</span><br />
<span face=""verdana" , sans-serif">30 Candidates Tournament, Neuhausen-Zurich, 1953. 1465 </span><br />
<span face=""verdana" , sans-serif">22 A.V.R.O. International Tournament, Amsterdam, 1938. 45</span><br />
<span face=""verdana" , sans-serif">19 Nottingham International Tournament, 1936. 1563</span><br />
<span face=""verdana" , sans-serif">16 St. Petersburg International Tournament, 1914. 1932</span><br />
<span face=""verdana" , sans-serif">15 New York International Tournament, 1927. 1496</span><br />
<span face=""verdana" , sans-serif">14 Carlsbad International Tournament, 1929. 895</span><br />
<span face=""verdana" , sans-serif">14 New York International Tournament, 1924. 1495</span><br />
<span face=""verdana" , sans-serif">13 Candidates Tournament, Amsterdam/Leeuwarden, 1956. 50</span><br />
<span face=""verdana" , sans-serif">13 Candidates Tournament, Curaçao, 1962. 550</span><br />
<span face=""verdana" , sans-serif">12 Candidates Tournament, Bled/Zagreb/Belgrade, 1959. 296</span><br />
<span face=""verdana" , sans-serif">12 Hastings International Tournament, 1895. 764</span><br />
<span face=""verdana" , sans-serif">12 Second Piatigorsky Cup, Santa Monica, 1966. 1939 </span><br />
<span face=""verdana" , sans-serif">11 Candidates Tournament, Budapest, 1950. 401</span><br />
<span face=""verdana" , sans-serif">11 The Chess Tournament, London, 1851. 1161</span><br />
<span face=""verdana" , sans-serif">11 First Piatigorsky Cup, Los Angeles, 1963. 1186</span><br />
<span face=""verdana" , sans-serif">11 Moscow International Tournament, 1935. 1383</span><br />
<span face=""verdana" , sans-serif">11 Sixth American Chess Congress, New York, 1889. 1481</span><br />
<span face=""verdana" , sans-serif">10 Groningen International Tournament, 1946. 710</span><br />
<span face=""verdana" , sans-serif">10 Soviet Union Championship, Leningrad/Moscow, 1941. 1108</span><br />
<span face=""verdana" , sans-serif">10 The Chess Congress of 1862, London, 1862. 1163</span><br />
<span face=""verdana" , sans-serif">10 Moscow International Tournament, 1925. 1381</span><br />
<span face=""verdana" , sans-serif">10 Interzonal Tournament, Palma de Mallorca, 1970. 1658</span><br />
<span face=""verdana" , sans-serif">10 Interzonal Tournament, Portorož, 1958. 1728</span><br />
<span face=""verdana" , sans-serif">10 San Remo International Tournament, 1930. 1919</span><br />
<span face=""verdana" , sans-serif">9 31st Soviet Union Championship, Leningrad, 1963. 1118</span><br />
<span face=""verdana" , sans-serif"> 9 Moscow International Tournament, 1936. 1385 </span><br />
<span face=""verdana" , sans-serif"> 9 Ostend International Tournament, 1907. 1629</span><br />
<span face=""verdana" , sans-serif"> 9 St Petersburg International Tournament, 1909. 1929</span><br />
<span face=""verdana" , sans-serif"> 9 Interzonal Tournament, Sousse, 1967. 2071</span><br />
<span face=""verdana" , sans-serif"> 9 Interzonal Tournament, Stockholm, 1962. 2111 </span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Almost one-third of this list is made up of World Championship events. The unique World Championship Tournament of 1948 tops the poll and a further nine Candidates and Interzonal tournaments are included.</span></span></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">© Michael Clapham 2020</span></span></div>
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Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-73097402123608808522020-05-17T12:33:00.003+01:002021-11-25T15:24:23.415+00:00Meet the Masters<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><i>Meet the Masters</i>, by Dr. M. Euwe, London 1940.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">This is a translation, by Lodewijk Prins and Baruch H. Wood, of <i>Zoo Schaken Zij!</i></span></span></div><span style="font-family: verdana;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">published in Amsterdam in 1938. The aim of the original work was to introduce to the Dutch chess-playing public the seven grandmasters who competed with Euwe in the A.V.R.O. Tournament held in Amsterdam in 1938. </span></span></div><span style="font-family: verdana;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Keres and Fine were the joint winners (although Keres had the higher Neustadtl score), followed by Botvinnik, Alekhine, Euwe, Reshevsky, Capablanca and Flohr. </span></span></div><span style="font-family: verdana;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">This was the strongest tournament ever held up to that time and is one of the most extensively covered tournaments in chess literature. Gino Di Felice's <i>Chess</i> <i>Competitions 1824-1970</i> lists 22 publications on the event. My miserable collection has just four of these.</span></span></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The book has brief biographies of the eight players, a good portrait of each and a few representative games. </span></span></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">A second edition was published in 1945 and B. H. Wood added a few further paragraphs to some of the biographies.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">These additions mainly reported on the wartime chess exploits of the players; Capablanca, however, played no further serious chess after the Buenos Aires Olympiad in 1939, and Wood briefly commented on his death in March 1942. </span></span></div><span style="font-family: verdana;">
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<span face=""verdana" , sans-serif">The supplemental information on Flohr is restricted to a single sentence: </span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">My copy of the second edition was issued in America by David McKay. The binding and dust jacket are stamped McKay although the text block is as issued by Sir Isaac Pitman in England.</span><br />
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<span face=""verdana" , sans-serif"> <span style="font-family: verdana;"> © Michael Clapham 2020</span></span><span style="font-family: verdana;"><br />
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Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-55817041328227850202020-05-03T19:48:00.001+01:002020-11-26T11:27:31.223+00:00The Cribbage Player's Text-Book by George Walker<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPdmMBoWBmtxa4XfJTMGGhua9zUZA6Jg5zzIrK6b1QE52ufHTwm_OFVCOZIdsWYdJUdGUApMpo2phbS2O14lZE5WWawZvIW3XudwBHB9h22OETB5wX-4Aw38P68xytLeUEwtmknR3P5LAN/s1600/WALKER+CRIBBAGE+COVER.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1033" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPdmMBoWBmtxa4XfJTMGGhua9zUZA6Jg5zzIrK6b1QE52ufHTwm_OFVCOZIdsWYdJUdGUApMpo2phbS2O14lZE5WWawZvIW3XudwBHB9h22OETB5wX-4Aw38P68xytLeUEwtmknR3P5LAN/s640/WALKER+CRIBBAGE+COVER.jpeg" width="411" /></a></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><i>The Cribbage Player's Text-Book</i>, by George Walker, London 1837.</span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Not a chess book but a pretty little book on the game of cribbage by the famous chess author George Walker.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSNX8R6VUHjV8QpjAkVdBYnCiGEuVGdNT97mW4XQXy-q6ZPt68MylIzPxBzCVjK-h4MXx2qqEH-O9_BXvKE1dKkW2AmC0oOzcW0RaNz5UmhnIIgzsWXl1zhL8IPozGK_4xF-xliqvdnL6p/s1600/WALKER+CRIBBAGE+FRONTIS.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1543" data-original-width="897" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSNX8R6VUHjV8QpjAkVdBYnCiGEuVGdNT97mW4XQXy-q6ZPt68MylIzPxBzCVjK-h4MXx2qqEH-O9_BXvKE1dKkW2AmC0oOzcW0RaNz5UmhnIIgzsWXl1zhL8IPozGK_4xF-xliqvdnL6p/s640/WALKER+CRIBBAGE+FRONTIS.jpeg" width="372" /></a></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The book does have some chess interest however, with an eight-page catalogue of works on chess and draughts by George Walker and published by Sherwood, Gilbert, and Piper, with copious reviews.</span></span></div><span style="font-family: verdana;">
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<span face=""verdana" , sans-serif">© Michael Clapham 2020</span></div>
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Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-30546938794342326942020-05-01T14:24:00.001+01:002021-11-25T15:27:01.174+00:00One Hundred Chess Problems, by Rev. A. Cyril Pearson<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><i>One Hundred Chess Problems</i>, by Rev. A. Cyril Pearson, London 1883.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">This is the third edition of this work, originally published in 1879. However, I can find no trace anywhere of a second edition. This was Pearson's only chess book and, almost certainly, the only chess book published by the Civil Service Printing and Publishing Company. </span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;"><span style="font-size: small;"><span face=""verdana" , sans-serif">Portrait of Arthur Cyril Pearson in <i>The Chess Bouquet</i>, by F. R. Gittins, London 1897, page 61.</span></span></span></td></tr></tbody></table><span style="font-family: verdana;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The Rev. Pearson (1838 - 1916) also compiled a couple of books of general puzzles and edited a dictionary. The LN catalogue also lists an article by Pearson in <i>Chambers</i> <i>Journal for 1887</i> on <i>Curiosities of Chess</i>. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Chess problem books were very popular in the second half of the nineteenth century and far exceeded other categories of works on chess (excluding periodicals). Books on chess problems accounted for 73 of the 248 chess books published in the English language between 1850 and 1899, compared with, for example, 41 general treatises, 34 tournament and match books, 29 books on openings and 28 games collections. </span></span></div><span style="font-family: verdana;">
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<span face=""verdana" , sans-serif">Typical of the period, the book was beautifully produced, with attractive gilt title and facsimile signature on the front cover surrounded by black ornamentation, bevelled edges to the cloth covers, red-tinted page edges, and a colourful frontispiece <i>Chess Puzzle</i>. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Pearson often inscribed copies of his book, and this copy has an inscription dated 1888. The author also provided a hand-written draughts problem and diagram on the rear endpaper. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The original <i>Preface</i> dated December 1878 is given, along with a <i>Preface to</i> <i>Third Edition</i> in which the author states that a few additional problems are included and proudly proclaims that the first new problem had won two first prizes in the <i>Chess Monthly Problem Tournamen</i>t of 1882. </span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;"><span style="font-size: small;"><span face=""verdana" , sans-serif">The solution commences with 1. Nab5</span></span></span></td></tr>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The problems are clearly displayed one to a page with <i>Solutions</i> at the end. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><span face=""verdana" , sans-serif">The publishers also took the opportunity to include ten <i>Opinions of the Press</i>, both on the first edition of this work and on this new edition. </span></span></span></div>
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<span face=""verdana" , sans-serif"><span style="font-family: verdana;"><span face=""verdana" , sans-serif">© Michael Clapham 2020 </span></span> </span></div>
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Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0tag:blogger.com,1999:blog-2590639255664822420.post-24448200780814518332020-04-20T19:48:00.001+01:002021-11-25T15:35:10.736+00:00William Greenwood Walker - going round the houses.<div style="text-align: justify;">
<span style="font-family: verdana;"><span face=""verdana" , sans-serif">This is a typical example of the meandering journeys that chess books can take you on....</span></span></div><span style="font-family: verdana;">
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Reading Brian Gosling's book; <i>John Brown: The Forgotten Chess Composer?</i>, (see my article <i>J. B. of Bridport</i>), I noticed that the correspondent who proposed publishing a collection of Brown's problems was WGW, and I wondered if this could be William Greenwood Walker, author of the book of games between de la Bourdonnais and McDonnell, published in 1836. </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivBz8MjcgEjJXAmO_Fiwnl9jhu6uEIAfkSEZjua60805b-fR8WuYcH5wKCb6B8Wdf7WjeNLneYIcFulqGUqEEY5yiY_V4NRItSwmsvOGD5ZMfd6CJwX_4i0lp9PdPu87BHuiONzxAPiwmf/s1600/JOHN+BROWN+P56.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="866" data-original-width="1448" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivBz8MjcgEjJXAmO_Fiwnl9jhu6uEIAfkSEZjua60805b-fR8WuYcH5wKCb6B8Wdf7WjeNLneYIcFulqGUqEEY5yiY_V4NRItSwmsvOGD5ZMfd6CJwX_4i0lp9PdPu87BHuiONzxAPiwmf/s400/JOHN+BROWN+P56.jpeg" width="400" /></a></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The first port of call was Jeremy Gaige's<i> Chess Personalia,</i> to check if William Greenwood Walker was still around in the 1860s. However, this disclosed no date of birth and only 1834+ as a vague date of death. Interest is already aroused. The only source listed by Gaige is <i>Chess & Chess-Players</i>, by George Walker, London 1850.</span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><span style="font-size: small;"><i>Chess & Chess-Players</i> includes a long article by George Walker; <i>The Battles of M'Donnell and de la</i> <i>Bourdonnais</i>, and on page 381 he commented<span face=""verdana" , sans-serif"> </span></span></span><span face=""verdana" , sans-serif">that William Greenwood Walker had "shuffled off this mortal coil since the year 1834". Now, this is before the publication of WGW's book in 1836; is this another candidate for the series on books published posthumously? </span></span><br />
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<span face=""verdana" , sans-serif"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0lLArRN8qS_DMmCNX_6XL2Xogn04smfHrBPMb_9KH_7hpOdKMvqCDv9EgKHbRAMQ3gQWzv1TyvrQSVsHzPcZrY3jarSPQv21bznatDbdnVOCiKH8hhuGiOojMYJThoAF7a0AZddzzLRt/s1600/CHESS+%2526+CHESS+PLAYERS+P381.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="693" data-original-width="1135" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0lLArRN8qS_DMmCNX_6XL2Xogn04smfHrBPMb_9KH_7hpOdKMvqCDv9EgKHbRAMQ3gQWzv1TyvrQSVsHzPcZrY3jarSPQv21bznatDbdnVOCiKH8hhuGiOojMYJThoAF7a0AZddzzLRt/s640/CHESS+%2526+CHESS+PLAYERS+P381.jpeg" width="640" /></a></span></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Noting that George Walker's article had originally appeared in <i>The Chess Player's Chronicle</i> for 1843, perhaps there had been an error in transmission. However, <i>CPC</i> volume IV page 379 confirms the date of 1834. </span><span face=""verdana" , sans-serif">Earlier in this article (page 369 of <i>Chess & Chess-Players</i>, page 372 of <i>CPC</i>) George Walker also comments</span><span face=""verdana" , sans-serif"> that his namesake had "died full of years". </span><span face=""verdana" , sans-serif">It is now looking very unlikely that he could have survived into the 1860s.</span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Time to have a look at William Greenwood Walker's book; <i>A Selection of Games at Chess, Actually Played in London, by the Late Alexander M'Donnell, Esq...., </i>London 1836,<i> </i>to see if there is any indication that it had been published after the author's death. </span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">This clearly shows that he was alive in July 1836, the date that he signed The Preface. </span><br />
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<span face=""verdana" , sans-serif">A quick check in <i>The Oxford Companion to Chess, </i>1984 first edition and 1992 second edition, revealed no separate entry for WGW, just a note at the end of George Walker's entry that WGW had died soon after the Bourdonnais - McDonnell matches in 1834 "full of years". <i>Chess Texts in the English Language</i>, <i>printed before 1850</i>, by K. Whyld and C. Ravilious, which includes birth and death dates of authors where known, also has no dates for W. Greenwood Walker.</span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif"><i>A Century of British Chess</i>, by P. W. Sergeant, London and Philadelphia 1934, has several mentions of W. Greenwood Walker but no birth or death dates; Gaige would surely have spotted these anyway. </span></span></div>
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Next stop; <i>Chess Notes</i> by Edward Winter who loves to grapple with questionable birth and death dates; had he researched this mystery? Alas no; there are no entries for William Greenwood Walker in the very extensive <i>Factfinder</i> index, and a custom search brings up four hits in <i>Chess Notes</i> but no new information on Walker's birth or death dates.</span></span></div><span style="font-family: verdana;">
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<span face=""verdana" , sans-serif">Right, there is a McFarland book on the de la Bourdonnais - McDonnell matches which must have been extensively researched, does this have any information on William Greenwood Walker? <i>De la Bourdonnais versus McDonell, 1834</i> by Cary Utterberg, Jefferson 2005, has 13 references to WGW in the index but these reveal nothing more then the "died full of years" quote on page 33. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Timothy Harding specialises in exploring 19th-century British chess so let's check his deeply researched and detailed works; <i>Eminent Victorian Chess</i> <i>Players</i>, Jefferson 2012, and <i>British Chess Literature to 1914</i>, Jefferson 2018.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">The first of this pair, on chess players who flourished from the 1840s onwards, has no mention of WGW, and although <i>A Selection of Games at Chess Actually Played</i>... is briefly mentioned on page 246 of <i>British Chess Literature to 1914, </i>there is no new information about the author. The latter book has an <i>Appendix</i> listing over 100 amendments to Gaige's <i>Chess Personalia</i>, but nothing for W. Greenwood Walker.</span><br />
<span face=""verdana" , sans-serif"><br /></span> <span face=""verdana" , sans-serif">Finally, I turned to John Townsend's two absorbing works: <i>Notes on the life o</i>f <i>Howard Staunton</i>, Wokingham 2011, and <i>Historical notes on some chess players, </i>Wokingham 2014. A constraint for researchers is that only 100 copies of each book have been printed.</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">John Townsend is an authority on genealogical and biographical research with a particular interest in 19th-century chess personalities, and, lo and behold, on pages 1 to 4 of <i>Notes on the life of Howard Staunton</i> he provides substantial biographical information on William Greenwood Walker, including details of his death on 24th June 1839 aged 53. Townsend also notes that WGW was a native of Leeds but does not provide a birth date.</span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span face=""verdana" , sans-serif"><i>Notes on the Life of Howard Staunton</i>, page 3</span></span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span face=""verdana" , sans-serif"><i>Notes on the Life of Howard Staunton</i>, page 4</span></span></td></tr>
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<span face=""verdana" , sans-serif"><i><br /></i></span> <span style="font-family: verdana;"><span face=""verdana" , sans-serif">So, several hours and 14 books later, I have finally discovered William Greenwood Walker's date of death, but I still don't know the identity of the WGW who wrote to Staunton in 1863.</span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Postscript: I should have turned to the internet at the outset as a quick search finds the following information on the hayton.webtrees.net website:</span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">John Townsend has cast doubt on the accuracy of some of the above information, believing that the marriage to Mary Ann Dodd and stated occupation of silk manufacturer are both incorrect. </span><br />
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<span face=""verdana" , sans-serif">Further update: Richard James has provided a copy of the Baptism register for St. Peter's Leeds for December 1785, stating that William Greenwood Walker was born on 5th November 1785 and baptised on 9th December. His father was William Walker of Park Row. </span></span><br />
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<span style="font-family: verdana;"><span face=""verdana" , sans-serif">Finally, William Greenwood Walker's book not only provides us with the most complete 19th-century record of the matches between de la Bourdonnais and McDonnell, but it also has one other claim to fame in that it includes the very first reference to Howard Staunton, who is listed as a subscriber to the book. </span></span><span face=""verdana" , sans-serif"><span face=""verdana" , sans-serif"><span style="font-family: verdana;"> </span><i><br /></i></span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;"><span style="font-size: small;"><span face=""verdana" , sans-serif"><i>Notes on the life of Howard Staunton</i>, page 3</span></span></span></td><td class="tr-caption" style="text-align: center;"><span style="font-family: verdana;"><span style="font-size: small;"><span face=""verdana" , sans-serif"> </span></span></span></td></tr></tbody></table><span style="font-family: verdana;">
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Michael Claphamhttp://www.blogger.com/profile/09142056010624206391noreply@blogger.com0