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2   <title>Capablanca Chess</title>
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9
10   <h1>Capablanca Chess</h1>
11
12   <table cellpadding="20">
13     <tr>
14       <td><img src="Capablanca.png"></td>
15
16       <td>
17         <h3>Initial setup</h3>
18
19         <p>f1, f8: King<br>
20         e1, e8: Queen<br>
21         h1, h8: Chancellor<br>
22         c1, c8: Archbishop<br>
23         a1, a8, j1, j8: Rook<br>
24         d1, d8, g1, g8: Bishop<br>
25         b1, b8, i1, i8: Knight<br>
26         a2-j2, a7-j7: Pawns</p>
27       </td>
28     </tr>
29   </table>
30
31   <h3>Moves at a Glance</h3>
32
33   <p>Click on a piece below to see its moves</p>
34
35   <table class="board">
36     <tr>
37       <td class="n" id="sq0x9" onmousedown="down_click(0,-9)"
38       onmouseup="up_click()"><img src="sym/BlackRook.png"></td>
39
40       <td class="n" id="sq1x9"></td>
41
42       <td class="n" id="sq2x9"></td>
43
44       <td class="n" id="sq3x9"></td>
45
46       <td class="n" id="sq4x9"></td>
47
48       <td class="n" id="sq5x9" onmousedown="down_click(5,-9)"
49       onmouseup="up_click()"><img src="sym/BlackKing.png"></td>
50
51       <td class="n" id="sq6x9"></td>
52
53       <td class="n" id="sq7x9"></td>
54
55       <td class="n" id="sq8x9"></td>
56
57       <td class="n" id="sq9x9" onmousedown="down_click(9,9)"
58       onmouseup="up_click()"><img src="sym/BlackRook.png"></td>
59
60       <td class="h"><img src="sym/yellow.png"></td>
61
62       <td class="w" rowspan="2" valign="top">
63         <p>Sliding capture or non-capture,<br>
64         can be blocked on any square along the ray</p>
65       </td>
66     </tr>
67
68     <tr>
69       <td class="n" id="sq0x8"></td>
70
71       <td class="n" id="sq1x8"></td>
72
73       <td class="n" id="sq2x8" onmousedown="down_click(2,0)"
74       onmouseup="up_click()"></td>
75
76       <td class="n" id="sq3x8"></td>
77
78       <td class="n" id="sq4x8"></td>
79
80       <td class="n" id="sq5x8"></td>
81
82       <td class="n" id="sq6x8"></td>
83
84       <td class="n" id="sq7x8"></td>
85
86       <td class="n" id="sq8x8"></td>
87
88       <td class="n" id="sq9x8"></td>
89     </tr>
90
91     <tr>
92       <td class="n" id="sq0x7"></td>
93
94       <td class="n" id="sq1x7"></td>
95
96       <td class="n" id="sq2x7"></td>
97
98       <td class="n" id="sq3x7"></td>
99
100       <td class="n" id="sq4x7"></td>
101
102       <td class="n" id="sq5x7"></td>
103
104       <td class="n" id="sq6x7"></td>
105
106       <td class="n" id="sq7x7"></td>
107
108       <td class="n" id="sq8x7"></td>
109
110       <td class="n" id="sq9x7"></td>
111
112       <td class="h"><img src="sym/orange.png"></td>
113
114       <td class="w">Unblockable leap (capture or non-capture)</td>
115     </tr>
116
117     <tr>
118       <td class="n" id="sq0x6"></td>
119
120       <td class="n" id="sq1x6"></td>
121
122       <td class="n" id="sq2x6"></td>
123
124       <td class="n" id="sq3x6"></td>
125
126       <td class="n" id="sq4x6"></td>
127
128       <td class="n" id="sq5x6" onmousedown="down_click(5,6)"
129       onmouseup="up_click()"><img src=
130       "sym/WhiteArchbishop.png"></td>
131
132       <td class="n" id="sq6x6"></td>
133
134       <td class="n" id="sq7x6"></td>
135
136       <td class="n" id="sq8x6"></td>
137
138       <td class="n" id="sq9x6"></td>
139
140       <td class="h"><img src="sym/green.png"></td>
141
142       <td class="w">Non-capture only</td>
143     </tr>
144
145     <tr>
146       <td class="n" id="sq0x5"></td>
147
148       <td class="n" id="sq1x5"></td>
149
150       <td class="n" id="sq2x5"></td>
151
152       <td class="n" id="sq3x5"></td>
153
154       <td class="n" id="sq4x5"></td>
155
156       <td class="n" id="sq5x5"></td>
157
158       <td class="n" id="sq6x5"></td>
159
160       <td class="n" id="sq7x5"></td>
161
162       <td class="n" id="sq8x5"></td>
163
164       <td class="n" id="sq9x5"></td>
165
166       <td class="h"><img src="sym/red.png"></td>
167
168       <td class="w">Capture only</td>
169     </tr>
170
171     <tr>
172       <td class="n" id="sq0x4"></td>
173
174       <td class="n" id="sq1x4"></td>
175
176       <td class="n" id="sq2x4"></td>
177
178       <td class="n" id="sq3x4"></td>
179
180       <td class="n" id="sq4x4"></td>
181
182       <td class="n" id="sq5x4" onmousedown="down_click(5,4)"
183       onmouseup="up_click()"><img src="sym/WhiteMarshall.png"></td>
184
185       <td class="n" id="sq6x4"></td>
186
187       <td class="n" id="sq7x4"></td>
188
189       <td class="n" id="sq8x4"></td>
190
191       <td class="n" id="sq9x4"></td>
192     </tr>
193
194     <tr>
195       <td class="n" id="sq0x3"></td>
196
197       <td class="n" id="sq1x3" onmousedown="down_click(1,3)"
198       onmouseup="up_click()"><img src="sym/BlackPawn.png"></td>
199
200       <td class="n" id="sq2x3" onmousedown="down_click(2,3)"
201       onmouseup="up_click()"><img src="sym/WhitePawn.png"></td>
202
203       <td class="n" id="sq3x3" onmousedown="down_click(3,3)"
204       onmouseup="up_click()"><img src="sym/WhiteRook.png"></td>
205
206       <td class="n" id="sq4x3" onmousedown="down_click(4,3)"
207       onmouseup="up_click()"><img src="sym/WhiteKnight.png"></td>
208
209       <td class="n" id="sq5x3" onmousedown="down_click(5,3)"
210       onmouseup="up_click()"><img src="sym/WhiteQueen.png"></td>
211
212       <td class="n" id="sq6x3" onmousedown="down_click(6,3)"
213       onmouseup="up_click()"><img src="sym/WhiteBishop.png"></td>
214
215       <td class="n" id="sq7x3" onmousedown="down_click(7,3)"
216       onmouseup="up_click()"><img src="sym/WhiteKing.png"></td>
217
218       <td class="n" id="sq8x3"></td>
219
220       <td class="n" id="sq9x3"></td>
221     </tr>
222
223     <tr>
224       <td class="n" id="sq0x2"></td>
225
226       <td class="n" id="sq1x2"></td>
227
228       <td class="n" id="sq2x2"></td>
229
230       <td class="n" id="sq3x2"></td>
231
232       <td class="n" id="sq4x2"></td>
233
234       <td class="n" id="sq5x2"></td>
235
236       <td class="n" id="sq6x2"></td>
237
238       <td class="n" id="sq7x2"></td>
239
240       <td class="n" id="sq8x2"></td>
241
242       <td class="n" id="sq9x2"></td>
243     </tr>
244
245     <tr>
246       <td class="n" id="sq0x1"></td>
247
248       <td class="n" id="sq1x1"></td>
249
250       <td class="n" id="sq2x1" onmousedown="down_click(-2,1)"
251       onmouseup="up_click()"><img src="sym/WhitePawn.png"></td>
252
253       <td class="n" id="sq3x1"></td>
254
255       <td class="n" id="sq4x1"></td>
256
257       <td class="n" id="sq5x1"></td>
258
259       <td class="n" id="sq6x1"></td>
260
261       <td class="n" id="sq7x1"></td>
262
263       <td class="n" id="sq8x1"></td>
264
265       <td class="n" id="sq9x1"></td>
266     </tr>
267
268     <tr>
269       <td class="n" id="sq0x0"></td>
270
271       <td class="n" id="sq1x0"></td>
272
273       <td class="n" id="sq2x0"></td>
274
275       <td class="n" id="sq3x0"></td>
276
277       <td class="n" id="sq4x0"></td>
278
279       <td class="n" id="sq5x0"></td>
280
281       <td class="n" id="sq6x0"></td>
282
283       <td class="n" id="sq7x0"></td>
284
285       <td class="n" id="sq8x0"></td>
286
287       <td class="n" id="sq9x0"></td>
288     </tr>
289   </table>
290
291   <p id="piece" height="20">:<br>
292   :<br>
293   :<br>
294   :</p>
295
296   <table cellpadding="5" border="1">
297     <tr>
298       <td>Piece</td>
299
300       <td>ID</td>
301
302       <td>value</td>
303
304       <td>Moves (<a href="Betza.html">Betza notation</a>)</td>
305
306       <td>Remarks</td>
307     </tr>
308
309     <tr>
310       <td>King</td>
311
312       <td>K</td>
313
314       <td>-</td>
315
316       <td>K</td>
317
318       <td>Can castle with Rook, moving 3 steps towards it</td>
319     </tr>
320
321     <tr>
322       <td>Queen</td>
323
324       <td>Q</td>
325
326       <td>9.5</td>
327
328       <td>RB or Q</td>
329
330       <td></td>
331     </tr>
332
333     <tr>
334       <td>Chancellor</td>
335
336       <td>C</td>
337
338       <td>9</td>
339
340       <td>RN</td>
341
342       <td></td>
343     </tr>
344
345     <tr>
346       <td>ArchBishop</td>
347
348       <td>A</td>
349
350       <td>8.75</td>
351
352       <td>BN</td>
353
354       <td></td>
355     </tr>
356
357     <tr>
358       <td>Rook</td>
359
360       <td>R</td>
361
362       <td>5</td>
363
364       <td>R</td>
365
366       <td></td>
367     </tr>
368
369     <tr>
370       <td>Bishop</td>
371
372       <td>B</td>
373
374       <td>3.5</td>
375
376       <td>B</td>
377
378       <td>Color-bound</td>
379     </tr>
380
381     <tr>
382       <td>Knight</td>
383
384       <td>N</td>
385
386       <td>3</td>
387
388       <td>N</td>
389
390       <td></td>
391     </tr>
392
393     <tr>
394       <td>Pawn</td>
395
396       <td>P</td>
397
398       <td>1</td>
399
400       <td>mfWcfF</td>
401
402       <td>Promotes to Q, C, A, R, B, or N on reaching last
403       rank</td>
404     </tr>
405   </table>
406
407   <h3>Pawn peculiarities</h3>
408
409   <ul>
410     <li>Pawns capture differently from how they move (straight
411     move, diagonal capture).</li>
412
413     <li>Pawns can move two squares ahead from their initial
414     position, provided they are not blocked.</li>
415
416     <li>On the move immediately after such a double push, they can
417     be captured en passant by another Pawn, as if they had only
418     moved 1 square ahead.</li>
419
420     <li>Pawns promote to another (non-royal) piece of choice when
421     they reach last rank.</li>
422   </ul>
423
424   <h3>Castling</h3>
425
426   <p>A King that has not moved before can move <b>three</b> squares
427   in the direction of a Rook that has not moved before, in which
428   case that Rook is moved to the square next to the King on the
429   other side. This is only allowed if all squares between King and
430   Rook are empty, when the King is not in check on the square it
431   came from, and would not be in check on any of the squares it
432   skipped over.</p>
433
434   <h3>General rules</h3>
435
436   <ul>
437     <li>It is not allowed to expose your King to check.</li>
438
439     <li>The game is won by checkmating the opponent's King.</li>
440
441     <li>Stalemate (no legal moves, but not in check) is a
442     draw.</li>
443   </ul>
444
445   <h3>Differences with FIDE</h3>
446
447   <p>The Chancellor and Archbishop pieces are extra, and the board
448   is expanded to accomodate them. To handle the larger board width,
449   the King moves 3 squares on castling.</p>
450
451   <h3>Strategy issues</h3>
452
453   <p>It is not possible to force checkmate on a bare King with just
454   a single Bishop or Knight (in addition to your own King). Two
455   Knights cannot do that either. The Archbishop can force checkmate
456   against a bare King.</p>
457
458   <p>Bishops are confined to squares of a single color. Having
459   Bishops on both colors compensates this weakness, and is worth an
460   extra 0.5 on top of their added value.</p>
461
462   <p>As Chancellor and Archbishop are nearly equal in value to
463   Queen, under-promotion is very common.</p>
464
465   <p>The super-pieces (Q, C, A) devaluate by the presence of
466   lower-valued opponent pieces. As a result trading Q for R + B is
467   in general a good trade when you still have A and C, as the
468   latter gain in value by eliminating the opponent's R and B, which
469   is more compensation than the intrinsic value difference between
470   Q and R + B.</p>
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