[vchess.git] / client / src / translations / rules / Extinction / en.pug

p.boxed
  | Win by eliminating all opponent pieces of the same type.

p.
  Standard rules apply, but the game ends when all pieces of a kind
  disappeared. Kings are treated as normal pieces (no royal power), but may
  castle - without any concern about checks.
  Pawns may promote into king.
  If all pieces of a kind disappear, the game is lost; except if it's a
  pawns extinction which results in a non-pawn extinction by capturing and
  promoting on the last rank.

h3 End of the game

p.
  Win by eliminating all enemy pawns, or rooks, or knights, or bishops, or
  queen(s), or king(s) (there may be several if promotions happened).

figure.diagram-container
  .diagram
    | fen:n3brk1/5ppp/3q4/8/8/8/1Q3PPP/K1R1B1N1:
  figcaption White can win in 2 moves: 1.Qb7, 2.QxN

h3 Source

p
  a(href="https://www.chessvariants.com/winning.dir/extinction.html")
    | Extinction chess
  | &nbsp;on chessvariants.com.

p Inventor: R. Wayne Schmittberger (1985)
Commit	Line	Data
	1	p.boxed
	2	\| Win by eliminating all opponent pieces of the same type.
	3
	4	p.
	5	Standard rules apply, but the game ends when all pieces of a kind
	6	disappeared. Kings are treated as normal pieces (no royal power), but may
	7	castle - without any concern about checks.
	8	Pawns may promote into king.
	9	If all pieces of a kind disappear, the game is lost; except if it's a
	10	pawns extinction which results in a non-pawn extinction by capturing and
	11	promoting on the last rank.
	12
	13	h3 End of the game
	14
	15	p.
	16	Win by eliminating all enemy pawns, or rooks, or knights, or bishops, or
	17	queen(s), or king(s) (there may be several if promotions happened).
	18
	19	figure.diagram-container
	20	.diagram
	21	\| fen:n3brk1/5ppp/3q4/8/8/8/1Q3PPP/K1R1B1N1:
	22	figcaption White can win in 2 moves: 1.Qb7, 2.QxN
	23
	24	h3 Source
	25
	26	p
	27	a(href="https://www.chessvariants.com/winning.dir/extinction.html")
	28	\| Extinction chess
	29	\|  on chessvariants.com.
	30
	31	p Inventor: R. Wayne Schmittberger (1985)