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

p.boxed
  | Captured pieces can be dropped later in the game,
  | with or without capturing abilities.

p Orthodox rules apply, with the following exceptions:
ul
  li.
    When a regular (resp. non-capturing) Chess piece is captured, it is
    replaced with a non-capturing (resp. regular) counterpart of the same
    color and given back to the player of that color,
    who holds it in hand until he drops it on the board.
  li.
    A player who has a piece in hand may use his turn to place it on any
    empty square on the board. Pawns cannot be dropped on the last rank.

p Non-capturing units appear in yellow for white, and red for black.

figure.diagram-container
  .diagram
    | fen:3nkr2/1pNSpp1b/1p1sq3/7p/rT1N1cPp/8/PPPPPP2/R1BB1KR1:
  figcaption The black king must capture the non-capturing white pawn.

h3 Source

p
  a(href="https://www.chessvariants.com/other.dir/clockworkorange.html")
    | Clockwork Orange Chess
  | &nbsp;on chessvariants.com.

p Inventor: Fergus Duniho (1999)
Commit	Line	Data
	1	p.boxed
	2	\| Captured pieces can be dropped later in the game,
	3	\| with or without capturing abilities.
	4
	5	p Orthodox rules apply, with the following exceptions:
	6	ul
	7	li.
	8	When a regular (resp. non-capturing) Chess piece is captured, it is
	9	replaced with a non-capturing (resp. regular) counterpart of the same
	10	color and given back to the player of that color,
	11	who holds it in hand until he drops it on the board.
	12	li.
	13	A player who has a piece in hand may use his turn to place it on any
	14	empty square on the board. Pawns cannot be dropped on the last rank.
	15
	16	p Non-capturing units appear in yellow for white, and red for black.
	17
	18	figure.diagram-container
	19	.diagram
	20	\| fen:3nkr2/1pNSpp1b/1p1sq3/7p/rT1N1cPp/8/PPPPPP2/R1BB1KR1:
	21	figcaption The black king must capture the non-capturing white pawn.
	22
	23	h3 Source
	24
	25	p
	26	a(href="https://www.chessvariants.com/other.dir/clockworkorange.html")
	27	\| Clockwork Orange Chess
	28	\|  on chessvariants.com.
	29
	30	p Inventor: Fergus Duniho (1999)