Lines Matching refs:present

656 gives the move number of the immediately following white move (if present) and
657 also the immediately following black move (if present).
852 present, it is always the last part of the move symbol.
1063 descriptor for each time control period; if more than one descriptor is present
1071 control mode is unknown. When used, it is usually the only descriptor present.
1074 control mode in use. When used, it is usually the only descriptor present.
1083 is sometimes the only descriptor present. The format consists of a single
2055 to four characters are present. If White has kingside castling availability,
2195 to four characters are present. If White has kingside castling availability,
2225 least one operation present in an EPD line, it is separated from the last
2240 If at least one operand is present in an operation, there is a single space
2241 between the opcode and the first operand. If more than one operand is present
2354 ASCII order according to their opcode mnemonics, opcode "c0" (if present) will
2355 be handled prior to all other opcodes, then opcode "c1" (if present), and so
2356 forth until opcode "c9" (if present).
2361 operand is present, the value of the corresponding comment string register is
2448 operand at all. If an operand is present, its value is associated with an
2462 present by default in FEN as the sixth field. Fullmove number information is
2479 present by default in FEN as the fifth field. Halfmove clock information is
2505 present, its value is associated with an "NIC" string register of the scanning
2526 If a non-empty "pv" (predicted variation) line of play is also present in the
2540 If a "pm" (predicted move) operation is also present in the same EPD record,
2616 in ASCII order according to their opcode mnemonics, opcode "v0" (if present)
2617 will be handled prior to all other opcodes, then opcode "v1" (if present), and
2618 so forth until opcode "v9" (if present).
2623 operand is present, the value of the corresponding variation name string
2775 of 255 of the possible 256 ordinals present at one time.)