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card.lisp
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343 lines (311 loc) · 7.24 KB
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;card number 0
;36 card deck values 6..A 0..8 9cards
;52 card deck values 2..A 0..12 13cards
;0 Spades 1 Hearts 2 Diamonds 3 Clubs
(defvar card-deck 36)
(defvar card-ring '())
(cond
((= card-deck 36) (defvar bad-card 6)) ; SQ 0*9+6 = 6
((= card-deck 52) (defvat bad-card -1))
((T -1))
)
(defvar bad-card )
(defun cards-generate (number)
(prog ()
(setq l '())
(loop for i from 0 to 35 do
(push i l)
)
;(setf l (remove-if #'(lambda (X) (= X bad-card)) l))
;(print l)
(return l)
)
)
(defun cards-randomize (c)
(cond
((= card-deck 36)
(prog ()
(setq len (list-length c))
(loop for i from 0 to len do
(setq rn1 (random-number len))
;(print rn1)
(setq rn2 (random-number len))
;(print rn2)
(setq swap 0)
(setf swap (nth rn1 c))
(setf c (replace-nth c rn1 (nth rn2 c)))
(setf c (replace-nth c rn2 swap))
;(print c)
)
(return c)
)
)
(T -1)
)
)
(defun cards-amount ( player )
(length (gplayer-cards player))
)
(defun cards-output ( c )
(prog ()
(terpri)
(dolist (cc c)
(prin1 (format nil "~A " (cards-print-card cc)))
)
)
)
(defun cards-output-cat ( c )
(prog ()
(setq str "")
(dolist (cc c)
(setf str (concatenate 'string str (cards-print-card cc)))
)
(return str)
)
)
;give all player cards at games start
(defun cards-give-to-players (pl c)
(prog ()
(setq number-of-cards (list-length c))
(setq number-of-players (get-player-number))
(setq number-per-player (floor (/ number-of-cards number-of-players)))
(setq number-left (mod number-of-cards number-of-players))
(dolist (player pl)
(loop for m from 1 to number-per-player do
(setq card (pop c))
;(print card)
(setf (gplayer-cards player) (push card (gplayer-cards player)))
)
)
(loop for i from 0 to (- number-left 1) do
(setf
(gplayer-cards (nth i pl))
(push (pop c) (gplayer-cards (nth i pl)))
)
)
)
)
;check if player is looser
(defun cards-check ()
(
)
)
;throw cards from player, same cards
(defun cards-throw (c)
(prog ()
(setq for-remove '())
(loop for i from 0 to (- (list-length c) 2) do
(if (numberp (nth i c))
(loop for j from (+ i 1) to (- (list-length c) 1) do
(if (numberp (nth j c))
(if (numberp (nth i c))
(prog ()
(if (and (= (mod (nth i c) 9) (mod (nth j c) 9)) (not (equal i j)))
(prog ()
(if (and (/= (nth i c) bad-card) (/= (nth j c) bad-card))
(prog ()
;(format t "~% Throw pair ~A ~A" (cards-print-card (nth i c)) (cards-print-card (nth j c)))
(push (nth j c) for-remove)
(push (nth i c) for-remove)
(setf (nth j c) NIL)
(setf (nth i c) NIL)
)
)
)
)
(setf c (remove NIL c))
)
)
)
)
)
)
(return c)
)
)
(defun cards-throw-from-player ( p )
(prog ()
(setq cards (gplayer-cards (nth p player-ring)))
(setf cards (cards-throw cards))
(setf (gplayer-cards (nth p player-ring)) cards)
)
)
;change cards between players
;get from player p1 card and put it inside p2
;if p1 has 1 card he not-looser
(defun cards-exchange ( p1 p2 )
(prog ()
;if same player
;(print "IN card-exchange")
;(print "ERR same player")
(if (= p1 p2)
(return-from cards-exchange)
)
;if players outside game
;(
;)
;if first player hasnt cards
;(print "ERR first no cards")
(if (= (list-length (gplayer-cards (nth p1 player-ring))) 0)
(return-from cards-exchange)
)
;if second player without cards
;(print "ERR second no cards")
(if (= (list-length (gplayer-cards (nth p2 player-ring))) 0)
(return-from cards-exchange)
)
;if first player has only one card
;(print "ERR first player 1 card")
(if (= (list-length (gplayer-cards (nth p1 player-ring))) 1)
(prog ()
(print "ERR first player 1 card")
(setf (gplayer-endgame (nth p1 player-ring)) T)
(setf (gplayer-cards (nth p2 player-ring)) (push (nth 0 (gplayer-cards (nth p1 player-ring))) (gplayer-cards (nth p2 player-ring))))
(setf (gplayer-cards (nth p1 player-ring)) '())
(return-from cards-exchange)
)
)
;if first player has more than 1 card
;(print "More than 1 user")
(setq p1-cards (gplayer-cards (nth p1 player-ring)))
(setq p2-cards (gplayer-cards (nth p2 player-ring)))
;(print (list-length p1-cards))
(setq random-number (random-number (- (list-length p1-cards) 0)))
(setq random-card (nth random-number p1-cards))
(setf (gplayer-cards (nth p1 player-ring)) (remove-if #'(lambda (X) (= X random-card)) p1-cards))
(setf (gplayer-cards (nth p2 player-ring)) (push random-card p2-cards))
(return-from cards-exchange)
)
)
;check if is player card
(defun cards-player-has (deck card)
(if (find card deck) (not NIL) (not T))
)
(defun cards-nominal ( card )
(cond
((= card-deck 36)
(prog ()
(setq n (mod card 9))
(if (< n 5)
(return (write-to-string (+ n 6)))
)
(cond
((= n 5) (return "J"))
((= n 6) (return "Q"))
((= n 7) (return "K"))
((= n 8) (return "A"))
)
)
)
((= card-deck 52)
(prog ()
(setq n (mod card 13))
(if (< n 9)
(return (write-to-string (+ n 2)))
)
(cond
((= n 9) (return "J"))
((= n 10) (return "Q"))
((= n 11) (retrun "K"))
((= n 12) (return "A"))
)
)
)
)
)
(defun cards-suit ( card )
(cond
((= card-deck 36)
(prog ()
(setq n (floor (/ card 9)))
(cond
((= n 0) (return "S"))
((= n 1) (return "H"))
((= n 2) (return "D"))
((= n 3) (return "C"))
)
)
)
((= card-deck 52)
(prog ()
(setq n (floor (/ card 13)))
(cond
((= n 0) (return "S"))
((= n 1) (return "H"))
((= n 2) (return "D"))
((= n 3) (return "C"))
)
)
)
)
)
(defun cards-print-card ( card )
(
concatenate 'string "[" (cards-suit card) (cards-nominal card) "]"
)
)
;fix make not to be universal. For 2 card-decks
(defun cards-name-input ()
(prog ()
(setq r "!!!")
(cond
((= card-deck 36)
(prog ()
(setq run T)
(loop while (not (not run)) do
(print "Input card name ([SHDC][2-10]):")
(setf card-name (string (read)))
(if (stringp card-name)
(prog ()
(print "Thats string")
(string-upcase card-name)
)
)
(print card-name)
(if (stringp card-name)
(cond
;if card name length 3
((= (length card-name) 3)
(prog ()
(print "Size3")
(if (or (string= card-name "S10") (string= card-name "H10") (string= card-name "D10") (string= card-name "C10") )
(prog ()
(setf r card-name)
(setf run (not T))
)
)
)
)
;if card name length 2
((= (length card-name) 2)
(if (and (> (parse-integer card-name :start 1) 1) (< (parse-integer card-name :start 1) 10))
(prog ()
(setf r card-name)
(setf run (not T))
)
(
print "Incorect card name"
)
)
)
)
)
)
)
)
((= card-deck 52)
(
)
)
( T (return -1))
)
(return r)
)
)
(defun replace-nth (list n elem)
(cond
((null list) ())
((= n 0) (cons elem (cdr list)))
(T (cons(car list) (replace-nth (cdr list) (- n 1) elem)))
)
)