day 16 monstrocity calculated overnight
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@ -741,7 +741,8 @@
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(visit-each-once-recursive-max-vented 'aa 30 *test-graph* *test-vertices-map* *test-shortest-paths*)
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;; Calculating PART 1
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;; (visit-each-once-recursive-max-vented 'aa 30 *test-graph* *test-vertices-map* *test-shortest-paths*)
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;; well 1570 is not correct 1651
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;; well 1570 is not correct 1651
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;; what am i missing?
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;; what am i missing?
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;; i am opening starting Node with 0 flow
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;; i am opening starting Node with 0 flow
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@ -753,3 +754,277 @@
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;; CC : #<VERTICLE-DATA CC with flow: 1; is opened NIL {1004C57E33}>
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;; CC : #<VERTICLE-DATA CC with flow: 1; is opened NIL {1004C57E33}>
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;; DD : #<VERTICLE-DATA DD with flow: 1; is opened NIL {1004C57EB3}>
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;; DD : #<VERTICLE-DATA DD with flow: 1; is opened NIL {1004C57EB3}>
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;; EE : #<VERTICLE-DATA EE with flow: 1; is opened T {1004C57F33}>
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;; EE : #<VERTICLE-DATA EE with flow: 1; is opened T {1004C57F33}>
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;;; PART 2
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;; need to compare 2 cases:
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;; me running solo for 30 minutes
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;; or two persons - me and elephant running for 26 minutes
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;; oh, shit. now i'd need coordination between recusive calls? for them to share the actual state.
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;; or what? do i just on each step do twice decisions and not share state
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;; just a separate function, for 2 actors, would call both and compare
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;; but it takes 1 turn to open valve. is that a problem?
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;; it can be! because no guarantee that both start opening at same moment.
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;; lots of changes then. need to iterate one step at a time
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;; so person can be "in state, i just came in, turning the gas", i'm tired. let's go outside
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;; so it's still better to be recursive, since calling for all possibilities.
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;; but need to do iteration one tick at a time. setting state for p1 and p2 (for the next iteration)
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;; and only adding value of cur-node-1|2 when it actually becoming turned on
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;; and additional filtering out of other player's node
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;;
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;;
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;; so, also "moving to other room" is not instantaneous
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;; let's do:
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;; cur-node-p1
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;; p1-state
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;; cur-node-p2
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;; p2-state
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;;
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;; p.-state is current state or next state and should be excluded
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;;
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;; exit condition - if no more next nodes AND both players done opening
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;; so let's do also DONE state, which is set to player when there's no more next nodes
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;; and exit condition - both in DONE
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;;
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;; check that before DONE we added last room of the player to total
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;;
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;; I want to see if I could use lists and sybols as states:
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;; OPENING '(GOING n) DONE where n should be readable number of how many turns of going left.
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;; on (GOING 0) set next OPENING
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;; on OPENING - since it's 1 turn - we should add target node to tally and set new GOING or DONE
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;;
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;; let's see if there's such thing as DESTRUCTURING CASE
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(let
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;; ((x 'opening))
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;; ((x '(going 0)))
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((x '(going 5)))
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(cond
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((eq x 1) "one")
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((eq 'opening x) "opening")
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((equal x '(going 0))
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(format nil "were here! ~a~%" (second x)))
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((and (listp x)
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(eq (first x) 'going))
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(format nil "going, ~a turns left" (second x)))
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(t "default")))
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(let ((x '(going 5)))
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(case x
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(1 "one")
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('opening "opening")
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((list going b) (format nil "going, ~a turns left~%" (second x)))
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((list going 0) (format nil "were here! ~a~%" (second x)))
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(t "default")))
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;; now what would I want to do baced on the state of the player?
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;; set next state and do what? modify the state passing further
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;; that's possible i think
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;; ugh. ugh.
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;; so, what - generate all next states for the player
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;; and in addition i guess mutate the vertices-data-map for next call? ugh.
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;;
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;; if one player finished OPENING, then we for each of their possible next move create separate v-data-map
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;;
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;; what if we operate players sequentially, doing 2 player move ticks per 1 time tick.
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;; that might be nice. then only need to update 1 player state.
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;; could have "steping player state & node" as first two arguments, always switching them.
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;; it would keep lots of logic same, as one player update.
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;;
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;; exit when both are done. that could be nice, yeah.
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;; and if active player is done - just pass the turn to another.
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;; when do I increment time? store "turn" increment it by 1 every recursion, and / 2 to deduct from total time
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;; i guess it's ok
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;; removing other player node from possible nodes
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(remove 'bb '((aa 5) (bb 7) (cc 1)) :test (lambda (removing-name name-and-dist) (eq removing-name (first name-and-dist))))
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(remove 'cc '((aa 5) (bb 7) (cc 1)) :test (lambda (removing-name name-and-dist) (eq removing-name (first name-and-dist))))
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(remove 'ee '((aa 5) (bb 7) (cc 1)) :test (lambda (removing-name name-and-dist) (eq removing-name (first name-and-dist))))
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(defparameter *max-so-far* 0)
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(defun 2-persons-visit-each-once-recursive-max-vented (active-pl-node active-pl-state
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inactive-pl-node inactive-pl-state
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current-turn total-allotted-time
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freed-to-end-gas-accum
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graph vertices-data-map shortest-paths)
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(let* ((time-left (- total-allotted-time (floor (/ current-turn 2))))
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(not-opened-possible-nodes (get-possible-next-vs active-pl-node graph vertices-data-map shortest-paths time-left))
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(possible-next-nodes (remove inactive-pl-node not-opened-possible-nodes ; remove other player target node from available
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:test (lambda (removing-name name-and-dist)
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(eq removing-name (first name-and-dist)))))
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(cur-node-gas-per-turn (flow (gethash active-pl-node vertices-data-map)))
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(for-open-current-total-release (max 0 ; in case we get to -1 time remaining
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(* cur-node-gas-per-turn time-left)
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; freed gas after opening and staying
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))
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(next-turn (1+ current-turn)))
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;; (format t "Turn:~%
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;; active pl: state ~a, node ~a
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;; inactive pl: state ~a, node ~a
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;; accum: ~a
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;; possible next: ~a
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;; current turn: ~a; time remaining ~a~%"
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;; active-pl-state active-pl-node
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;; inactive-pl-state inactive-pl-node
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;; freed-to-end-gas-accum
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;; possible-next-nodes
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;; current-turn time-left)
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(when (> freed-to-end-gas-accum *max-so-far*)
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(setq *max-so-far* freed-to-end-gas-accum)
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(format t "updating max so far to: ~a~%" *max-so-far*)
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)
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(cond
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((and (eq active-pl-state 'DONE)
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(eq inactive-pl-state 'DONE))
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;; (print "Total DONE processing")
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;; recursion EXIT condition - both are done,
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;; before becoming DONE and yielding turn previous player
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;; counted how much steam is added "until the end of allotted-time" and added to accum
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freed-to-end-gas-accum)
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((eq active-pl-state 'DONE)
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;; (print "One player DONE")
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;; active player is DONE but not another, tick the turn and yield the turn
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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active-pl-node 'DONE ; keep staying DONE
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next-turn total-allotted-time
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freed-to-end-gas-accum
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graph vertices-data-map shortest-paths))
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((and (listp active-pl-state)
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(equal active-pl-state '(going 1))) ; am i here off by one?
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;; (print "Processing ARRIVAL")
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;; active player came to target state, set to OPENING
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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active-pl-node 'OPENING ; for one turn
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next-turn total-allotted-time
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freed-to-end-gas-accum
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graph vertices-data-map shortest-paths))
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((and (listp active-pl-state)
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(listp inactive-pl-state)
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(equal (first active-pl-state) 'going)
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(equal (first inactive-pl-state) 'going)
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(not (= 1 (second inactive-pl-state))))
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;; both are GOING, can find amount to decrement, decrement both and add 2*n to turn
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(let ((common-skip (1- (min (second active-pl-state) (second inactive-pl-state)))))
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; for 5 and 3; min is 3, common diminish 2 - to get one of them to 1
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(2-persons-visit-each-once-recursive-max-vented
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active-pl-node `(going ,(- (second active-pl-state) common-skip))
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inactive-pl-node `(going ,(- (second inactive-pl-state) common-skip))
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(+ current-turn (* 2 common-skip)) total-allotted-time
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freed-to-end-gas-accum
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graph vertices-data-map shortest-paths)
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)
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)
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((eq active-pl-state 'OPENING)
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;; (print "in OPENING processing")
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;; active player is OPENING, so it's already done. add current steam to final tally accum
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;; then select next state OR set to done
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(let ((for-open-current-vertices-map (let ((table (alexandria:copy-hash-table vertices-data-map)))
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(maphash (lambda (k v)
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(setf (gethash k table)
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(copy-instance v)))
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table)
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(setf (is-opened-p (gethash active-pl-node table))
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t )
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;; well, this is still done on every turn, lazy would be nice
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table)))
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(if (not possible-next-nodes)
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;; set state to DONE
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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active-pl-node 'DONE ; will exit recursion when both DONE
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next-turn total-allotted-time
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(+ freed-to-end-gas-accum for-open-current-total-release)
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; updated accum
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graph
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for-open-current-vertices-map ; updated State map
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shortest-paths)
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;; call recursively for all possible states with the added accumulator
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;; else - there are some possible nodes to visit
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;; main loop - check if OPENING, GOING or what
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(loop for (next-node dist)
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in possible-next-nodes
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for next-max = (if (= 0 cur-node-gas-per-turn)
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;; if we for some reason (for example on start) get to node with 0 flow
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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next-node `(going ,dist)
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; starting to GO to selected NODe
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next-turn total-allotted-time
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freed-to-end-gas-accum ; same accum
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graph
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vertices-data-map ; for 0 flow - NOT updated State map
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shortest-paths)
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;; if were in NONZERO FLOW node - add to accum
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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next-node `(going ,dist)
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; starting to GO to selected NODe
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next-turn total-allotted-time
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(+ freed-to-end-gas-accum for-open-current-total-release)
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; updated accum
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graph
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for-open-current-vertices-map ; updated State map
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shortest-paths)
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)
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maximize next-max into max-freed
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finally (return max-freed)))))
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((and (listp active-pl-state)
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(eq (first active-pl-state)
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'going))
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;; (print "Processing GOING")
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;; active player is still going
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;; switch active player and increment turn
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(2-persons-visit-each-once-recursive-max-vented
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inactive-pl-node inactive-pl-state
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active-pl-node `(going ,(1- (second active-pl-state)))
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; one step less
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next-turn total-allotted-time
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freed-to-end-gas-accum
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graph vertices-data-map shortest-paths)
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)
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(t "SHOULD NOT HAPPEN")
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)))
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;; to start up - set turn 0, allotted time 24. both players as OPENING 'aa starting turn
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;; HERE INIT
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(defparameter *test-graph* (graph-utils:make-graph))
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(defparameter *test-vertices-map* (make-hash-table))
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(read-file-data "day16-input.txt" *test-graph* *test-vertices-map*)
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;; (read-file-data "day16-test.txt" *test-graph* *test-vertices-map*)
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;; (read-file-data "day16-simpler-test.txt" *test-graph* *test-vertices-map*)
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;; (read-file-data "day16-even-simpler-test.txt" *test-graph* *test-vertices-map*)
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(defparameter *test-shortest-paths* (graph-utils:all-pairs-shortest-paths *test-graph*))
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(print-hashmap *test-shortest-paths*)
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(get-possible-next-vs 'aa *test-graph* *test-vertices-map* *test-shortest-paths* 30)
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;; FINAL CALCULATION
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;; (2-persons-visit-each-once-recursive-max-vented 'aa 'opening 'aa 'opening
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;; 0 26 0
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;; *test-graph* *test-vertices-map* *test-shortest-paths*)
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;; 1482 is less than 1707
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;; not 1500 is less than 1707
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;; now 1581 is still less than 1707
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;; yep, off-by-one in OPENING -> GOING n. should be n-1
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;; so, after 2 ticks, we have 26 - / 2 2 25 time remaining
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;; now let's calculate for main task
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;; Turn:
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;; active pl: state (GOING 4), node DO
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;; inactive pl: state (GOING 4), node UX
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;; accum: 1336
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;; possible next: ((KZ 3) (JM 5) (NO 3))
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;; current turn: 37; time remaining 8
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;;
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;; what were you doing for 24-8 = 16 turns each? well, walking between rooms, yeah
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;;
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;; while it runs, let's add printing "max so far"?
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