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-rw-r--r--puzzle-1.lisp26
-rw-r--r--puzzle-2.lisp54
2 files changed, 80 insertions, 0 deletions
diff --git a/puzzle-1.lisp b/puzzle-1.lisp
new file mode 100644
index 0000000..45d1921
--- /dev/null
+++ b/puzzle-1.lisp
@@ -0,0 +1,26 @@
+(defvar input (uiop:read-file-string "puzzle-1-input.txt"))
+(defvar *sep (format nil "~%~%"))
+
+(defun get-lists (input)
+ (let ((pos (search *sep input)))
+ (with-input-from-string (s (subseq input 0 pos))
+ (let ((converted
+ (loop
+ for line = (read-line s nil nil)
+ while line
+ collect (parse-integer line))))
+ (if (null pos)
+ (list converted)
+ (cons converted
+ (get-lists (subseq input (+ pos 2)))))))))
+
+(defvar sums (sort (mapcar (lambda (lst) (reduce #'+ lst)) (get-lists input)) #'>))
+
+;; First challenge
+(format t "Top snacks: ~a" (car sums))
+
+;; Second challenge
+(let ((first (car sums))
+ (second (car (cdr sums)))
+ (third (car (cdr (cdr sums)))))
+ (format t "~a,~a,~a:>~a" first second third (+ first second third)))
diff --git a/puzzle-2.lisp b/puzzle-2.lisp
new file mode 100644
index 0000000..377b6ba
--- /dev/null
+++ b/puzzle-2.lisp
@@ -0,0 +1,54 @@
+(defvar input (uiop:read-file-string "puzzle-2-input.txt"))
+;; Each newline represents a new round, which we should parse on the go
+
+(defun sensible-convert-input (str)
+ (cond
+ ((or (string= str "X") (string= str "A")) 0)
+ ((or (string= str "Y") (string= str "B")) 1)
+ ((or (string= str "Z") (string= str "C")) 2)))
+
+;; Round 1
+(defvar rounds
+ (with-input-from-string (stream input)
+ (loop
+ for strategy = (read-line stream nil)
+ until (null strategy)
+ collect
+ (let ((opponent (subseq strategy 0 1))
+ (yours (subseq strategy 2 3)))
+ (list (sensible-convert-input opponent) (sensible-convert-input yours))))))
+
+(loop
+ for round in rounds
+ until (null round)
+ sum
+ (destructuring-bind (opp you) round
+ (+
+ 1 you ;; base score
+ (cond ; outcome score
+ ((eq you opp) 3)
+ ((eq (mod (+ 1 opp) 3) you) 6)
+ (t 0)))))
+
+;; Round 2.
+
+;; We can still use the same rounds data as previously, just
+;; reinterpret it in when doing the sum.
+
+(defun get-correct-choice (opponent outcome)
+ (case outcome
+ (0 (mod (- opponent 1) 3))
+ (1 opp)
+ (2 (mod (+ 1 opponent) 3))
+ (t 0)))
+
+(loop for round in rounds
+ sum
+ (destructuring-bind (opp you) round
+ (let ((choice (get-correct-choice opp you)))
+ (+ 1 choice
+ (case you ;; outcome -> score
+ (0 0)
+ (1 3)
+ (2 6)
+ (t 0))))))