From 631d46d1172966f4651050b813ad4298496423ff Mon Sep 17 00:00:00 2001 From: EC2 Default User Date: Fri, 3 Dec 2021 12:35:27 +0000 Subject: [PATCH 1/3] Alan day3 erlang --- day3/day3.erl | 1103 +++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 1103 insertions(+) create mode 100644 day3/day3.erl diff --git a/day3/day3.erl b/day3/day3.erl new file mode 100644 index 0000000..ee14ac9 --- /dev/null +++ b/day3/day3.erl @@ -0,0 +1,1103 @@ +%% to compile: erlc day3A.erl +%% to run: erl -noshell -s day3 solve +%% +-module(day3). + +-export ([solve/0, solve/1, solve/2]). + +solve() -> + solve(['1']), + solve(['2']), + init:stop(). + +solve(A) -> + solve(A, get_data()). + +solve(['1'], D) -> + io:format("The solution to ~p puzzle1 is: ~p~n", [?MODULE, solve(1, D)]); +solve(1, D) -> + solution1(D); +solve(['2'], D) -> + io:format("The solution to ~p puzzle2 is: ~p~n", [?MODULE, solve(2, D)]); +solve(2, D) -> + solution2(D). + +solution1(D) -> + Count_list = get_count_list(D), + Gamma = [ case Ones > Zeros of 'true' -> $1; 'false' -> $0 end || {Ones, Zeros} <- Count_list], + Epsilion = [ case Ones > Zeros of 'true' -> $0; 'false' -> $1 end || {Ones, Zeros} <- Count_list], + bl2int(Gamma) * bl2int(Epsilion). + +solution2(D) -> + Most_common = fun(X,Y) -> X >= Y end, + Least_common = fun(X, Y) -> X < Y end, + get_rating(D, Most_common) * get_rating(D, Least_common). + +get_rating(D, Fun) -> + get_rating(D, Fun, 1). + +get_rating([D], _, _) -> + bl2int(D); +get_rating(D, Fun, Pos) -> + Count_list = get_count_list(D), + {Ones, Zeros} = lists:nth(Pos, Count_list), + New_list = + case Fun(Ones,Zeros) of + 'true' -> filter_list(D, Pos, $1); + 'false' -> filter_list(D, Pos, $0) + end, + get_rating(New_list, Fun, Pos + 1). + +%% +%% Internal functions +%% +% Return a Filtered list where postion Pos is V +filter_list(L, Pos, V) -> + lists:filter(fun(X) -> lists:nth(Pos, X) == V end, L). + +%% return a list [{Ones1,Zeros1},{Ones2,Zeros2}...] when OnesX is count of 1's in column X and ZerosX is count of zeros in column X +get_count_list([H|_] = D) -> + get_count_list(D, init_acc(length(H), [])). + +get_count_list([], Acc) -> + Acc; +get_count_list([H|T], Acc) -> + get_count_list(T, lists:zipwith(fun(X, {Ones, Zeros}) -> + case X of $1 -> {Ones + 1, Zeros}; $0 -> {Ones, Zeros + 1} end + end, H, Acc)). + +%% create a list of {0,0} tuples of length L, e.g. if L = 3 then return [{0,0},{0,0},{0,0}] +init_acc(0, Acc) -> + Acc; +init_acc(Len, Acc) -> + init_acc(Len - 1, Acc ++ [{0,0}]). + +%% Convert binary list to integer, e.g. "1011" -> 11 dec +bl2int(CL) -> + bl2int(lists:reverse(CL), 0, 0). + +bl2int([], Acc, _) -> + Acc; +bl2int([H|T], Acc, Mult) -> + bl2int(T, Acc + ((H - $0) * math:pow(2,Mult)), Mult + 1). + +get_test_data() -> +[ +"00100", +"11110", +"10110", +"10111", +"10101", +"01111", +"00111", +"11100", +"10000", +"11001", +"00010", +"01010" +]. + +get_data() -> +[ +"010100110111", +"101001010000", +"101011110010", +"100100011101", 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+"000111000100", +"010111100001", +"111111010001", +"100100001100", +"111111010111", +"001101111101", +"000110001101", +"010110000001", +"111011010110", +"011110110110", +"011111001001", +"001101011010", +"010101110101", +"110001100100", +"101101011101", +"011011010110", +"001011001101", +"101110110101", +"001101010010", +"101010001101", +"100111000000", +"110110101100", +"001011111000", +"000100111011", +"000111110111", +"101000111100", +"110000110011", +"000001000011", +"000111111110", +"001010010010", +"100000111001", +"010101111100", +"001100010100", +"010101110111", +"110101010010", +"000001001111", +"101101111100", +"011110111101", +"111001010001", +"000100101101", +"011100100100", +"110101000111", +"011111100011", +"110001001101", +"100001100111", +"101101100111", +"000100110000", +"101001100010", +"001101101111", +"100011000100", +"011100101111", +"011001100100", +"011010011110", +"010011001010", +"011110101000", +"111101111010", +"110001010100", +"000110010001", +"001111011011", +"110000111011", +"000001111001", +"010011001100", +"100110101011", +"111011001011", +"001100110011", +"010010011101", +"100011110000", +"110011110111" +]. + From a2be18ffd0eba30344348f44ae09c6a242277333 Mon Sep 17 00:00:00 2001 From: EC2 Default User Date: Fri, 3 Dec 2021 12:44:47 +0000 Subject: [PATCH 2/3] minor fixes --- day2/day2.erl | 81 +++++++++++++++++++++++++++++---------------------- 1 file changed, 46 insertions(+), 35 deletions(-) diff --git a/day2/day2.erl b/day2/day2.erl index 1d6662d..7fd7f06 100644 --- a/day2/day2.erl +++ b/day2/day2.erl @@ -1,9 +1,52 @@ -module(day2). --export ([solve/1, solve/2]). +-export ([solve/0, solve/1, solve/2]). + +solve() -> + solve(['1']), + solve(['2']), + init:stop(). solve(A) -> - D = [ + solve(A, get_data()). + +solve(['1'], D) -> + io:format("The solution to ~p puzzle1 is: ~p~n", [?MODULE, solve(1, D)]); +solve(1, D) -> + solution1(D); +solve(['2'], D) -> + io:format("The solution to ~p puzzle2 is: ~p~n", [?MODULE, solve(2, D)]); +solve(2, D) -> + solution2(D). + +solution1(D) -> + {X, Y} = + lists:foldl(fun({Dir, Dis}, {X, Y}) -> + case Dir of + 'up' -> {X, Y - Dis}; + 'down' -> {X, Y + Dis}; + 'forward' -> {X + Dis, Y} + end + end, + {0, 0}, + D), + X * Y. + +solution2(D) -> + {X, Y, _} = + lists:foldl(fun({Dir, Dis}, {X, Y, Aim}) -> + case Dir of + 'up' -> {X, Y, Aim - Dis}; + 'down' -> {X, Y, Aim + Dis}; + 'forward' -> {X + Dis, Y + (Dis * Aim), Aim} + end + end, + {0,0,0}, + D), + X * Y. + +get_data() -> +[ {forward, 3}, {down, 4}, {forward, 3}, @@ -1004,36 +1047,4 @@ solve(A) -> {forward, 5}, {forward, 3}, {forward, 7} -], - - solve(A, D). - -solve(['1'], D) -> - io:format("The solution to puzzle day2 is: ~p", [solve(1, D)]); -solve(1, D) -> - {X, Y} = - lists:foldl(fun({Dir, Dis}, {X, Y}) -> - case Dir of - 'up' -> {X, Y - Dis}; - 'down' -> {X, Y + Dis}; - 'forward' -> {X + Dis, Y} - end - end, - {0, 0}, - D), - X * Y; -solve(['2'], D) -> - io:format("The solution to puzzle day2 is: ~p", [solve(2, D)]); -solve(2, D) -> - {X, Y, _} = - lists:foldl(fun({Dir, Dis}, {X, Y, Aim}) -> - case Dir of - 'up' -> {X, Y, Aim - Dis}; - 'down' -> {X, Y, Aim + Dis}; - 'forward' -> {X + Dis, Y + (Dis * Aim), Aim} - end - end, - {0,0,0}, - D), - X * Y. - +]. 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puzzle1 is: ~p~n", [?MODULE, solve(1, D)]); @@ -60,6 +60,7 @@ get_count_list([H|_] = D) -> get_count_list(D, init_acc(length(H), [])). get_count_list([], Acc) -> + io:format("~p~n", [Acc]), Acc; get_count_list([H|T], Acc) -> get_count_list(T, lists:zipwith(fun(X, {Ones, Zeros}) -> diff --git a/day3/day3.hs b/day3/day3.hs new file mode 100644 index 0000000..0ff169b --- /dev/null +++ b/day3/day3.hs @@ -0,0 +1,25 @@ +main = do + putStrLn "The solution to puzzle 1 is:" + print (solve 1 ) + +solve 1 = solution1 input_test_data (take 5 (repeat (0,0))) + +solution1 :: (Num a, Num b) => [[Char]] -> [(a, b)] -> [Char] +solution1 [] acc = + [gamma x y | (x,y) <- acc] +solution1 (x:xs) acc = do + solution1 xs (zipWith zip_f x acc) + +zip_f :: (Num a1, Num a2) => Char -> (a1, a2) -> (a1, a2) +zip_f x (y,z) + |x == '1' = (y+1,z) + |x == '0' = (y,z+1) + +gamma :: (Num a1, Num a2) => a1 -> a2 -> Char +gamma x y + | x > y = '1' + | otherwise = '0' + +input_test_data = [ "00100", "11110", "10110", "10111", "10101", "01111", "00111", "11100", "10000", "11001", "00010", "01010" ] + +input_data = [ "010100110111", "101001010000", "101011110010", "100100011101", "101000011000", "110011011110", "111010010100", "001111100000", "111101100001", "100010101110", "101101110101", "010010101110", "111001110100", "000101111000", "111101111100", "000010001100", "101010111101", "001010011011", "001101101101", "000000110100", "001100101011", "110110110010", "001110000011", "011001111001", "110100110011", "011000110001", "111100100010", "101011000000", "011101000111", "011111000111", "111011001110", "011111010100", "001110110001", "010110110001", "100111011011", "100110100100", "110010111000", "101111001100", "101111111001", "000001000110", "100010010110", "110111100101", "001001010101", "001110001011", "101111001011", "111011110010", "101001001100", "101010100001", "000000111101", "100000000111", "111010111101", "000110110111", "100100101111", "110101100101", "011010110010", "110100001110", "001011011010", "010101010101", "011110000100", "010000000010", "010111010111", "011010011100", "101101001011", "000111100101", "101111001000", "000100010000", "111000011111", "100001010101", "011101111110", "001111011110", "001100111111", "000011000100", "001011101010", "001011010111", "101001001110", "010101011001", "110101001011", "011110011110", "001000110010", "011101110001", "101110000000", "000001100111", "110111000011", "001001111010", "100100000000", "000000011101", "111110111011", "101001111100", "110110100010", "101011011000", "000111100010", "011000110100", "111100100100", "010010100000", "111101001011", "111001000000", "001001000001", "010010100001", "110110001100", "001101100001", "011110010110", "100111011101", "001001110110", "001001100011", "011001111010", "110110010111", "110100111010", "111110011100", "100000100111", "010001101101", "110100110101", "101111101001", "100110010000", "100011001111", "101111001010", "001110111001", "111101001101", "001010111101", "010010011010", "100101101111", "100000011110", "011111010001", "000010001101", "010100101100", "001010001100", "100111011100", "011110000000", "100000011111", "000010010100", "000001001101", "011111011111", "100101001101", "000100010110", "011011111100", "000111000011", "010100101011", "011000101111", "001001100111", "110111110100", "111101111011", "110011010101", "100111111111", "010100010000", "001111110101", "010011010001", "101000111111", "000001110100", "010010010000", "100010000101", "110111100111", "001011111101", "101100101101", "001010110100", "000100110001", "111101110110", "111110101110", "100011100110", "011001001010", "001000010111", "010001110110", "011110000010", "101010101111", "110100100100", "010001100101", "001011111110", "100111100000", "111101000010", "101101011110", "101100111100", "001110011100", "110110100101", "000110111010", "011001010111", "010001000011", "100010010111", "000110110000", "001000010101", "010011010010", "110000100010", "010000101110", "010110111000", "011101001000", "011110000111", "100110100011", "110011001001", "001110000111", "000001101110", "001000100110", "011101111000", "101100000101", "110001100000", "101000100101", "110101110101", "111000101111", "101000101001", "101000100000", "101011010110", "000010111100", "011101101000", "000110101001", "000110110110", "100111001011", "100010001101", "101111000111", "100100111000", "100100111100", "000000100010", "100110000111", "101110001100", "110010010010", "100110010011", "100100000011", "000001011111", "110100100000", "000000111100", "110110010001", "001101111110", "010011010011", "001000111110", "100010010100", "000111110101", "111111101001", "100110001110", "101011011101", "110100100010", "010100001000", "100111101001", "010111010001", "001110101000", "100111101111", "100010101011", "101111100111", "111001100110", "111100110101", "001101001111", "111011011111", "011011100110", "101111011000", "100110110001", "100010011101", "000111010101", "101101011100", "111010100100", "001101000100", "101111100101", "010110001010", "111101010000", "100111110100", "100000000011", "010001111110", "011010001110", "110100010100", "010100111100", "011001101100", "110101001001", "000011100111", "011000000000", "110001000011", "101011001101", "001010110000", "010000011010", "101110101010", "001010011111", "011101000101", "110011101010", "101110001110", "100111110000", "100100010100", "010011101000", "100110000110", "111100010011", "011101101011", "100110010100", "011011100001", "011111100110", "111100101111", "000111101001", "100101011101", "010101001110", "110011110011", "111011011100", "101001101111", "100001010111", "110010111001", "011011101011", "111110001010", "000010111110", "011010000101", "011011000111", "110000000101", "010110111011", "010110110000", "011000110110", "100101001000", "000111110001", "011110000101", "001000010000", "011011000011", "100101100011", "010000100000", "100010011000", "001011100001", "000110100010", "011000111010", "100011001011", "101111111010", "001100110101", "101100111111", "010011100111", "001110110010", "000100100110", "010100010001", "100100011011", "110110100100", "100011011001", "110001000110", "110110100000", "101110001010", "000100101010", "000000100110", "110110111110", "011000111101", "001101111000", "110001100001", "101011011100", "101100001000", "100000111011", "011110010100", "010000101111", "100011100101", "100111010100", "000011010110", "111010110011", "010101000001", "001101010100", "010001010011", "100011000101", "011100011111", "100101100010", "011111011100", "011010010000", "011011011110", "101000000100", "110111111100", "100111110011", "110100010010", "100100011111", "000100001101", "001101100010", "000001010110", "110110010010", "001110000110", "101100110101", "111000110011", "111110111111", "001000111000", "010101111010", "010011101010", "010010100100", "000101001011", "010011011010", "100110111011", "100011110111", "111001001011", "011000000111", "000101101101", "001000011100", "110111111010", "011010101001", "110000010101", "011001110010", "001001001011", "111010110110", "101010000110", "110111010011", "101110011010", "011111110101", "010100110011", "010000100111", "010100001011", "011111010110", "110011111110", "100100111101", "000100111001", "011011101111", "111010001101", "100000110101", "110000000010", "111110101011", "011000010110", "001011101100", "010001110011", "111010111010", "100010011110", "001100000011", "000101110000", "111011101111", "111000000111", "100101011100", "010111000010", "010010111010", "001111111100", "101001000000", "000010111111", "001110011000", "111110011110", "101101000110", "101110100110", "100011011100", "101100000001", "111001111011", "101010101000", "010111101110", "000010100101", "100010111000", "101111000100", "000010011101", "011000111011", "010110011011", "010101100010", "100101010111", "011010101110", "110011011011", "110100101011", "110110111100", "000101110011", "011001110101", "111000100100", "101010000001", "110111100011", "100001000110", "001101011111", "101010000101", "011111111000", "000111011110", "100001111101", "011010010010", "101010011100", "101110101100", "000001010100", "101010100110", "001100101010", "101110100100", "100100111001", "110010100111", "000100001110", "111001110101", "110000101110", "000010011000", "010001110010", "000100010011", "011110100001", "001010111010", "010010111001", "010001001011", "101101001110", "011001000110", "110110011001", "110111000000", "011010111001", "001000010001", "010110011100", "000111110010", "101110000010", "000101001100", "110010111101", "001101010000", "010010011001", "010000010111", "011110011100", "111000100011", "110101011000", "101100100010", "111111100110", "010011111110", "111110000100", "100010100100", "101110111100", "110000010010", "011010000110", "000101100101", "001011001000", "111000110001", "000010001011", "111000010000", "100000101000", "001101011101", "101000101100", "010100111010", "101100000110", "001111010011", "011111110011", "101000100010", "111000001111", "111000111010", "001110000101", "110001010011", "011101011010", "101001000101", "111111001110", "111110110101", "110001110100", "101101010101", "000100011111", "101100100110", "000111011000", "101010110001", "000100110110", "101101110111", "100011101000", "010011110101", "110101111001", "110001110011", "000100111100", "010011010110", "101100000100", "011011101000", "101110000100", "100100010110", "111011100100", "011010110000", "100111011010", "110100011010", "101111111111", "110110011100", "110011100101", "100001111100", "111101100110", "110010001010", "010001001101", "101110100001", "111101001100", "110101000100", "011001110000", "010110100011", "111111000001", "110010100000", "101100110000", "110000000000", "001101110111", "001100001000", "001101101000", "101100100011", "001001011011", "011011101110", "010011111000", "110100111000", "011001101010", "111011111010", "100011111010", "001011011110", "111101100101", "100011100100", "101110101000", "000111110110", "100111010001", "110000011100", "111111111110", "110100010101", "101001110011", "000010001110", "000010001001", "110000110000", "001001000110", "110111110000", "010101010010", "111101110001", "110101101101", "010111000111", "111010110111", "001011011011", "001001100001", "101000101110", "101100110010", "100100100100", "011110111001", "011100000110", "100110110111", "111010001110", "110111111011", "011010111000", "011101100001", "011110001111", "110101011011", "000000001111", "101000001110", "111010101110", "001100001110", "010111000101", "111100111110", "001110101110", "011101111010", "011100001111", "000000000101", "111111000100", "000110010101", "001101000010", "111001111100", "101100010100", "001011001001", "010110000010", "010001101000", "001111101111", "011011011011", "111110000001", "100111011000", "011000000110", "100111101110", "101100000000", "101011000100", "111000011101", "100001101001", "100001101000", "011110001001", "110110011011", "011100010111", "000100111000", "000110000001", "000111001100", "000111111010", "110110000001", "000010011010", "100000101001", "101110001011", "100010110101", "110011010000", "111101111111", "100101011110", "101110011111", "111111011111", "011010010110", "010100101010", "001010100001", "000000110110", "110000111101", "010101101011", "110100100001", "011110001110", "111001010011", "001000001000", "000011111110", "111000100110", "100100101000", "011011000110", "111001100011", "111100101000", "110001100010", "011000000001", "111101010010", "001011000100", "010100110110", "000001111101", "001010000011", "010010100110", "100000011101", "101011010011", "000111110000", "101001001011", "100000001000", "010000111100", "000100101011", "011101010000", "101101010010", "100010011001", "001101100101", "101010010100", "111011111001", "101000010001", "001111000000", "011001000010", "100101010110", "000100001100", "010000101000", "110001111111", "000101010111", "110100101110", "111100110001", "101011000001", "101100101110", "110000101100", "101100111110", "111000010110", "010110101110", "001010100110", "110011010010", "111001100000", "100100100001", "000011011001", "111011011110", "011110000011", "101000100001", "101010010001", "101001100001", "100011001010", "100000000110", "010000100001", "001011011001", "110111010100", "111001000111", "111111110010", "101010100101", "100110001011", "010110011001", "110001111110", "100100000111", "110001110111", "101110010101", "010010111000", "000000011001", "101110000011", "100001010000", "001100001011", "111111001100", "111010010010", "010011100001", "100001111000", "000010000110", "010100011100", "101111101010", "100110010101", "101001101001", "100110101001", "001001011100", "001100011101", "001100011001", "000100100100", "100011010100", "000100001011", "111101100011", "011010001011", "111000101101", "101000010000", "010110001111", "111100010110", "000111111101", "100100111011", "101011000010", "011001100010", "101111011100", "101001110101", "101111101100", "110101001111", "111101100000", "101110011011", "100101110000", "001100111110", "010010101010", "001100100100", "001010101100", "001101100111", "110010011100", "010000001001", "011011110001", "100101110001", "101111100100", "110101101000", "110000100000", "101010011101", "111000010011", "100001010100", "000101101010", "101111001001", "000110101101", "101011010111", "000001001100", "100100111110", "000010111011", "000100000100", "100100001110", "011010000001", "010101110011", "111101101101", "101110101111", "100010100011", "110001011101", "110001011011", "100011110011", "111000011011", "110101110010", "000110010100", "101000001010", "011001011010", "111000001101", "101001101101", "111001000001", "000100000110", "110000000110", "010011001110", "011101000001", "010000101101", "010011011001", "010101001111", "011110110001", "100111110001", "101111011101", "111001000010", "111111111000", "001011101011", "001010100111", "111110111101", "011111011101", "000100111101", "010010000101", "001111101011", "110010100100", "110001011001", "010111111000", "100100101110", "110111011101", "100100000110", "111111011011", "101101111001", "111011010001", "000000011100", "011011101001", "100010111101", "110111000110", "001100110010", "111100111100", "111111000010", "100111010111", "100011001100", "110101011100", "001111001100", "101010000010", "110011010111", "110011010001", "001110110110", "000011011100", "001011001011", "100000000001", "110000100011", "011011110011", "100101100100", "011100100011", "100001110111", "011101001001", "011101100011", "011001001101", "011001000100", "010111001111", "100001001111", "101001100000", "110010001011", "010101011100", "011110110010", "111010000110", "000010100100", "110111000111", "001011010110", "010001000100", "110100010111", "010101100110", "010011101111", "101000001000", "011011001011", "100001000001", "101111110011", "100110110011", "100011100000", "101101000010", "000101011000", 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"011110101000", "111101111010", "110001010100", "000110010001", "001111011011", "110000111011", "000001111001", "010011001100", "100110101011", "111011001011", "001100110011", "010010011101", "100011110000", "110011110111" ] diff --git a/day4/boards.txt b/day4/boards.txt new file mode 100644 index 0000000..a9fba2f --- /dev/null +++ b/day4/boards.txt @@ -0,0 +1,600 @@ +68 73 98 51 49 +82 56 87 64 8 +46 7 21 38 30 +66 5 86 97 74 +60 63 76 55 39 + +92 20 87 77 52 +72 29 81 24 64 +26 16 19 79 68 + 8 53 90 14 74 +28 89 78 54 15 + +13 17 35 2 85 +37 87 57 74 65 +60 21 18 98 96 + 4 51 46 84 0 +90 75 80 41 64 + +83 98 4 78 45 +90 62 71 68 39 +47 81 96 73 43 + 9 94 65 99 60 +44 5 29 50 6 + +23 43 42 35 9 +82 90 49 70 59 +58 38 44 55 85 + 3 99 88 65 61 +71 53 17 37 4 + +58 38 47 84 89 +60 87 80 92 75 +57 83 40 62 25 +11 7 33 76 70 +82 31 53 56 90 + +96 40 50 21 38 +58 77 64 98 86 + 9 68 78 55 10 +51 74 71 28 16 +49 45 32 7 57 + +71 98 26 5 95 +21 53 48 35 92 + 4 90 9 45 82 +67 28 33 34 58 +85 41 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2 85 97 +45 52 62 21 49 +83 75 76 10 82 +47 90 72 5 9 + + 3 11 31 61 99 +42 62 15 64 40 +30 95 7 81 28 +63 50 74 77 34 +38 89 73 2 92 + +34 73 60 32 56 +49 35 44 79 83 +64 61 57 5 24 +72 58 8 66 77 +94 31 55 67 74 + +49 17 22 97 88 + 0 16 14 93 31 +28 73 6 82 90 +80 45 92 55 78 + 3 42 65 37 29 + +23 61 97 1 69 +53 98 28 52 19 +66 51 46 77 15 +34 36 47 80 14 + 7 89 62 9 49 + diff --git a/day4/day4.erl b/day4/day4.erl new file mode 100644 index 0000000..6a2b591 --- /dev/null +++ b/day4/day4.erl @@ -0,0 +1,100 @@ +%% to compile: erlc day3A.erl +%% to run: erl -noshell -s day3 solve +%% +-module(day4). + +-export ([solve/0, solve/1, solve/2]). +-export ([read_boards/0]). + +solve() -> + solve(['1']), + solve(['2']), + init:stop(). + +solve(A) -> + solve(A, read_boards()). + +solve(['1'], D) -> + io:format("The solution to ~p puzzle1 is: ~p~n", [?MODULE, solve(1, D)]); +solve(1, D) -> + solution1(D); +solve(['2'], D) -> + io:format("The solution to ~p puzzle2 is: ~p~n", [?MODULE, solve(2, D)]); +solve(2, D) -> + solution2(D). + +read_boards() -> + {ok, IO} = file:open("boards.txt", 'read'), + Data = read_boards(IO), + file:close(IO), + Data. + +read_boards(IO) -> + read_boards(IO, []). + +read_boards('eof', Boards) -> + Boards; +read_boards(IO, Boards) -> + case read_board(IO) of + 'eof' -> Boards; + Board -> read_boards(IO, Boards ++ [Board]) + end. + +read_board(IO) -> + read_line(IO, []). + +read_line(IO, Board) -> + case file:read_line(IO) of + {ok, "\n"} -> make_board(Board); + 'eof' -> 'eof'; + {ok, Line} -> read_line(IO, [[ list_to_integer(X) || X <- string:tokens(Line, " \n")]|Board]) + end. + +make_board(B) -> + B ++ [lists:map(fun(X) -> lists:nth(Y,X) end, B) || Y <- lists:seq(1,5)]. + +solution1(Boards) -> + Input = get_input(), + Bingo = process(Boards, 1, Input), + score(Bingo). + +solution2(Boards) -> + Input = get_input(), + Bingo = process(Boards, length(Boards), Input), + score(Bingo). + +score({'bingo', Num, Board}) -> + Fun = fun(L) -> lists:foldl(fun(X, Acc) -> X + Acc end, 0, L) end, + Num * (Fun([Fun(X) || X <- Board]) / 2). + +process(Boards, _Count, []) -> Boards; +process(Boards, Count, [H|T]) -> + New_boards = process_boards(Boards, H, []), + case is_bingo(New_boards) of + {'bingo', Board} when Count == 1 -> {'bingo', H, Board}; + {'bingo', _Board} -> + New_boards2 = delete_bingo_boards(New_boards), + process(New_boards2, Count - length(New_boards) + length(New_boards2), T); + _Else -> process(New_boards, Count, T) + end. + + +process_boards([], _Num, Acc) -> + Acc; +process_boards([B|T], Num, Acc) -> + process_boards(T, Num, [[lists:delete(Num, X) || X <- B]|Acc]). + +is_bingo([]) -> 'false'; +is_bingo([Board|Rest]) -> + case is_line(Board) of + 'true' -> {'bingo', Board}; + 'false' -> is_bingo(Rest) + end. +is_line(Board) -> + lists:any(fun(X) -> X == [] end, Board). + +delete_bingo_boards(Boards) -> + [Board || Board <- Boards, not is_line(Board)]. + +get_input() -> + [83,69,34,46,30,23,19,75,22,37,89,78,32,39,11,44,95,43,26,48,84,53,94,88,18,40,62,35,27,42,15,2,91,20,4,64,99,71,54,97,52,36,28,7,74,45,70,86,98,1,61,50,68,6,77,8,57,47,51,72,65,3,49,24,79,13,17,92,41,80,63,67,82,90,55,0,10,93,38,21,59,73,33,31,9,76,5,66,16,58,85,87,12,29,25,14,96,56,60,81].