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author | Griffin Smith <root@gws.fyi> | 2019-09-10T00·54-0400 |
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committer | Griffin Smith <root@gws.fyi> | 2019-09-10T00·54-0400 |
commit | 9ebdc6fbb446fea5e505172a6b3dd459beaf3552 (patch) | |
tree | a1403026afb597e12c25e84ef8991f062655e5b8 /src/Xanthous/Generators | |
parent | e01cf9b0565eaa9c09e19f66331a2010aea908cb (diff) |
Convert generated levels to walls
Add support for converting generated levels to walls, and merge one into the entity map at the beginning of the game. There's nothing here that guarantees the character ends up *inside* the level though (they almost always don't) so that'll have to be slotted into the level generation process.
Diffstat (limited to 'src/Xanthous/Generators')
-rw-r--r-- | src/Xanthous/Generators/Util.hs | 29 |
1 files changed, 29 insertions, 0 deletions
diff --git a/src/Xanthous/Generators/Util.hs b/src/Xanthous/Generators/Util.hs index 3f0d691b7fac..260c41ac6002 100644 --- a/src/Xanthous/Generators/Util.hs +++ b/src/Xanthous/Generators/Util.hs @@ -5,6 +5,7 @@ module Xanthous.Generators.Util , CellM , randInitialize , numAliveNeighborsM + , numAliveNeighbors , cloneMArray ) where @@ -58,6 +59,34 @@ numAliveNeighborsM cells (x, y) = do neighborPositions :: [(Int, Int)] neighborPositions = [(i, j) | i <- [-1..1], j <- [-1..1], (i, j) /= (0, 0)] +numAliveNeighbors + :: forall a i j + . (IArray a Bool, Ix (i, j), Integral i, Integral j) + => a (i, j) Bool + -> (i, j) + -> Word +numAliveNeighbors cells (x, y) = + let cellBounds = bounds cells + in getSum $ foldMap + (Sum . fromIntegral . fromEnum . boundedGet cellBounds) + neighborPositions + + where + boundedGet :: ((i, j), (i, j)) -> (Int, Int) -> Bool + boundedGet ((minX, minY), (maxX, maxY)) (i, j) + | x <= minX + || y <= minY + || x >= maxX + || y >= maxY + = True + | otherwise = + let nx = fromIntegral $ fromIntegral x + i + ny = fromIntegral $ fromIntegral y + j + in cells ! (nx, ny) + + neighborPositions :: [(Int, Int)] + neighborPositions = [(i, j) | i <- [-1..1], j <- [-1..1], (i, j) /= (0, 0)] + cloneMArray :: forall a a' i e m. ( Ix i |