ai-behavior-trees-util…
Build a production behavior-tree runtime (Blackboard, action/condition leaves, sequence/selector/parallel composites, decorators) and a Utility AI system…
Build a puzzle game: grid/board state, move input, rule-based resolution (match-3 cascades, sokoban pushes, tile logic), scoring, and undo. Use for a match-3, sokoban, or grid-logic puzzle.
$ npx -y skills add gamedev-skills/awesome-gamedev-agent-skills --skill puzzle --agent claude-codeHow it fires
How this skill gets triggered: by you, by Claude, or both.
/puzzleContext preview
The summary Claude sees to decide when to auto-load this skill.
Build a puzzle game: grid/board state, move input, rule-based resolution (match-3 cascades, sokoban pushes, tile logic), scoring, and undo. Use for a match-3, sokoban, or grid-logic puzzle.
name: puzzle description: > Build a puzzle game: grid/board state, move input, rule-based resolution (match-3 cascades, sokoban pushes, tile logic), scoring, and undo. Use for a match-3, sokoban, or grid-logic puzzle.
A playbook for grid/board puzzle games — the board model, move input, rule resolution (matching, pushing, logic), scoring, undo, and level progression. This is a **compositional** skill: it models board state and rules and presents them through a tilemap/UI. It does not re-teach tilemaps; it defines the resolution loop and the correctness rules (clean state, deterministic resolution, undo) that keep a puzzle fair and bug-free.
**resolves by rules**: match-3/tile-matching, sokoban/block-pusher, sliding puzzle, logic grid.
**When *not* to use:** real-time grid action with permadeath → `roguelike`. Card zones/turns → `card-game`. Physics-based "puzzle platformer" → `platformer` + `physics-tuning`. For the tile rendering, use `godot-tilemap` / `unity-tilemap-2d`.
**Read the board → plan a move → make the move → the board resolves by its rules (match, push, fall, fill, cascade) → see progress toward the objective → repeat until solved/failed.** The fun is the *planning*; the engine's job is to resolve each move **deterministically** and present it clearly.
1. **Board model** — a grid of cells holding pieces; the single source of truth (logic, not visuals). 2. **Move input** — swap, push, drag, rotate, or place; validate legality before applying. 3. **Rule resolution** — detect and apply the genre's rule (matches, pushes, logic) until stable. 4. **Cascades/chains** — when resolution changes the board, re-resolve until no more changes. 5. **Objectives + scoring** — win/lose conditions (score, clear all, reach goal); move/time limits. 6. **Undo** — revert the last move (and its resolution) exactly; essential for thinky puzzles. 7. **Level progression + (often) generation** — hand-authored or generated **solvable** boards. 8. **Feedback ("juice")** — clear, satisfying animation/sound for matches, falls, and chains.
| Knob | Effect | Notes | |------|--------|-------| | Grid size / shape | complexity | Square is standard; hex/irregular change feel. | | Match/push rule | genre identity | 3-in-a-row, shapes, push-into-goal, etc. | | Cascade scoring | reward depth | Bigger chains = exponential payoff. | | Move / time limit | pressure | Move-limited = puzzly; time = arcade. | | Difficulty curve | learning | Introduce one mechanic at a time. | | Undo depth | forgiveness | Single-step vs. full history. | | Solvability guarantee | fairness | Generated boards must be solvable. | | Deadlock handling | no dead ends | Detect no-moves; shuffle or end (refs). |
# Pseudocode. The board is the truth; rendering reads from it. (0,0) top-left, y grows down.
board = [[piece_or_empty for _ in range(W)] for _ in range(H)]
def find_matches(board):
matched = set()
for y in range(H): # horizontal runs of >= 3 equal pieces
run = 1
for x in range(1, W):
if board[y][x] and board[y][x] == board[y][x-1]: run += 1
else:
if run >= 3: matched |= {(y, k) for k in range(x-run, x)}
run = 1
if run >= 3: matched |= {(y, k) for k in range(W-run, W)}
# ... repeat the same scan vertically (columns) ...
return matched# Pseudocode. One player move can trigger a chain; loop until the board stops changing.
def resolve(board):
chain = 0
while True:
matches = find_matches(board)
if not matches: break # stable: resolution complete
chain += 1
score += score_for(matches, chain) # later chain steps score more (see refs)
clear(board, matches) # remove matched pieces
apply_gravity(board) # pieces fall into the gaps
refill(board, rng) # spawn new pieces at the top (seeded RNG)
return chain# Pseudocode. Snapshot before each move; undo restores it exactly (board + score + counters).
def make_move(move):
history.append(snapshot(board, score, moves_left)) # push BEFORE applying
apply(move); resolve(board); moves_left -= 1
def undo():
if history:
board, score, moves_left = history.pop() # exact revert, including resolutionFor large boards prefer the **command** pattern (store the move + enough to invert it) over full snapshots to save memory; snapshots are simplest and fine for small boards.
the single source of truth; the view only renders it.
(Pattern 2).
state, or make the move fully invertible.
from a known solution backward (refs).
and shuffle or end the level (refs).
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Repo: gamedev-skills/awesome-gamedev-agent-skills
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