X-Git-Url: https://jxself.org/git/?a=blobdiff_plain;f=make_graph.py;h=b9124d6ab9fc0c9e67cb81df7908dbe61aeb680a;hb=3f34adad3b6596b3a99175b071f83e70a5e0d594;hp=1da5a7619428921d61bf6695fa7bd230d7039db6;hpb=c547f4498b85016a38a72bda09c6e3bad0493477;p=open-adventure.git diff --git a/make_graph.py b/make_graph.py index 1da5a76..b9124d6 100755 --- a/make_graph.py +++ b/make_graph.py @@ -6,31 +6,32 @@ Make a DOT graph of Colossal Cave. -a = emit graph of entire dungeon -d = emit graoh of mazw all different +-f = emit graph of forest locations -m = emit graph of maze all alike --s = emit graph of surface locations --v = include internal sy,no;s in room labels +-s = emit graph of non-forest surface locations +-v = include internal symbols in room labels """ # Copyright (c) 2017 by Eric S. Raymond # SPDX-License-Identifier: BSD-2-clause +# pylint: disable=consider-using-f-string,line-too-long,invalid-name,missing-function-docstring,multiple-imports,redefined-outer-name + import sys, getopt, yaml def allalike(loc): "Select out loci related to the Maze All Alike" - return ("ALIKE" in loc) or (loc == "LOC_PITBRINK") or ("MAZEEND" in loc) or ("STALACTITE" in loc) + return location_lookup[loc]["conditions"].get("ALLALIKE") def alldifferent(loc): "Select out loci related to the Maze All Alike" - return ("DIFFERENT" in loc) or (loc == "LOC_DEADEND13") + return location_lookup[loc]["conditions"].get("ALLDIFFERENT") def surface(loc): "Select out surface locations" - attrs = location_lookup[loc] - if ("ABOVE" in attrs["conditions"]) and attrs["conditions"]["ABOVE"]: - return True - if ("FOREST" in attrs["conditions"]) and attrs["conditions"]["FOREST"]: - return True - return False + return location_lookup[loc]["conditions"].get("ABOVE") + +def forest(loc): + return location_lookup[loc]["conditions"].get("FOREST") def abbreviate(d): m = {"NORTH":"N", "EAST":"E", "SOUTH":"S", "WEST":"W", "UPWAR":"U", "DOWN":"D"} @@ -95,14 +96,24 @@ def forward(loc): loc = location_lookup[loc]["travel"][0]["action"][1] return loc +def reveal(objname): + "Should this object be revealed when mappinmg?" + if "OBJ_" in objname: + return False + if objname == "VEND": + return True + obj = object_lookup[objname] + return not obj.get("immovable") + if __name__ == "__main__": - with open("adventure.yaml", "r") as f: + with open("adventure.yaml", "r", encoding='ascii', errors='surrogateescape') as f: db = yaml.safe_load(f) location_lookup = dict(db["locations"]) + object_lookup = dict(db["objects"]) try: - (options, arguments) = getopt.getopt(sys.argv[1:], "admsv") + (options, arguments) = getopt.getopt(sys.argv[1:], "adfmsv") except getopt.GetoptError as e: print(e) sys.exit(1) @@ -114,6 +125,8 @@ if __name__ == "__main__": subset = lambda loc: True elif switch == '-d': subset = alldifferent + elif switch == '-f': + subset = forest elif switch == '-m': subset = allalike elif switch == '-s': @@ -128,7 +141,7 @@ if __name__ == "__main__": for obj in db["objects"]: objname = obj[0] location = obj[1].get("locations") - if "OBJ" not in objname and location != "LOC_NOWHERE" and ("immovable" not in obj[1] or not obj[1]["immovable"]): + if location != "LOC_NOWHERE" and reveal(objname): if location in startlocs: startlocs[location].append(objname) else: @@ -138,9 +151,9 @@ if __name__ == "__main__": # Dictionary ke6y is (from, to) iff its a valid link, # value is correspoinding motion verbs. links = {} - nodes = set() + nodes = [] for (loc, attrs) in db["locations"]: - nodes.add(loc) + nodes.append(loc) travel = attrs["travel"] if len(travel) > 0: for dest in travel: @@ -166,13 +179,12 @@ if __name__ == "__main__": print("digraph G {") for loc in nodes: - if is_forwarder(loc): - continue - node_label = roomlabel(loc) - if subset(loc): - print(' %s [shape=box,label="%s"]' % (loc[4:], node_label)) - elif loc in neighbors: - print(' %s [label="%s"]' % (loc[4:], node_label)) + if not is_forwarder(loc): + node_label = roomlabel(loc) + if subset(loc): + print(' %s [shape=box,label="%s"]' % (loc[4:], node_label)) + elif loc in neighbors: + print(' %s [label="%s"]' % (loc[4:], node_label)) # Draw arcs for (f, t) in links: