diff --git a/README.md b/README.md
index 9bae43a1..20d3f12f 100644
--- a/README.md
+++ b/README.md
@@ -125,6 +125,10 @@ With the exception of the Logic settings (which are determined in your Archipela
- Pairs each entrance up with one that matches the expected direction on the other side (i.e. North/South, East/West, Teleporters, Ladders Up/Down)
- Entrance Randomizer: Decoupled Entrances
- Turns every entrance into a one-way. Leaving from where you came will take you somewhere else.
+- Entrance Randomizer: Fox Prince
+ - When using an entrance, you get 3 choices of entrances to choose from so you can decide where to go.
+ - Inspired by the [Hollow Knight Bug Prince mod](https://github.com/dplochcoder/HollowKnight.BugPrince/releases/latest), created by Purenail.
+ - Also inspired by [Blue Prince](https://store.steampowered.com/app/1569580/Blue_Prince/), by Dogubomb.
- Fool Traps
- Enables fool traps, which replace low-value money rewards when enabled and apply damage/other negative effects to the player. Turning the setting up increases the amount of traps in the item pool.
- For Single Player seeds, this option can be changed mid-run by changing the value and reloading the save file. For Archipelago games, this is a yaml option and cannot be changed after the game starts.
@@ -263,3 +267,4 @@ With the exception of the Logic settings (which are determined in your Archipela
- RadRingtail, Glace, RisingStar111, kingsamps0n, Landie, JimTheEternal, Jabberrocky, Ekkosangen, FletchIsAFurry, and many others for playtesting and helping to improve the mod.
- SapphireSapphic, ScoutJD, and Br00ty for creating/maintaining the emo/poptracker maps.
- Andrew Shouldice, Kevin Regamey, Finji, and everyone else involved in making this wonderful game.
+
diff --git a/TunicRandomizer.csproj b/TunicRandomizer.csproj
index 97af5eaf..a84b8562 100644
--- a/TunicRandomizer.csproj
+++ b/TunicRandomizer.csproj
@@ -35,8 +35,8 @@
..\..\..\..\..\Program Files (x86)\Steam\steamapps\common\TUNIC\BepInEx\core\0Harmony.dll
False
-
- packages\Archipelago.MultiClient.Net.6.6.0\lib\net45\Archipelago.MultiClient.Net.dll
+
+ packages\Archipelago.MultiClient.Net.6.6.1\lib\net45\Archipelago.MultiClient.Net.dll
..\..\..\..\..\Program Files (x86)\Steam\steamapps\common\TUNIC\BepInEx\unhollowed\Assembly-CSharp.dll
@@ -92,7 +92,7 @@
False
- packages\Archipelago.MultiClient.Net.6.6.0\lib\net45\Newtonsoft.Json.dll
+ packages\Archipelago.MultiClient.Net.6.6.1\lib\net45\Newtonsoft.Json.dll
..\..\..\..\..\Program Files (x86)\Steam\steamapps\common\TUNIC\BepInEx\unhollowed\RTLTMPro.dll
@@ -193,6 +193,7 @@
+
@@ -200,6 +201,7 @@
+
@@ -232,8 +234,10 @@
+
+
@@ -247,9 +251,10 @@
-
+
+
diff --git a/packages.config b/packages.config
index 399b4ebd..14238a48 100644
--- a/packages.config
+++ b/packages.config
@@ -1,5 +1,4 @@
-
-
+
\ No newline at end of file
diff --git a/src/Data/Hints.cs b/src/Data/Hints.cs
index d4d58784..a7b0d5e7 100644
--- a/src/Data/Hints.cs
+++ b/src/Data/Hints.cs
@@ -235,36 +235,57 @@ public static void PopulateHints() {
SaveFile.SetInt($"randomizer hint found 0, Server", 1);
// make the in-game signs tell you what area they're pointing to
- if (SaveFile.GetInt(EntranceRando) == 1) {
- foreach (PortalCombo portalCombo in ERData.RandomizedPortals.Values) {
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Forest Belltower_") {
- HintMessages.Add("East Forest Sign", $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Archipelagos Redux_lower") {
- HintMessages.Add("West Garden Sign", $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Fortress Courtyard_") {
- HintMessages.Add("Fortress Sign", $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Darkwoods Tunnel_") {
- HintMessages.Add("Quarry Sign", $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_up]");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Ruins Passage_west") {
- HintMessages.Add("Ruined Hall Sign", $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Overworld Interiors_house") {
- HintMessages.Add("Town Sign", $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "East Forest Redux, Sword Access_lower") {
- HintMessages.Add("East East Forest Sign", $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]");
- }
- if (portalCombo.Portal1.SceneDestinationTag == "East Forest Redux, East Forest Redux Laddercave_lower") {
- HintMessages.Add("West East Forest Sign", $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}");
- }
+ if (GetBool(EntranceRando)) {
+ CreateSignHints();
+ }
+ }
+
+ public static Dictionary PortalToSignName = new Dictionary {
+ {"Overworld Redux, Forest Belltower_", "East Forest Sign"},
+ {"Overworld Redux, Archipelagos Redux_lower", "West Garden Sign"},
+ {"Overworld Redux, Fortress Courtyard_", "Fortress Sign"},
+ {"Overworld Redux, Darkwoods Tunnel_", "Quarry Sign"},
+ {"Overworld Redux, Ruins Passage_west", "Ruined Hall Sign"},
+ {"Overworld Redux, Overworld Interiors_house", "Town Sign"},
+ {"East Forest Redux, Sword Access_lower", "East East Forest Sign"},
+ {"East Forest Redux, East Forest Redux Laddercave_lower", "West East Forest Sign"}
+ };
+
+ public static void CreateSignHints() {
+ foreach (PortalCombo portalCombo in ERData.RandomizedPortals) {
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Forest Belltower_") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Archipelagos Redux_lower") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Fortress Courtyard_") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Darkwoods Tunnel_") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_up]";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Ruins Passage_west") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "Overworld Redux, Overworld Interiors_house") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "East Forest Redux, Sword Access_lower") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"{Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])} [arrow_right]";
+ }
+ if (portalCombo.Portal1.SceneDestinationTag == "East Forest Redux, East Forest Redux Laddercave_lower") {
+ HintMessages[PortalToSignName[portalCombo.Portal1.SceneDestinationTag]] = $"[arrow_left] {Translations.TranslateDefaultQuotes(Locations.SimplifiedSceneNames[portalCombo.Portal2.Scene])}";
+ }
+ }
+ foreach (string sign in PortalToSignName.Values) {
+ if (!HintMessages.ContainsKey(sign)) {
+ HintMessages[sign] = "???";
}
}
}
+
private static List<(string, string)> CreateHeroRelicHints() {
List Relics = ItemLookup.Items.Values.Where(item => item.Type == ItemTypes.RELIC).ToList();
List<(string, string)> RelicHints = new List<(string, string)>();
@@ -354,7 +375,16 @@ public static string CreateSinglePlayerMailboxHint(System.Random random) {
if (HintItem == null) {
n = 0;
while (HintItem == null && n < mailboxHintables.Count) {
- if (mailboxHintables[n].Location.SceneName == "Trinket Well") {
+ if (GetBool(FoxPrinceEnabled)) {
+ string mailbox = SaveFile.GetString("randomizer mailbox hint location");
+ if (mailbox != "") {
+ foreach (Check itemData in TunicUtils.GetAllInUseChecks()) {
+ if (itemData.CheckId == mailbox) {
+ HintItem = itemData;
+ }
+ }
+ }
+ } else if (mailboxHintables[n].Location.SceneName == "Trinket Well") {
foreach (Check itemData in ItemRandomizer.FindAllRandomizedItemsByName("Trinket Coin")) {
if (itemData.Location.reachable(ItemRandomizer.SphereZero)) {
HintItem = itemData;
diff --git a/src/Data/ImageData.cs b/src/Data/ImageData.cs
index a87d5fe6..f9956c3e 100644
--- a/src/Data/ImageData.cs
+++ b/src/Data/ImageData.cs
@@ -75,5 +75,11 @@ public class ImageData {
public static string Bell = "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";
+ public static string SoulDice = "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";
+
+ public static string Koban = 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";
+
+ public static string EastForestZigMap = "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";
+
}
}
diff --git a/src/Data/ItemPositions.cs b/src/Data/ItemPositions.cs
index 618ef336..1e7a01e8 100644
--- a/src/Data/ItemPositions.cs
+++ b/src/Data/ItemPositions.cs
@@ -67,6 +67,9 @@ public class ItemPositions {
{"Hexagon Green", Vector3.one},
{"Dath Stone", new Vector3(1f, 1f, 1f)},
{"Torch", new Vector3(1f, 1f, 1f)},
+ {"Soul Dice", new Vector3(1f, 1f, 1f)},
+ {"Dart", new Vector3(1f, 1f, 1f)},
+ {"Koban", new Vector3(1f, 1f, 1f)},
};
public static Dictionary ItemPickupScales = new Dictionary() {
{"Firecracker", new Vector3(1.5f, 1.5f, 1.5f)},
@@ -126,6 +129,9 @@ public class ItemPositions {
{"Dath Stone", new Vector3(1f, 1f, 1f)},
{"Torch", new Vector3(1f, 1f, 1f)},
{"Fairy", new Vector3(0.5f, 0.5f, 0.5f)},
+ {"Soul Dice", new Vector3(1f, 1f, 1f)},
+ {"Dart", new Vector3(1f, 1f, 1f)},
+ {"Koban", new Vector3(1f, 1f, 1f)},
};
public static Dictionary ItemPickupPositions = new Dictionary() {
{"Flask Container", new Vector3(0, 0.5f, 0)},
@@ -236,6 +242,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(0f, 0f, 0.175f), new Quaternion(0.7071068f, 0f, 0f, -0.7071068f), new Vector3(0.04f, 0.04f, 0.04f)) },
{ "Other World", new TransformData(new Vector3(0f, 0.03f, -0.05f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.02f, 0.02f, 0.02f)) },
{ "Grass", new TransformData(new Vector3(-0.025f, 0f, -0.05f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.06f, 0.06f, 0.06f)) },
+ { "Soul Dice", new TransformData(new Vector3(-0.025f, 0.05f, -0.05f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.06f, 0.06f, 0.06f)) },
+ { "Dart", new TransformData(new Vector3(-0.005f, 0, -0.03f), new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.07f) },
+ { "Koban", new TransformData(new Vector3(-0.005f, -0.005f, -0.03f), new Quaternion(0.7071f, 0f, 0f, -0.7071f), Vector3.one * 0.04f) },
};
public static Dictionary Lantern = new Dictionary() {
@@ -310,6 +319,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(-1.212726f, -0.392727f, 2.625453f), new Quaternion(-0.6715717f, -0.2238143f, -0.08710095f, 0.7009366f), new Vector3(0.6f, 0.6f, 0.6f)) },
{ "Other World", new TransformData(new Vector3(0f, 0.1f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.35f, 0.35f, 0.35f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Soul Dice", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Dart", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 1.5f) },
+ { "Koban", new TransformData(Vector3.zero, new Quaternion(-0.3f, -0.7f, -0.4f, 0.5f), Vector3.one * 0.7f) },
};
public static Dictionary Grapple = new Dictionary() {
@@ -385,6 +397,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(-3.062726f, -1.177f, 0.02f), new Quaternion(0.5000001f, 0.5f, -0.5f, 0.5000001f), new Vector3(0.55f, 0.55f, 0.55f)) },
{ "Other World", new TransformData(new Vector3(0.1f, -0.5f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.35f, 0.35f, 0.35f)) },
{ "Grass", new TransformData(new Vector3(0, -1.2f, 0), new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Soul Dice", new TransformData(new Vector3(0, -0.4f, 0), new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Dart", new TransformData(new Vector3(0.3f, -1f, 0f), new Quaternion(0f, 0.7071f, 0f, 0.7071f), Vector3.one * 1.25f) },
+ { "Koban", new TransformData(new Vector3(0, -1f, 0), new Quaternion(-0.5f, -0.5f, -0.5f, 0.5f), Vector3.one * 0.6f) },
};
public static Dictionary Sword = new Dictionary() {
@@ -460,6 +475,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(0.35f, 0.9230001f, -0.08f), new Quaternion(0.6830127f, -0.1830127f, -0.6830127f, -0.1830127f), new Vector3(0.2f, 0.2f, 0.2f)) },
{ "Other World", new TransformData(new Vector3(-0.3f, -0.5f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.15f, 0.15f, 0.15f)) },
{ "Grass", new TransformData(new Vector3(-0.4f, -0.7f, 0), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.5f, 0.5f, 0.5f)) },
+ { "Soul Dice", new TransformData(new Vector3(-0.4f, -0.4f, 0), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.5f, 0.5f, 0.5f)) },
+ { "Dart", new TransformData(new Vector3(-0.3f, -0.4f, 0f), new Quaternion(-0.3265f, 0.6272f, -0.3265f, -0.6272f), Vector3.one * 0.75f) },
+ { "Koban", new TransformData(new Vector3(-0.2f, -0.4f, 0), new Quaternion(-0.1f, -0.7f, -0.1f, 0.7f), Vector3.one * 0.3f) },
};
public static Dictionary Shop = new Dictionary() {
@@ -535,6 +553,9 @@ public class ItemPositions {
{ "BELL", new TransformData(Vector3.one, new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.33f) },
{ "Other World", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.25f, 0.25f, 0.25f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Soul Dice", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Dart", new TransformData(Vector3.zero, new Quaternion(0.3827f, 0f, 0f, -0.9239f), Vector3.one) },
+ { "Koban", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
};
public static Dictionary Techbow = new Dictionary() {
@@ -610,6 +631,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.5f, 0.5f, 0.5f)) },
{ "Other World", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.2f, 0.2f, 0.2f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Soul Dice", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Dart", new TransformData(new Vector3(0f, 0.5f, 0f), new Quaternion(-0.2706f, -0.6533f, -0.2706f, 0.6533f), Vector3.one) },
+ { "Koban", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.4f) },
};
public static Dictionary Key = new Dictionary() {
@@ -685,6 +709,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(-5.24727f, -0.09999999f, 0f), new Quaternion(0.5f, 0.5f, -0.5f, 0.5f), new Vector3(.9f, .9f, .9f)) },
{ "Other World", new TransformData(new Vector3(0f, 0.25f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.35f, 0.35f, 0.35f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Soul Dice", new TransformData(new Vector3(0f, 0.4f, 0f), new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Dart", new TransformData(new Vector3(0f, -0.3f, 0f), new Quaternion(0.0f, 0.9981f, -0.061f, 0.0f), Vector3.one * 1.75f) },
+ { "Koban", new TransformData(new Vector3(0f, -0.2f, 0f), new Quaternion(-0.5f, -0.5f, -0.5f, 0.5f), Vector3.one * 0.7f) },
};
public static Dictionary Shield = new Dictionary() {
@@ -760,6 +787,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(0.15f, -1.377f, 0.15f), new Quaternion(-0.06879693f, -0.06079729f, 0.1171948f, 0.9888559f), new Vector3(0.33f, 0.33f, 0.33f)) },
{ "Other World", new TransformData(new Vector3(0f, 0f, 0.2f), new Quaternion(0.0462f, -0.7471f, -0.661f, -0.0522f), new Vector3(0.15f, 0.15f, 0.15f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(-0.6397f, 0.0469f, -0.0392f, -0.7662f), new Vector3(0.5f, 0.5f, 0.5f)) },
+ { "Soul Dice", new TransformData(new Vector3(0f, 0f, 0.4f), new Quaternion(-0.6397f, 0.0469f, -0.0392f, -0.7662f), new Vector3(0.5f, 0.5f, 0.5f)) },
+ { "Dart", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0.7355f, 0.0471f, -0.0514f, 0.6739f), Vector3.one * 0.65f) },
+ { "Koban", new TransformData(Vector3.zero, new Quaternion(-0.1f, -0.1f, 0.0f, 1.0f), Vector3.one * 0.35f) },
};
public static Dictionary VaultKeyRed = new Dictionary() {
@@ -835,6 +865,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0.2588f, 0f, -0.9659f), Vector3.one * 0.75f) },
{ "Other World", new TransformData(new Vector3(0f, 1f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.5f, 0.5f, 0.5f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(1.5f, 1.5f, 1.5f)) },
+ { "Soul Dice", new TransformData(new Vector3(0f, 1f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(1.5f, 1.5f, 1.5f)) },
+ { "Dart", new TransformData(new Vector3(0f, 1f, 0f), new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 2f) },
+ { "Koban", new TransformData(new Vector3(0f, 0.4f, 0f), new Quaternion(-0.7011f, -0.0923f, -0.0923f, 0.7011f), Vector3.one) },
};
public static Dictionary HexagonRed = new Dictionary() {
@@ -910,6 +943,9 @@ public class ItemPositions {
{ "BELL", new TransformData(new Vector3(-0.05f, -3.399999f, -0.08f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.5f, 0.5f, 0.5f)) },
{ "Other World", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.25f, 0.25f, 0.25f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Soul Dice", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Dart", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Koban", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.6f) },
};
public static Dictionary HexagonGreen = new Dictionary() {
@@ -985,6 +1021,9 @@ public class ItemPositions {
{ "BELL", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.6f) },
{ "Other World", new TransformData(new Vector3(0f, 0f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.35f, 0.35f, 0.35f)) },
{ "Grass", new TransformData(Vector3.zero, new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Soul Dice", new TransformData(new Vector3(0f, 0.5f, 0f), new Quaternion(0f, 0f, 0f, 1f), new Vector3(0.75f, 0.75f, 0.75f)) },
+ { "Dart", new TransformData(new Vector3(0f, 0.5f, 0f), new Quaternion(0f, 0f, 0f, 1f), Vector3.one) },
+ { "Koban", new TransformData(new Vector3(0f, 0.5f, 0f), new Quaternion(0f, 0f, 0f, 1f), Vector3.one * 0.6f) },
};
public static Dictionary HeroRelic = new Dictionary() {
diff --git a/src/Data/ItemTracker.cs b/src/Data/ItemTracker.cs
index 373f4e9a..e18a780b 100644
--- a/src/Data/ItemTracker.cs
+++ b/src/Data/ItemTracker.cs
@@ -2,8 +2,8 @@
using Newtonsoft.Json;
using System;
using System.Collections.Generic;
-using System.IO;
using System.Linq;
+using System.Xml.Linq;
using static TunicRandomizer.GhostHints;
using static TunicRandomizer.SaveFlags;
@@ -193,7 +193,7 @@ public void PopulateTrackerForAP() {
}
public void PopulateDiscoveredEntrances() {
- foreach (PortalCombo portalCombo in ERData.RandomizedPortals.Values) {
+ foreach (PortalCombo portalCombo in ERData.RandomizedPortals) {
if (SaveFile.GetInt("randomizer entered portal " + portalCombo.Portal1.Name) == 1) {
DiscoveredEntrances[portalCombo.Portal1.SceneDestinationTag] = portalCombo.Portal2.SceneDestinationTag;
}
@@ -204,7 +204,11 @@ public void PopulateDiscoveredEntrances() {
}
}
if (SaveFile.GetInt(EntranceRando) == 1) {
- WriteEntranceFile();
+ try {
+ WriteEntranceFile();
+ } catch (Exception e) {
+ TunicLogger.LogError("Error generating entrance tracker file: " + e.Message);
+ }
}
SaveTrackerFile();
}
@@ -212,14 +216,21 @@ public void PopulateDiscoveredEntrances() {
public static List EntranceFileAllPortals = new List();
public void WriteEntranceFile() {
string fileContents = "";
-
List allInUsePortalNames = new List();
-
- allInUsePortalNames = ERData.RandomizedPortals.Select(p => p.Value.Portal1.Name).ToList();
+ if (GetBool(FoxPrinceEnabled)) {
+ foreach (PortalCombo portalCombo in EntranceFileAllPortals) {
+ allInUsePortalNames.Add(portalCombo.Portal1.Name);
+ if (!GetBool(Decoupled)) {
+ allInUsePortalNames.Add(portalCombo.Portal2.Name);
+ }
+ }
+ } else {
+ allInUsePortalNames = ERData.RandomizedPortals.Select(p => p.Portal1.Name).ToList();
+ }
Dictionary portalNameToPair = new Dictionary();
-
- foreach (PortalCombo portalCombo in ERData.RandomizedPortals.Values) {
+
+ foreach (PortalCombo portalCombo in ERData.RandomizedPortals) {
portalNameToPair.Add(portalCombo.Portal1.Name, portalCombo);
}
@@ -228,10 +239,10 @@ public void WriteEntranceFile() {
List addedPortals = new List();
void addPortal(string portalName, string portalRegion) {
+ string portalLine = portalName + ",-->,";
addedPortals.Add(portalName);
- PortalCombo portalCombo = portalNameToPair[portalName];
- string portalLine = portalCombo.Portal1.Name + ",-->,";
if (SaveFile.GetInt("randomizer entered portal " + portalName) == 1) {
+ PortalCombo portalCombo = portalNameToPair[portalName];
portalLine += portalCombo.Portal2.Name;
}
regionsToPortals[Locations.SimplifiedSceneNames[portalRegion]].Add(portalLine);
@@ -253,8 +264,13 @@ void addPortal(string portalName, string portalRegion) {
// the sorting stuff above skips shops, and they're at the end anyway so let's just add them here
List leftoverPortals = allInUsePortalNames.Where(x => !addedPortals.Contains(x) && x.StartsWith("Shop")).OrderBy(x => int.Parse(x.Split(' ').Last())).ToList();
+ // in fox prince, for some reason it likes adding duplicates of all the shops, and I'm too tired today to deal with it properly
+ List leftoverPortalsAdded = new List();
foreach (string shopPortal in leftoverPortals) {
- addPortal(shopPortal, "Shop");
+ if (!leftoverPortalsAdded.Contains(shopPortal)) {
+ addPortal(shopPortal, "Shop");
+ leftoverPortalsAdded.Add(shopPortal);
+ }
}
fileContents = "From,,To\n";
@@ -372,7 +388,7 @@ public static void PopulateSpoilerLog() {
if (SaveFile.GetInt(EntranceRando) == 1) {
List portalPairs = new List();
SpoilerLogLines.Add("\nEntrance Connections");
- foreach (PortalCombo portalCombo in ERData.RandomizedPortals.Values) {
+ foreach (PortalCombo portalCombo in ERData.RandomizedPortals) {
portalPairs.Add(portalCombo.Portal1.Name + " --> " + portalCombo.Portal2.Name);
}
// list of all portals in order, for the purpose of sorting the portal spoiler
diff --git a/src/Data/Items.cs b/src/Data/Items.cs
index bef2433e..d7a51851 100644
--- a/src/Data/Items.cs
+++ b/src/Data/Items.cs
@@ -318,6 +318,11 @@ public class ItemLookup {
// Grass
{ "Grass", new ItemData("Grass", "useful", "Grass", ItemTypes.GRASS, 1) },
+
+ // Fox Prince Items
+ { "Soul Dice", new ItemData("Soul Dice", "filler", "Soul Dice", ItemTypes.INVENTORY, 1) },
+ { "Dart", new ItemData("Dart", "filler", "Dart", ItemTypes.INVENTORY, 1) },
+ { "Koban", new ItemData("Koban", "progression", "Koban", ItemTypes.INVENTORY, 1) },
};
public static ItemData GetItemDataFromCheck(Check Check) {
@@ -576,6 +581,9 @@ public static ItemData GetItemDataFromCheck(Check Check) {
{"Fortress Door Right Fuse", "Fortress Door Right Fuse"},
{"East Bell", "East Bell"},
{"West Bell", "West Bell"},
+ {"Soul Dice", "Soul Dice"},
+ {"Dart", "Dart"},
+ {"Koban", "Koban"},
};
public static Dictionary BombCodes = new Dictionary() {
diff --git a/src/Data/MysterySeedWeights.cs b/src/Data/MysterySeedWeights.cs
index d55c760f..b8a7ca21 100644
--- a/src/Data/MysterySeedWeights.cs
+++ b/src/Data/MysterySeedWeights.cs
@@ -12,6 +12,7 @@ public class MysterySeedWeights {
public int ERFixedShop;
public int ERDecoupled;
public int ERDirectionPairs;
+ public int ERFoxPrince;
public int Maskless;
public int Lanternless;
public int GrassRando;
@@ -69,6 +70,7 @@ public MysterySeedWeights() {
ShuffleBreakables = 50;
ShuffleFuses = 50;
ShuffleBells = 50;
+ ERFoxPrince = 25;
LaurelsZips = 0;
LadderStorageWithoutItems = 0;
@@ -115,6 +117,7 @@ public string ToSettingsString() {
$"&{ERFixedShop}" +
$"&{ERDecoupled}" +
$"&{ERDirectionPairs}" +
+ $"&{ERFoxPrince}" +
$"&{Maskless}" +
$"&{Lanternless}" +
$"&{GrassRando}" +
@@ -142,6 +145,7 @@ public void FromSettingsString(string s) {
ERFixedShop = int.Parse(split[i++]);
ERDecoupled = int.Parse(split[i++]);
ERDirectionPairs = int.Parse(split[i++]);
+ ERFoxPrince = int.Parse(split[i++]);
Maskless = int.Parse(split[i++]);
Lanternless = int.Parse(split[i++]);
GrassRando = int.Parse(split[i++]);
@@ -199,6 +203,7 @@ public void Randomize() {
ERFixedShop = random.Next(101);
ERDecoupled = random.Next(101);
ERDirectionPairs = random.Next(101);
+ ERFoxPrince = random.Next(101);
Maskless = random.Next(101);
Lanternless = random.Next(101);
GrassRando = random.Next(101);
diff --git a/src/Data/Portal.cs b/src/Data/Portal.cs
index 0993bf80..72e49959 100644
--- a/src/Data/Portal.cs
+++ b/src/Data/Portal.cs
@@ -11,8 +11,9 @@ public class Portal {
public string SceneDestinationTag { get; set; }
public string DestinationSceneTag { get; set; }
public int Direction { get; set; }
+ public bool IsDeadEnd { get; set; }
- public Portal(string name, string destination, string tag, string scene, string region) {
+ public Portal(string name, string destination, string tag, string scene, string region, bool isDeadEnd) {
Name = name;
Destination = destination;
Tag = tag;
@@ -22,9 +23,10 @@ public Portal(string name, string destination, string tag, string scene, string
SceneDestinationTag = (Scene + ", " + DestinationTag);
DestinationSceneTag = (Destination + ", " + Scene + "_" + Tag); // for finding the vanilla connection
Direction = (int)ERData.PDir.NONE;
+ IsDeadEnd = isDeadEnd;
}
- public Portal(string name, string destination, string tag, string scene, string region, int direction) {
+ public Portal(string name, string destination, string tag, string scene, string region, int direction, bool isDeadEnd) {
Name = name;
Destination = destination;
Tag = tag;
@@ -34,6 +36,7 @@ public Portal(string name, string destination, string tag, string scene, string
SceneDestinationTag = (Scene + ", " + DestinationTag);
DestinationSceneTag = (Destination + ", " + Scene + "_" + Tag);
Direction = direction;
+ IsDeadEnd = isDeadEnd;
}
public bool CanReach(Dictionary inventory) {
diff --git a/src/Data/PortalCombo.cs b/src/Data/PortalCombo.cs
index 9267c34c..ebab01d2 100644
--- a/src/Data/PortalCombo.cs
+++ b/src/Data/PortalCombo.cs
@@ -8,9 +8,18 @@ public class PortalCombo {
public PortalCombo() {}
+ public bool FlippedShop = false;
+
+ public string ComboTag;
+
public PortalCombo(Portal portal1, Portal portal2) {
Portal1 = portal1;
Portal2 = portal2;
+ if ((Portal1.Name.StartsWith("Shop Portal") && (Portal2.Direction == (int)ERData.PDir.EAST || Portal2.Direction == (int)ERData.PDir.SOUTH || Portal1.Direction == (int)ERData.PDir.WEST))
+ || (Portal2.Name.StartsWith("Shop Portal") && (Portal1.Direction == (int)ERData.PDir.EAST || Portal1.Direction == (int)ERData.PDir.SOUTH || Portal2.Direction == (int)ERData.PDir.WEST))) {
+ FlippedShop = true;
+ }
+ ComboTag = $"{portal1.Name}--{portal2.Name}";
}
public Dictionary AddComboRegion(Dictionary inventory) {
@@ -26,16 +35,5 @@ public Dictionary AddComboRegion(Dictionary inventory)
return inventory;
}
- // check if this portal is oriented such that we should use the left-to-right shop look
- public bool FlippedShop() {
- if (Portal1.Name.StartsWith("Shop Portal") && (Portal2.Direction == (int)ERData.PDir.EAST || Portal2.Direction == (int)ERData.PDir.SOUTH || Portal1.Direction == (int)ERData.PDir.WEST)) {
- return true;
- }
- if (Portal2.Name.StartsWith("Shop Portal") && (Portal1.Direction == (int)ERData.PDir.EAST || Portal1.Direction == (int)ERData.PDir.SOUTH || Portal2.Direction == (int)ERData.PDir.WEST)) {
- return true;
- }
- return false;
- }
-
}
}
diff --git a/src/Data/RandomizerSettings.cs b/src/Data/RandomizerSettings.cs
index 7875a6b3..dec9bb07 100644
--- a/src/Data/RandomizerSettings.cs
+++ b/src/Data/RandomizerSettings.cs
@@ -47,6 +47,7 @@ public RandomizerType Mode {
private const int BELL_SHUFFLE = 262144;
private const int LAURELS_ZIPS = 524288;
private const int LS_WITHOUT_ITEMS = 1048576;
+ private const int FOX_PRINCE = 2097152;
public GameModes GameMode {
get;
@@ -93,6 +94,11 @@ public bool DecoupledER {
set;
}
+ public bool FoxPrinceEnabled {
+ get;
+ set;
+ }
+
public bool Lanternless {
get;
set;
@@ -561,6 +567,7 @@ public RandomizerSettings() {
ERFixedShop = false;
PortalDirectionPairs = false;
DecoupledER = false;
+ FoxPrinceEnabled = false;
HexagonQuestGoal = 20;
HexagonQuestExtraPercentage = 50;
FixedLaurelsOption = FixedLaurelsType.RANDOM;
@@ -734,6 +741,7 @@ public void ParseSettingsString(string s) {
BellShuffle = eval(logic, BELL_SHUFFLE);
LaurelsZips = eval(logic, LAURELS_ZIPS);
LadderStorageWithoutItems = eval(logic, LS_WITHOUT_ITEMS);
+ FoxPrinceEnabled = eval(logic, FOX_PRINCE);
int general = int.Parse(decodedSplit[9]);
HeirAssistModeEnabled = eval(general, EASY_HEIR);
@@ -810,6 +818,7 @@ public bool[] logicSettings() {
GrassRandomizer, RandomizeHexQuest,
PortalDirectionPairs, DecoupledER, HexQuestAbilitiesUnlockedByPages,
BreakableShuffle, FuseShuffle, BellShuffle, LaurelsZips, LadderStorageWithoutItems,
+ FoxPrinceEnabled,
};
} else {
return new bool[] {
@@ -823,7 +832,7 @@ public bool[] logicSettings() {
GetBool(SaveFlags.Decoupled), GetBool(SaveFlags.HexagonQuestPageAbilities),
GetBool(SaveFlags.BreakableShuffleEnabled), GetBool(SaveFlags.FuseShuffleEnabled),
GetBool(SaveFlags.BellShuffleEnabled), GetBool(SaveFlags.LaurelsZips),
- GetBool(SaveFlags.LadderStorageWithoutItems),
+ GetBool(SaveFlags.LadderStorageWithoutItems), GetBool(SaveFlags.FoxPrinceEnabled),
};
}
}
diff --git a/src/Data/SaveFlags.cs b/src/Data/SaveFlags.cs
index 7ee6bb75..d704cda6 100644
--- a/src/Data/SaveFlags.cs
+++ b/src/Data/SaveFlags.cs
@@ -39,6 +39,11 @@ public class SaveFlags {
public const string PortalDirectionPairs = "randomizer paired portal directions enabled";
public const string Decoupled = "randomizer decoupled ER enabled";
+ // Fox Prince Flags
+ public const string FoxPrinceEnabled = "randomizer fox prince enabled";
+ public const string FPChosenPortalPrefix = "randomizer bp chosen";
+ public const string FPPinnedPortalFlag = "randomizer fp pinned";
+
// Logic Trick Flags
public const string LaurelsZips = "randomizer laurels zips enabled";
public const string IceGrapplingDifficulty = "randomizer ice grappling difficulty";
diff --git a/src/Data/SceneImageData.cs b/src/Data/SceneImageData.cs
new file mode 100644
index 00000000..cf8e8d3e
--- /dev/null
+++ b/src/Data/SceneImageData.cs
@@ -0,0 +1,985 @@
+using System.Collections.Generic;
+using System.Linq;
+using RTLTMPro;
+using UnityEngine;
+using UnityEngine.UI;
+using static TunicRandomizer.ERData;
+
+namespace TunicRandomizer {
+ public class SceneImageData {
+
+ public struct SceneImage {
+ public string PortalName;
+ public string TextureName;
+ public int TextureX;
+ public int TextureY;
+ public int Width;
+ public int Height;
+
+ public SceneImage(string portalName, string textureName, int textureX, int textureY, int width = 300, int height = 180) {
+ PortalName = portalName;
+ TextureName = textureName;
+ TextureX = textureX;
+ TextureY = textureY;
+ Width = width;
+ Height = height;
+ }
+ }
+ public static int index = 0;
+
+ public static Dictionary Pages = new Dictionary();
+
+ public static Dictionary PageTextures = new Dictionary();
+
+ public static List PortalNames = new List();
+
+ public static Dictionary SceneImages = new Dictionary() {
+ {
+ "Stick House Entrance",
+ new SceneImage("Stick House Entrance", "leaf_14r", 1090, 400)
+ },
+ {
+ "Windmill Entrance",
+ new SceneImage("Windmill Entrance", "leaf_14r", 750, 900)
+ },
+ {
+ "Old House Waterfall Entrance",
+ new SceneImage("Old House Waterfall Entrance", "leaf_14r", 1090, 975)
+ },
+ {
+ "Entrance to Furnace under Windmill",
+ new SceneImage("Entrance to Furnace under Windmill", "leaf_14r", 450, 825)
+ },
+ {
+ "Ruined Shop Entrance",
+ new SceneImage("Ruined Shop Entrance", "leaf_14r", 450, 600)
+ },
+ {
+ "Changing Room Entrance",
+ new SceneImage("Changing Room Entrance", "leaf_14r", 775, 500)
+ },
+ {
+ "Dark Tomb Main Entrance",
+ new SceneImage("Dark Tomb Main Entrance", "leaf_14r", 525, 1100)
+ },
+ {
+ "Secret Gathering Place Entrance",
+ new SceneImage("Secret Gathering Place Entrance", "leaf_14r", 725, 1100)
+ },
+ {
+ "Overworld to Forest Belltower",
+ new SceneImage("Overworld to Forest Belltower", "leaf_14r", 1750, 675)
+ },
+ {
+ "Overworld to Fortress",
+ new SceneImage("Overworld to Fortress", "leaf_14r", 1700, 900)
+ },
+ {
+ "Patrol Cave Entrance",
+ new SceneImage("Patrol Cave Entrance", "leaf_14r", 1650, 1100)
+ },
+ {
+ "Stairs from Overworld to Mountain",
+ new SceneImage("Stairs from Overworld to Mountain", "leaf_14r", 1175, 1290)
+ },
+ {
+ "Temple Rafters Entrance",
+ new SceneImage("Temple Rafters Entrance", "leaf_14r", 1050, 1150)
+ },
+ {
+ "Overworld to Quarry Connector",
+ new SceneImage("Overworld to Quarry Connector", "leaf_14r", 250, 1150)
+ },
+ {
+ "Atoll Lower Entrance",
+ new SceneImage("Atoll Lower Entrance", "leaf_14r", 500, 100)
+ },
+ {
+ "Hourglass Cave Entrance",
+ new SceneImage("Hourglass Cave Entrance", "leaf_14r", 605, 300)
+ },
+ {
+ "Maze Cave Entrance",
+ new SceneImage("Maze Cave Entrance", "leaf_14r", 1175, 325)
+ },
+ {
+ "Entrance to Furnace from Beach",
+ new SceneImage("Entrance to Furnace from Beach", "leaf_14r", 275, 500)
+ },
+ {
+ "Atoll Upper Entrance",
+ new SceneImage("Atoll Upper Entrance", "leaf_14r", 600, 100)
+ },
+ {
+ "Well Ladder Entrance",
+ new SceneImage("Well Ladder Entrance", "leaf_14r", 900, 1000)
+ },
+ {
+ "Entrance to Well from Well Rail",
+ new SceneImage("Entrance to Well from Well Rail", "leaf_14r", 275, 1000)
+ },
+ {
+ "Entrance to Furnace from Well Rail",
+ new SceneImage("Entrance to Furnace from Well Rail", "leaf_14r", 275, 1000)
+ },
+ {
+ "Old House Door Entrance",
+ new SceneImage("Old House Door Entrance", "leaf_14r", 935, 760)
+ },
+ {
+ "West Garden Entrance near Belltower",
+ new SceneImage("West Garden Entrance near Belltower", "leaf_14r", 50, 800)
+ },
+ {
+ "Entrance to Furnace near West Garden",
+ new SceneImage("Entrance to Furnace near West Garden", "leaf_14r", 150, 675)
+ },
+ {
+ "West Garden Entrance from Furnace",
+ new SceneImage("West Garden Entrance from Furnace", "leaf_14r", 0, 675)
+ },
+ {
+ "Caustic Light Cave Entrance",
+ new SceneImage("Caustic Light Cave Entrance", "leaf_14r", 1735, 250)
+ },
+ {
+ "Swamp Lower Entrance",
+ new SceneImage("Swamp Lower Entrance", "leaf_14r", 1750, 175)
+ },
+ {
+ "Swamp Upper Entrance",
+ new SceneImage("Swamp Upper Entrance", "leaf_14r", 1725, 50)
+ },
+ {
+ "Ruined Passage Door Entrance",
+ new SceneImage("Ruined Passage Door Entrance", "leaf_14r", 1300, 450)
+ },
+ {
+ "Ruined Passage Not-Door Entrance",
+ new SceneImage("Ruined Passage Not-Door Entrance", "leaf_14r", 1500, 450)
+ },
+ {
+ "Special Shop Entrance",
+ new SceneImage("Special Shop Entrance", "leaf_14r", 1700, 780)
+ },
+ {
+ "West Garden Laurels Entrance",
+ new SceneImage("West Garden Laurels Entrance", "leaf_14r", 0, 425)
+ },
+ {
+ "Temple Door Entrance",
+ new SceneImage("Temple Door Entrance", "leaf_14r", 1175, 1075)
+ },
+ {
+ "Fountain HC Door Entrance",
+ new SceneImage("Fountain HC Door Entrance", "leaf_14r", 605, 575)
+ },
+ {
+ "Southeast HC Door Entrance",
+ new SceneImage("Southeast HC Door Entrance", "leaf_14r", 1735, 350)
+ },
+ {
+ "Town to Far Shore",
+ new SceneImage("Town to Far Shore", "leaf_14r", 690, 715)
+ },
+ {
+ "Spawn to Far Shore",
+ new SceneImage("Spawn to Far Shore", "leaf_14r", 1175, 185)
+ },
+ {
+ "Cube Cave Entrance",
+ new SceneImage("Cube Cave Entrance", "leaf_14r", 1000, 525)
+ },
+ {
+ "Secret Gathering Place Exit",
+ new SceneImage("Secret Gathering Place Exit", "leaf_24r", 175, 850)
+ },
+ {
+ "Windmill Exit",
+ new SceneImage("Windmill Exit", "leaf_14r", 750, 900)
+ },
+ {
+ "Windmill Shop",
+ new SceneImage("Windmill Shop", "leaf_14r", 750, 900)
+ },
+ {
+ "Old House Door Exit",
+ new SceneImage("Old House Door Exit", "page grungifier (11r)", 600, 125)
+ },
+ {
+ "Old House to Glyph Tower",
+ new SceneImage("Old House to Glyph Tower", "page grungifier (11r)", 900, 140)
+ },
+ {
+ "Old House Waterfall Exit",
+ new SceneImage("Old House Waterfall Exit", "page grungifier (11r)", 875, 350)
+ },
+ {
+ "Glyph Tower Exit",
+ new SceneImage("Glyph Tower Exit", "leaf_27r", 300, 215)
+ },
+ {
+ "Changing Room Exit",
+ new SceneImage("Changing Room Exit", "leaf_14r", 775, 500)
+ },
+ {
+ "Fountain HC Room Exit",
+ new SceneImage("Fountain HC Room Exit", "leaf_14r", 605, 575)
+ },
+ {
+ "Cube Cave Exit",
+ new SceneImage("Cube Cave Exit", "leaf_14r", 1000, 525)
+ },
+ {
+ "Guard Patrol Cave Exit",
+ new SceneImage("Guard Patrol Cave Exit", "leaf_14r", 1650, 1100)
+ },
+ {
+ "Ruined Shop Exit",
+ new SceneImage("Ruined Shop Exit", "leaf_14r", 450, 600)
+ },
+ {
+ "Furnace Exit towards Well",
+ new SceneImage("Furnace Exit towards Well", "leaf_14r", 275, 1000)
+ },
+ {
+ "Furnace Exit to Dark Tomb",
+ new SceneImage("Furnace Exit to Dark Tomb", "leaf_15r", 900, 50)
+ },
+ {
+ "Furnace Exit towards West Garden",
+ new SceneImage("Furnace Exit towards West Garden", "leaf_14r", 150, 675)
+ },
+ {
+ "Furnace Exit to Beach",
+ new SceneImage("Furnace Exit to Beach", "leaf_14r", 275, 500)
+ },
+ {
+ "Furnace Exit under Windmill",
+ new SceneImage("Furnace Exit under Windmill", "leaf_14r", 450, 825)
+ },
+ {
+ "Stick House Exit",
+ new SceneImage("Stick House Exit", "leaf_14r", 1090, 400)
+ },
+ {
+ "Ruined Passage Not-Door Exit",
+ new SceneImage("Ruined Passage Not-Door Exit", "leaf_14r", 1500, 450)
+ },
+ {
+ "Ruined Passage Door Exit",
+ new SceneImage("Ruined Passage Door Exit", "leaf_14r", 1300, 450)
+ },
+ {
+ "Southeast HC Room Exit",
+ new SceneImage("Southeast HC Room Exit", "leaf_14r", 1735, 350)
+ },
+ {
+ "Caustic Light Cave Exit",
+ new SceneImage("Caustic Light Cave Exit", "leaf_14r", 1735, 250)
+ },
+ {
+ "Maze Cave Exit",
+ new SceneImage("Maze Cave Exit", "page grungifier (26r)", 1450, 80)
+ },
+ {
+ "Hourglass Cave Exit",
+ new SceneImage("Hourglass Cave Exit", "leaf_8v", 1175, 1050)
+ },
+ {
+ "Special Shop Exit",
+ new SceneImage("Special Shop Exit", "leaf_14r", 1700, 780)
+ },
+ {
+ "Temple Rafters Exit",
+ new SceneImage("Temple Rafters Exit", "leaf_12v", 500, 450, 600, 360)
+ },
+ {
+ "Temple Door Exit",
+ new SceneImage("Temple Door Exit", "leaf_12v", 500, 450, 600, 360)
+ },
+ {
+ "Forest Belltower to Guard Captain Room",
+ new SceneImage("Forest Belltower to Guard Captain Room", "leaf_14r", 1750, 675)
+ },
+ {
+ "Forest Belltower to Overworld",
+ new SceneImage("Forest Belltower to Overworld", "leaf_14r", 1750, 675)
+ },
+ {
+ "Forest Belltower to Fortress",
+ new SceneImage("Forest Belltower to Fortress", "leaf_14r", 1750, 675)
+ },
+ {
+ "Forest Belltower to Forest",
+ new SceneImage("Forest Belltower to Forest", "leaf_14r", 1750, 675)
+ },
+ {
+ "Forest to Belltower",
+ new SceneImage("Forest to Belltower", "leaf_28", 0, 540)
+ },
+ {
+ "Forest Guard House 1 Lower Entrance",
+ new SceneImage("Forest Guard House 1 Lower Entrance", "leaf_28", 600, 360)
+ },
+ {
+ "Forest Guard House 1 Gate Entrance",
+ new SceneImage("Forest Guard House 1 Gate Entrance", "leaf_28", 300, 360)
+ },
+ {
+ "Forest Guard House 2 Upper Entrance",
+ new SceneImage("Forest Guard House 2 Upper Entrance", "leaf_28", 600, 540)
+ },
+ {
+ "Forest Grave Path Lower Entrance",
+ new SceneImage("Forest Grave Path Lower Entrance", "leaf_28", 300, 180)
+ },
+ {
+ "Forest Grave Path Upper Entrance",
+ new SceneImage("Forest Grave Path Upper Entrance", "leaf_28", 600, 180)
+ },
+ {
+ "Forest Dance Fox Outside Doorway",
+ new SceneImage("Forest Dance Fox Outside Doorway", "leaf_28", 0, 360)
+ },
+ {
+ "Forest to Far Shore",
+ new SceneImage("Forest to Far Shore", "leaf_28", 300, 540)
+ },
+ {
+ "Forest Guard House 2 Lower Entrance",
+ new SceneImage("Forest Guard House 2 Lower Entrance", "leaf_28", 900, 180)
+ },
+ {
+ "Forest Grave Path Upper Exit",
+ new SceneImage("Forest Grave Path Upper Exit", "leaf_28", 900, 360)
+ },
+ {
+ "Forest Grave Path Lower Exit",
+ new SceneImage("Forest Grave Path Lower Exit", "leaf_28", 0, 180)
+ },
+ {
+ "East Forest Hero's Grave",
+ new SceneImage("East Forest Hero's Grave", "leaf_28", 900, 540)
+ },
+ {
+ "Guard House 1 Dance Fox Exit",
+ new SceneImage("Guard House 1 Dance Fox Exit", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard House 1 Lower Exit",
+ new SceneImage("Guard House 1 Lower Exit", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard House 1 Upper Forest Exit",
+ new SceneImage("Guard House 1 Upper Forest Exit", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard House 1 to Guard Captain Room",
+ new SceneImage("Guard House 1 to Guard Captain Room", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard House 2 Upper Exit",
+ new SceneImage("Guard House 2 Upper Exit", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard House 2 Lower Exit",
+ new SceneImage("Guard House 2 Lower Exit", "leaf_14r", 1750, 675)
+ },
+ {
+ "Guard Captain Room Non-Gate Exit",
+ new SceneImage("Guard Captain Room Non-Gate Exit", "leaf_5r", 935, 825)
+ },
+ {
+ "Guard Captain Room Gate Exit",
+ new SceneImage("Guard Captain Room Gate Exit", "leaf_5r", 935, 825)
+ },
+ {
+ "Well Ladder Exit",
+ new SceneImage("Well Ladder Exit", "leaf_14v", 750, 25)
+ },
+ {
+ "Well to Well Boss",
+ new SceneImage("Well to Well Boss", "leaf_14v", 260, 225)
+ },
+ {
+ "Well Exit towards Furnace",
+ new SceneImage("Well Exit towards Furnace", "leaf_14v", 50, 325)
+ },
+ {
+ "Well Boss to Well",
+ new SceneImage("Well Boss to Well", "leaf_14v", 260, 225)
+ },
+ {
+ "Checkpoint to Dark Tomb",
+ new SceneImage("Checkpoint to Dark Tomb", "leaf_15r", 1450, 150)
+ },
+ {
+ "Dark Tomb to Overworld",
+ new SceneImage("Dark Tomb to Overworld", "leaf_15r", 1400, 275)
+ },
+ {
+ "Dark Tomb to Checkpoint",
+ new SceneImage("Dark Tomb to Checkpoint", "leaf_15r", 1450, 275)
+ },
+ {
+ "Dark Tomb to Furnace",
+ new SceneImage("Dark Tomb to Furnace", "leaf_15r", 950, 80)
+ },
+ {
+ "West Garden Exit near Hero's Grave",
+ new SceneImage("West Garden Exit near Hero's Grave", "leaf_13v", 1750, 600)
+ },
+ {
+ "West Garden to Magic Dagger House",
+ new SceneImage("West Garden to Magic Dagger House", "leaf_13v", 1350, 200)
+ },
+ {
+ "West Garden Shop",
+ new SceneImage("West Garden Shop", "leaf_13v", 1075, 750)
+ },
+ {
+ "West Garden Exit after Boss",
+ new SceneImage("West Garden Exit after Boss", "leaf_13v", 1750, 750)
+ },
+ {
+ "West Garden Laurels Exit",
+ new SceneImage("West Garden Laurels Exit", "leaf_13v", 1750, 350)
+ },
+ {
+ "West Garden Hero's Grave",
+ new SceneImage("West Garden Hero's Grave", "leaf_13v", 1550, 650)
+ },
+ {
+ "West Garden to Far Shore",
+ new SceneImage("West Garden to Far Shore", "leaf_13v", 1350, 25)
+ },
+ {
+ "Magic Dagger House Exit",
+ new SceneImage("Magic Dagger House Exit", "leaf_13v", 1350, 200)
+ },
+ {
+ "Fortress Courtyard to Fortress Grave Path Lower",
+ new SceneImage("Fortress Courtyard to Fortress Grave Path Lower", "leaf_16r", 750, 475)
+ },
+ {
+ "Fortress Courtyard to Fortress Interior",
+ new SceneImage("Fortress Courtyard to Fortress Interior", "leaf_16r", 515, 550)
+ },
+ {
+ "Fortress Courtyard to Fortress Grave Path Upper",
+ new SceneImage("Fortress Courtyard to Fortress Grave Path Upper", "leaf_16r", 850, 485)
+ },
+ {
+ "Fortress Courtyard to East Fortress",
+ new SceneImage("Fortress Courtyard to East Fortress", "leaf_16r", 950, 590)
+ },
+ {
+ "Fortress Courtyard Shop",
+ new SceneImage("Fortress Courtyard Shop", "leaf_16r", 250, 450)
+ },
+ {
+ "Fortress Courtyard to Beneath the Earth",
+ new SceneImage("Fortress Courtyard to Beneath the Earth", "leaf_16r", 105, 400)
+ },
+ {
+ "Fortress Courtyard to Forest Belltower",
+ new SceneImage("Fortress Courtyard to Forest Belltower", "leaf_16r", 500, 0)
+ },
+ {
+ "Fortress Courtyard to Overworld",
+ new SceneImage("Fortress Courtyard to Overworld", "leaf_16r", 300, 0)
+ },
+ {
+ "Beneath the Earth to Fortress Interior",
+ new SceneImage("Beneath the Earth to Fortress Interior", "leaf_15r", 1650, 1325)
+ },
+ {
+ "Beneath the Earth to Fortress Courtyard",
+ new SceneImage("Beneath the Earth to Fortress Courtyard", "leaf_15r", 1650, 725)
+ },
+ {
+ "Fortress Interior Main Exit",
+ new SceneImage("Fortress Interior Main Exit", "leaf_16r", 520, 750)
+ },
+ {
+ "Fortress Interior to Beneath the Earth",
+ new SceneImage("Fortress Interior to Beneath the Earth", "leaf_16r", 115, 975)
+ },
+ {
+ "Fortress Interior Shop",
+ new SceneImage("Fortress Interior Shop", "leaf_16r", 300, 825)
+ },
+ {
+ "Fortress Interior to East Fortress Upper",
+ new SceneImage("Fortress Interior to East Fortress Upper", "leaf_16r", 800, 850)
+ },
+ {
+ "Fortress Interior to East Fortress Lower",
+ new SceneImage("Fortress Interior to East Fortress Lower", "leaf_16r", 775, 725)
+ },
+ {
+ "Fortress Interior to Siege Engine Arena",
+ new SceneImage("Fortress Interior to Siege Engine Arena", "leaf_16r", 520, 1040)
+ },
+ {
+ "East Fortress to Interior Lower",
+ new SceneImage("East Fortress to Interior Lower", "leaf_16r", 775, 725)
+ },
+ {
+ "East Fortress to Courtyard",
+ new SceneImage("East Fortress to Courtyard", "leaf_16r", 975, 750)
+ },
+ {
+ "East Fortress to Interior Upper",
+ new SceneImage("East Fortress to Interior Upper", "leaf_16r", 800, 850)
+ },
+ {
+ "Fortress Grave Path Lower Exit",
+ new SceneImage("Fortress Grave Path Lower Exit", "leaf_16r", 1050, 450)
+ },
+ {
+ "Fortress Grave Path Upper Exit",
+ new SceneImage("Fortress Grave Path Upper Exit", "leaf_16r", 1050, 500)
+ },
+ {
+ "Fortress Grave Path Dusty Entrance",
+ new SceneImage("Fortress Grave Path Dusty Entrance", "leaf_16r", 1500, 550)
+ },
+ {
+ "Dusty Exit",
+ new SceneImage("Dusty Exit", "leaf_16r", 1500, 550)
+ },
+ {
+ "Fortress Hero's Grave",
+ new SceneImage("Fortress Hero's Grave", "leaf_16r", 1550, 475)
+ },
+ {
+ "Siege Engine Arena to Fortress",
+ new SceneImage("Siege Engine Arena to Fortress", "leaf_16r", 350, 1200, 600, 360)
+ },
+ {
+ "Fortress to Far Shore",
+ new SceneImage("Fortress to Far Shore", "leaf_16r", 350, 1200, 600, 360)
+ },
+ {
+ "Atoll Upper Exit",
+ new SceneImage("Atoll Upper Exit", "leaf_17r", 1100, 1375)
+ },
+ {
+ "Atoll Shop",
+ new SceneImage("Atoll Shop", "leaf_17r", 1350, 1100)
+ },
+ {
+ "Atoll Lower Exit",
+ new SceneImage("Atoll Lower Exit", "leaf_17r", 1000, 1375)
+ },
+ {
+ "Atoll to Far Shore",
+ new SceneImage("Atoll to Far Shore", "leaf_17r", 1100, 1300)
+ },
+ {
+ "Atoll Statue Teleporter",
+ new SceneImage("Atoll Statue Teleporter", "leaf_17r", 1100, 775)
+ },
+ {
+ "Frog Stairs Eye Entrance",
+ new SceneImage("Frog Stairs Eye Entrance", "leaf_17r", 1750, 1125)
+ },
+ {
+ "Frog Stairs Mouth Entrance",
+ new SceneImage("Frog Stairs Mouth Entrance", "leaf_17r", 1700, 1050)
+ },
+ {
+ "Frog Stairs Eye Exit",
+ new SceneImage("Frog Stairs Eye Exit", "leaf_17v", 475, 1000)
+ },
+ {
+ "Frog Stairs Mouth Exit",
+ new SceneImage("Frog Stairs Mouth Exit", "leaf_17v", 475, 1000)
+ },
+ {
+ "Frog Stairs to Frog's Domain's Exit",
+ new SceneImage("Frog Stairs to Frog's Domain's Exit", "leaf_17v", 400, 1250)
+ },
+ {
+ "Frog's Domain Orb Exit",
+ new SceneImage("Frog's Domain Orb Exit", "leaf_17v", 1750, 1150)
+ },
+ {
+ "Frog Stairs to Frog's Domain's Entrance",
+ new SceneImage("Frog Stairs to Frog's Domain's Entrance", "leaf_17v", 400, 1250)
+ },
+ {
+ "Frog's Domain Ladder Exit",
+ new SceneImage("Frog's Domain Ladder Exit", "leaf_17v", 1280, 850)
+ },
+ {
+ "Library Exterior Tree",
+ new SceneImage("Library Exterior Tree", "leaf_16v", 550, 1000)
+ },
+ {
+ "Library Exterior Ladder",
+ new SceneImage("Library Exterior Ladder", "leaf_16v", 550, 1000)
+ },
+ {
+ "Library Hall Bookshelf Exit",
+ new SceneImage("Library Hall Bookshelf Exit", "leaf_16v", 500, 1050)
+ },
+ {
+ "Library Hero's Grave",
+ new SceneImage("Library Hero's Grave", "leaf_11v", 300, 200)
+ },
+ {
+ "Library Hall to Rotunda",
+ new SceneImage("Library Hall to Rotunda", "leaf_16v", 425, 1150)
+ },
+ {
+ "Library Rotunda Lower Exit",
+ new SceneImage("Library Rotunda Lower Exit", "leaf_16v", 425, 1150)
+ },
+ {
+ "Library Rotunda Upper Exit",
+ new SceneImage("Library Rotunda Upper Exit", "leaf_16v", 425, 1150)
+ },
+ {
+ "Library Lab to Rotunda",
+ new SceneImage("Library Lab to Rotunda", "leaf_16v", 425, 1150)
+ },
+ {
+ "Library to Far Shore",
+ new SceneImage("Library to Far Shore", "leaf_20v", 1650, 390)
+ },
+ {
+ "Library Lab to Librarian Arena",
+ new SceneImage("Library Lab to Librarian Arena", "leaf_20v", 1800, 350)
+ },
+ {
+ "Librarian Arena Exit",
+ new SceneImage("Librarian Arena Exit", "leaf_18r", 1000, 1050, 600, 360)
+ },
+ {
+ "Stairs to Top of the Mountain",
+ new SceneImage("Stairs to Top of the Mountain", "leaf_25r", 200, 300, 600, 360)
+ },
+ {
+ "Mountain to Quarry",
+ new SceneImage("Mountain to Quarry", "leaf_25r", 800, 100, 600, 360)
+ },
+ {
+ "Mountain to Overworld",
+ new SceneImage("Mountain to Overworld", "leaf_25r", 800, 100, 600, 360)
+ },
+ {
+ "Top of the Mountain Exit",
+ new SceneImage("Top of the Mountain Exit", "leaf_25r", 250, 375)
+ },
+ {
+ "Quarry Connector to Overworld",
+ new SceneImage("Quarry Connector to Overworld", "leaf_14r", 250, 1150)
+ },
+ {
+ "Quarry Connector to Quarry",
+ new SceneImage("Quarry Connector to Quarry", "leaf_19r", 1750, 150)
+ },
+ {
+ "Quarry to Overworld Exit",
+ new SceneImage("Quarry to Overworld Exit", "leaf_19r", 1750, 150)
+ },
+ {
+ "Quarry Shop",
+ new SceneImage("Quarry Shop", "leaf_19r", 1475, 200)
+ },
+ {
+ "Quarry to Monastery Front",
+ new SceneImage("Quarry to Monastery Front", "leaf_19r", 900, 1150)
+ },
+ {
+ "Quarry to Monastery Back",
+ new SceneImage("Quarry to Monastery Back", "leaf_19r", 700, 1250)
+ },
+ {
+ "Quarry to Mountain",
+ new SceneImage("Quarry to Mountain", "leaf_19r", 825, 1325)
+ },
+ {
+ "Quarry to Ziggurat",
+ new SceneImage("Quarry to Ziggurat", "leaf_19r", 1750, 700)
+ },
+ {
+ "Quarry to Far Shore",
+ new SceneImage("Quarry to Far Shore", "leaf_19r", 1550, 75)
+ },
+ {
+ "Monastery Rear Exit",
+ new SceneImage("Monastery Rear Exit", "leaf_19r", 700, 1250)
+ },
+ {
+ "Monastery Front Exit",
+ new SceneImage("Monastery Front Exit", "leaf_19r", 900, 1150)
+ },
+ {
+ "Monastery Hero's Grave",
+ new SceneImage("Monastery Hero's Grave", "leaf_11v", 250, 1175)
+ },
+ {
+ "Ziggurat Entry Hallway to Ziggurat Upper",
+ new SceneImage("Ziggurat Entry Hallway to Ziggurat Upper", "leaf_19r", 325, 650)
+ },
+ {
+ "Ziggurat Entry Hallway to Quarry",
+ new SceneImage("Ziggurat Entry Hallway to Quarry", "leaf_19r", 325, 650)
+ },
+ {
+ "Ziggurat Upper to Ziggurat Entry Hallway",
+ new SceneImage("Ziggurat Upper to Ziggurat Entry Hallway", "leaf_28", 0, 0)
+ },
+ {
+ "Ziggurat Upper to Ziggurat Tower",
+ new SceneImage("Ziggurat Upper to Ziggurat Tower", "leaf_28", 900, 0)
+ },
+ {
+ "Ziggurat Tower to Ziggurat Upper",
+ new SceneImage("Ziggurat Tower to Ziggurat Upper", "leaf_28", 900, 0)
+ },
+ {
+ "Ziggurat Tower to Ziggurat Lower",
+ new SceneImage("Ziggurat Tower to Ziggurat Lower", "leaf_28", 600, 0)
+ },
+ {
+ "Ziggurat Lower to Ziggurat Tower",
+ new SceneImage("Ziggurat Lower to Ziggurat Tower", "leaf_28", 600, 0)
+ },
+ {
+ "Ziggurat Portal Room Entrance",
+ new SceneImage("Ziggurat Portal Room Entrance", "leaf_18v", 535, 950, 600, 360)
+ },
+ {
+ "Ziggurat Lower Falling Entrance",
+ new SceneImage("Ziggurat Lower Falling Entrance", "leaf_28", 300, 0)
+ },
+ {
+ "Ziggurat Portal Room Exit",
+ new SceneImage("Ziggurat Portal Room Exit", "leaf_19r", 325, 650)
+ },
+ {
+ "Ziggurat to Far Shore",
+ new SceneImage("Ziggurat to Far Shore", "leaf_19r", 325, 650)
+ },
+ {
+ "Swamp Lower Exit",
+ new SceneImage("Swamp Lower Exit", "leaf_19v", 675, 450)
+ },
+ {
+ "Swamp Shop",
+ new SceneImage("Swamp Shop", "leaf_19v", 1075, 450)
+ },
+ {
+ "Swamp to Cathedral Main Entrance",
+ new SceneImage("Swamp to Cathedral Main Entrance", "leaf_19v", 1415, 950)
+ },
+ {
+ "Swamp to Cathedral Secret Legend Room Entrance",
+ new SceneImage("Swamp to Cathedral Secret Legend Room Entrance", "leaf_19v", 1350, 950)
+ },
+ {
+ "Swamp to Gauntlet",
+ new SceneImage("Swamp to Gauntlet", "leaf_19v", 1415, 850)
+ },
+ {
+ "Swamp Upper Exit",
+ new SceneImage("Swamp Upper Exit", "leaf_19v", 675, 550)
+ },
+ {
+ "Swamp Hero's Grave",
+ new SceneImage("Swamp Hero's Grave", "leaf_19v", 1530, 685)
+ },
+ {
+ "Cathedral Main Exit",
+ new SceneImage("Cathedral Main Exit", "leaf_20r", 650, 750)
+ },
+ {
+ "Cathedral Elevator",
+ new SceneImage("Cathedral Elevator", "leaf_20r", 400, 725)
+ },
+ {
+ "Cathedral Secret Legend Room Exit",
+ new SceneImage("Cathedral Secret Legend Room Exit", "leaf_20r", 225, 650)
+ },
+ {
+ "Gauntlet to Swamp",
+ new SceneImage("Gauntlet to Swamp", "leaf_20r", 540, 50)
+ },
+ {
+ "Gauntlet Elevator",
+ new SceneImage("Gauntlet Elevator", "leaf_20r", 400, 450)
+ },
+ {
+ "Gauntlet Shop",
+ new SceneImage("Gauntlet Shop", "leaf_20r", 500, 400)
+ },
+ {
+ "Far Shore to West Garden",
+ new SceneImage("Far Shore to West Garden", "leaf_20v", 700, 525)
+ },
+ {
+ "Far Shore to Library",
+ new SceneImage("Far Shore to Library", "leaf_20v", 1050, 375)
+ },
+ {
+ "Far Shore to Quarry",
+ new SceneImage("Far Shore to Quarry", "leaf_20v", 775, 700)
+ },
+ {
+ "Far Shore to East Forest",
+ new SceneImage("Far Shore to East Forest", "leaf_21r", 0, 225)
+ },
+ {
+ "Far Shore to Fortress",
+ new SceneImage("Far Shore to Fortress", "leaf_20v", 1050, 700)
+ },
+ {
+ "Far Shore to Atoll",
+ new SceneImage("Far Shore to Atoll", "leaf_20v", 775, 375)
+ },
+ {
+ "Far Shore to Ziggurat",
+ new SceneImage("Far Shore to Ziggurat", "leaf_20v", 900, 800)
+ },
+ {
+ "Far Shore to Heir",
+ new SceneImage("Far Shore to Heir", "leaf_20v", 910, 525)
+ },
+ {
+ "Far Shore to Town",
+ new SceneImage("Far Shore to Town", "leaf_20v", 1150, 525)
+ },
+ {
+ "Far Shore to Spawn",
+ new SceneImage("Far Shore to Spawn", "leaf_20v", 910, 0)
+ },
+ {
+ "Hero's Grave to Fortress",
+ new SceneImage("Hero's Grave to Fortress", "leaf_21r", 1515, 525)
+ },
+ {
+ "Hero's Grave to Monastery",
+ new SceneImage("Hero's Grave to Monastery", "leaf_21r", 1400, 500)
+ },
+ {
+ "Hero's Grave to West Garden",
+ new SceneImage("Hero's Grave to West Garden", "leaf_21r", 1615, 475)
+ },
+ {
+ "Hero's Grave to East Forest",
+ new SceneImage("Hero's Grave to East Forest", "leaf_21r", 1475, 375)
+ },
+ {
+ "Hero's Grave to Library",
+ new SceneImage("Hero's Grave to Library", "leaf_21r", 1350, 425)
+ },
+ {
+ "Hero's Grave to Swamp",
+ new SceneImage("Hero's Grave to Swamp", "leaf_21r", 1575, 400)
+ },
+ {
+ "Heir Arena Exit",
+ new SceneImage("Heir Arena Exit", "leaf_20v", 125, 145)
+ },
+ {
+ "Purgatory Bottom Exit",
+ new SceneImage("Purgatory Bottom Exit", "leaf_4v", 465, 175)
+ },
+ {
+ "Purgatory Top Exit",
+ new SceneImage("Purgatory Top Exit", "leaf_4v", 465, 175)
+ },
+ {
+ "Shop Portal",
+ new SceneImage("Shop Portal", "leaf_13r", 1115, 145)
+ },
+ };
+
+ public static void LoadPageData() {
+
+ List pages = Resources.LoadAll("PagePrefabs").Select(obj => obj.Cast()).ToList();
+ foreach (var page in pages) {
+ GameObject pageClone = GameObject.Instantiate(page);
+ GameObject.DontDestroyOnLoad(pageClone.gameObject);
+ pageClone.name = pageClone.name.Replace("(Clone)", "");
+ Pages.Add(pageClone.name, pageClone);
+ PageTextures.Add(pageClone.name, pageClone.GetComponent().sprite.texture);
+ if (page.GetComponent() != null) {
+ if (page.GetComponent().grungifyTexture != null) {
+ Pages.Add(page.GetComponent().grungifyTexture.name, pageClone);
+ PageTextures.Add(page.GetComponent().grungifyTexture.name, page.GetComponent().grungifyTexture);
+ }
+ }
+ pageClone.SetActive(false);
+ }
+
+ GetPortalNames();
+ LoadCustomMaps();
+ }
+
+ public static void createSprite(string texture, int x, int y, int width = 300, int height = 180) {
+ Sprite sprite = Sprite.CreateSprite(PageTextures[texture], new Rect(x, y, width, height), new Vector2(0.5f, 0.5f), 100, 0, SpriteMeshType.FullRect, Vector4.zero, false);
+ EntranceSelector.SceneSprite1.sprite = sprite;
+ if (width > 300) {
+ EntranceSelector.SceneSprite1.transform.localScale = new Vector3(35, 40, 35);
+ } else {
+ EntranceSelector.SceneSprite1.transform.localScale = new Vector3(70, 80, 70);
+ }
+ }
+
+ public static Sprite createSprite(SceneImage sceneImage) {
+ Sprite sprite = Sprite.CreateSprite(PageTextures[sceneImage.TextureName], new Rect(sceneImage.TextureX, sceneImage.TextureY, sceneImage.Width, sceneImage.Height), new Vector2(0.5f, 0.5f), 100, 0, SpriteMeshType.FullRect, Vector4.zero, false);
+ return sprite;
+ }
+
+ public static void SaveTextureInfo(string portalName, string textureName, int x, int y, int w = 300, int h = 180) {
+ createSprite(textureName, x, y, w, h);
+ SceneImages[portalName] = new SceneImage(portalName, textureName, x, y, w, h);
+ }
+
+ public static void GetPortalNames() {
+ List portals = new List();
+
+ foreach (Dictionary> dict in ERData.RegionPortalsList.Values) {
+ foreach (List l in dict.Values) {
+ foreach (TunicPortal p in l) {
+ PortalNames.Add(p.Name);
+ }
+ }
+ }
+ }
+
+ public static void ShowPortalImage(string PortalName) {
+ SceneImage sceneImage = SceneImages[PortalName];
+ createSprite(sceneImage.TextureName, sceneImage.TextureX, sceneImage.TextureY, sceneImage.Width, sceneImage.Height);
+ EntranceSelector.SceneText1.GetComponent().text = sceneImage.PortalName;
+ }
+ public static void ShowPortalImage(SceneImage sceneImage) {
+ createSprite(sceneImage.TextureName, sceneImage.TextureX, sceneImage.TextureY, sceneImage.Width, sceneImage.Height);
+ EntranceSelector.SceneText1.GetComponent().text = sceneImage.PortalName;
+ }
+ public static void LogDictionary() {
+ foreach (KeyValuePair pair in SceneImages) {
+ TunicLogger.LogInfo("\t\t\t{");
+ TunicLogger.LogInfo($"\t\t\t\t\"{pair.Key}\",");
+ TunicLogger.LogInfo($"\t\t\t\tnew SceneImage(\"{pair.Value.PortalName}\", \"{pair.Value.TextureName}\", {pair.Value.TextureX}, {pair.Value.TextureY})");
+ TunicLogger.LogInfo("\t\t\t},");
+ }
+ }
+
+ public static void LoadCustomMaps() {
+ Material m = ModelSwaps.FindMaterial("Default UI Material");
+ GameObject ForestZigMap = ModelSwaps.CreateSprite(ImageData.EastForestZigMap, m, Width: 1200, Height: 720, SpriteName: "leaf_28");
+ ForestZigMap.name = "leaf_28";
+ ForestZigMap.AddComponent().sprite = ForestZigMap.GetComponent().sprite;
+ GameObject.Destroy(ForestZigMap.GetComponent());
+ Pages.Add("leaf_28", ForestZigMap);
+ PageTextures.Add("leaf_28", ForestZigMap.GetComponent().sprite.texture);
+ }
+ }
+}
diff --git a/src/Data/Tooltips.cs b/src/Data/Tooltips.cs
index 25e30f4c..292ff107 100644
--- a/src/Data/Tooltips.cs
+++ b/src/Data/Tooltips.cs
@@ -33,7 +33,7 @@ public class Tooltips {
{ "Shuffle Breakable Objects", "Turns over 250 ordinary breakable objects in the game into checks, including pots, boxes, barrels, signposts, bombable walls, and more." },
{ "Shuffle Fuses", "Praying at a fuse now rewards an item instead of turning on the power.\nInstead, the power connections between fuses are shuffled into the item pool and unlocked separately." },
{ "Shuffle Bells", "The East and West bells are shuffled into the item pool and must be found in order to unlock the Sealed Temple.\nRinging the bells will instead now reward a random item." },
-
+ { "Fox Prince", "Entrance Randomizer with a twist, inspired by Blue Prince. Every entrance you visit will prompt you with three choices for where to go next. Discover new items in the item pool to take control of the path forward." },
// Trick logic
{ "Laurels Zips", "Adds a number of gates, doors, and other tricky spots that can be bypassed using the Hero's Laurels into logic. Notable inclusions are the Monastery gate, Ruined Passage door, Old House gate, Forest Grave Path gate, and going between the back and middle of Swamp." },
{ "Ice Grapples", "Adds logic for grappling to frozen enemies to reach new areas.\nMay include pushing enemies through walls or luring them far distances." },
diff --git a/src/Data/Translations.cs b/src/Data/Translations.cs
index c82d2c1e..ab8106fd 100644
--- a/src/Data/Translations.cs
+++ b/src/Data/Translations.cs
@@ -175,6 +175,9 @@ public static string TranslateDefaultQuotes(string Input) {
{"East Bell", "Est behl"},
{"West Bell", "wehst behl"},
{"Grass", "grahs"},
+ {"Soul Dice", "sOl dIs"},
+ {"Dart", "dRt"},
+ {"Koban", "kObahn"},
{"Overworld", "Ovurwurld"},
{"West Furnace", "wehst furnis"},
{"Cube Cave", "kyoob kAv"},
diff --git a/src/Data/TrickLogic.cs b/src/Data/TrickLogic.cs
index 7b018ea5..45793e90 100644
--- a/src/Data/TrickLogic.cs
+++ b/src/Data/TrickLogic.cs
@@ -6,8 +6,6 @@ public class TrickLogic {
public static Dictionary>>> LogicTrickTraversalReqs = new Dictionary>>>();
-
-
public class LadderInfo {
public string Origin; // origin region
public string Destination; // destination portal
@@ -90,7 +88,7 @@ public LSElevConnect(string origin, string destination, int difficulty) {
}
}
- public static List LSElevConnections = new List {
+ public static List OWLSElevConnections = new List {
new LSElevConnect(origin: "LS Elev 0", destination: "Overworld Redux, Furnace_gyro_west", difficulty: 1),
new LSElevConnect(origin: "LS Elev 0", destination: "Overworld Redux, Swamp Redux 2_conduit", difficulty: 1),
new LSElevConnect(origin: "LS Elev 0", destination: "Overworld Redux, Overworld Cave_", difficulty: 1),
@@ -129,7 +127,8 @@ public LSElevConnect(string origin, string destination, int difficulty) {
public static Dictionary>>> TraversalReqsWithLS(Dictionary>>> traversalReqs) {
Dictionary>>> traversalReqsWithLS = traversalReqs;
- Dictionary portalList;
+ List portalList;
+
if (GetBool(EntranceRando)) {
portalList = ERData.RandomizedPortals;
} else {
@@ -140,8 +139,13 @@ public static Dictionary>>> Travers
}
// add the OW LS connections
- foreach (LSElevConnect connection in LSElevConnections) {
- string destination = ERScripts.FindPairedPortalRegionFromSDT(connection.Destination);
+ foreach (LSElevConnect connection in OWLSElevConnections) {
+ string destination = TunicUtils.FindPairedPortalRegionFromSDT(connection.Destination);
+ if (destination == "FindPairedPortalRegionFromSDT failed to find a match" && GetBool(FoxPrinceEnabled)) {
+ // this should only happen as a result of fox prince making the randomized portals list not contain every portal
+ continue;
+ }
+
List> rules = new List> { new List { "LS" + connection.Difficulty.ToString() } };
if (!traversalReqsWithLS.ContainsKey(connection.Origin)) {
traversalReqsWithLS.Add(connection.Origin, new Dictionary>> { { destination, rules } });
@@ -163,7 +167,13 @@ void DifficultyLS(List ladderInfos, string difficultyString) {
} else {
rules = new List> { new List { difficultyString, ladderInfo.LaddersReq } };
}
- string destination = ERScripts.FindPairedPortalRegionFromSDT(ladderInfo.Destination);
+
+ string destination = TunicUtils.FindPairedPortalRegionFromSDT(ladderInfo.Destination);
+ if (destination == "FindPairedPortalRegionFromSDT failed to find a match" && GetBool(FoxPrinceEnabled)) {
+ // this should only happen as a result of fox prince making the randomized portals list not contain every portal
+ continue;
+ }
+
if (!traversalReqsWithLS.ContainsKey(ladderInfo.Origin)) {
traversalReqsWithLS.Add(ladderInfo.Origin, new Dictionary>> { { destination, rules } });
} else {
@@ -181,7 +191,7 @@ void DifficultyLS(List ladderInfos, string difficultyString) {
// while we're here, let's just add the portal combo connections to the traversal reqs too for completion's sake
// we could do this in another function, but ideally we always do this right after the trick logic (or right before I guess)
- foreach (PortalCombo portalCombo in portalList.Values) {
+ foreach (PortalCombo portalCombo in portalList) {
string p1region = portalCombo.Portal1.Region;
string p2region = portalCombo.Portal2.OutletRegion();
diff --git a/src/Patches/BreakableShuffle.cs b/src/Patches/BreakableShuffle.cs
index 946e500c..166c2786 100644
--- a/src/Patches/BreakableShuffle.cs
+++ b/src/Patches/BreakableShuffle.cs
@@ -220,7 +220,6 @@ public static bool SecretPassagePanel_IDamageable_ReceiveDamage_PrefixPatch(int
Archipelago.instance.ActivateCheck(Locations.LocationIdToDescription[breakableId]);
}
- // todo: make this show the item in a reasonable spot
if (__instance.GetComponentInChildren(true) != null) {
GameObject moveUp = __instance.GetComponentInChildren(true).gameObject;
moveUp.transform.parent = __instance.transform.parent;
diff --git a/src/Patches/CustomItemBehaviors.cs b/src/Patches/CustomItemBehaviors.cs
index f594a8c7..b4d307d5 100644
--- a/src/Patches/CustomItemBehaviors.cs
+++ b/src/Patches/CustomItemBehaviors.cs
@@ -85,6 +85,8 @@ public static void CreateCustomItems() {
QuarrySecretStateVar.name = SaveFlags.QuarrySecret;
StateVariable.stateVariableList.Add(QuarrySecretStateVar);
+ FoxPrince.CreateFoxPrinceItems();
+
Inventory.itemList.Add(GoldQuestagon);
Inventory.itemList.Add(DathStone);
Inventory.itemList.Add(Cape);
@@ -257,6 +259,9 @@ public static void PatchShotgunItemBehaviour(ShotgunItemBehaviour shotgunBehavio
public static bool Item_shouldShowInInventory_GetterPatch(Item __instance, ref bool __result) {
switch (__instance.name) {
case "Cape":
+ case "Soul Dice":
+ case "Dart":
+ case "Koban":
__result = false;
return false;
default:
diff --git a/src/Patches/ERData.cs b/src/Patches/ERData.cs
index 17c56e01..2682025a 100644
--- a/src/Patches/ERData.cs
+++ b/src/Patches/ERData.cs
@@ -1,11 +1,11 @@
-using System;
+using System;
using System.Collections.Generic;
using System.Linq;
namespace TunicRandomizer {
public class ERData {
- public static Dictionary RandomizedPortals = new Dictionary();
- public static Dictionary VanillaPortals = new Dictionary();
+ public static List RandomizedPortals = new List();
+ public static List VanillaPortals = new List();
public static Dictionary>>> ModifiedTraversalReqs = new Dictionary>>>();
public static Dictionary PlandoPortals = new Dictionary();
@@ -52,7 +52,6 @@ public class RegionInfo {
public string OutletRegion; // for where a portal forces you to another region immediately, example: Forest Hero's Grave immediately sends you to Forest Grave Path by Grave
public bool SkipCounting; // for ones that we skip every time because they're weird (zig skip, ls elevation regions) and shouldn't be counted in portal pairing the same way
-
public RegionInfo(string scene, bool deadEnd) {
Scene = scene;
DeadEnd = deadEnd;
@@ -83,8 +82,8 @@ public RegionInfo(string scene, bool deadEnd, string outletRegion, bool skipCoun
}
- public static Dictionary GetVanillaPortals() {
- return VanillaPortals.ToDictionary(k => k.Key, k => k.Value);
+ public static List GetVanillaPortals() {
+ return new List(VanillaPortals);
}
public static Dictionary>> RegionPortalsList = new Dictionary>> {
@@ -1952,7 +1951,7 @@ public static Dictionary GetVanillaPortals() {
},
{
"Library Lab to Librarian",
- new RegionInfo("Library Arena", false)
+ new RegionInfo("Library Lab", false)
},
{
"Library Arena",
@@ -4609,7 +4608,6 @@ public static Dictionary GetVanillaPortals() {
},
}
},
-
{
"Library Rotunda to Hall",
new Dictionary>> {
@@ -6183,6 +6181,5 @@ public static Dictionary GetVanillaPortals() {
}
},
};
-
}
}
diff --git a/src/Patches/ERScripts.cs b/src/Patches/ERScripts.cs
index e581a466..786328f9 100644
--- a/src/Patches/ERScripts.cs
+++ b/src/Patches/ERScripts.cs
@@ -1,9 +1,11 @@
-using System.Collections.Generic;
+using System;
+using System.Collections.Generic;
using System.Linq;
using UnityEngine;
using UnityEngine.SceneManagement;
using static TunicRandomizer.ERData;
using static TunicRandomizer.SaveFlags;
+using static TunicRandomizer.TunicUtils;
namespace TunicRandomizer {
public class ERScripts {
@@ -84,9 +86,102 @@ public static Dictionary UpdateReachableRegions(Dictionary, List) UpdateReachableRegionsAndPickUpItems(Dictionary inventory, List alreadyCheckedLocations = null, List randomizedPortals = null) {
+ if (alreadyCheckedLocations == null) {
+ alreadyCheckedLocations = new List();
+ }
+ if (randomizedPortals == null) {
+ randomizedPortals = RandomizedPortals;
+ }
+ while (true) {
+ // start count is the quantity of items in full inventory. If this stays the same between loops, then you are done getting items
+ int start_count = 0;
+ foreach (int count in inventory.Values) {
+ start_count += count;
+ }
+
+ while (true) {
+ // since regions always have a count of 1, we can just use .count instead of counting up all the values
+ int start_num = inventory.Count;
+ inventory = UpdateReachableRegions(inventory);
+ foreach (PortalCombo portalCombo in randomizedPortals) {
+ inventory = portalCombo.AddComboRegion(inventory);
+ }
+ if (start_num == inventory.Count) {
+ break;
+ }
+ }
+
+ // pick up all items you can reach with your current inventory
+ foreach (Check placedLocation in ItemRandomizer.ProgressionLocations.Values) {
+ if (!alreadyCheckedLocations.Contains(placedLocation) && placedLocation.Location.reachable(inventory)) {
+ string item_name = ItemLookup.FairyLookup.Keys.Contains(placedLocation.Reward.Name) ? "Fairy" : placedLocation.Reward.Name;
+ TunicUtils.AddStringToDict(inventory, item_name);
+ alreadyCheckedLocations.Add(placedLocation);
+ }
+ }
+
+ int end_count = 0;
+ foreach (int count in inventory.Values) {
+ end_count += count;
+ }
+
+ // if these two are equal, then we've gotten everything we have access to
+ if (start_count == end_count) {
+ break;
+ }
+ }
+ return (inventory, alreadyCheckedLocations);
+ }
+
+ public static bool CanUsePortal(Portal portal, Dictionary inventory) {
+ if (inventory.ContainsKey(portal.Region)) {
+ return true;
+ }
+
+ // trick logic is weird, it's probably easier to manually check like this
+ int lsdiff = SaveFile.GetInt(LadderStorageDifficulty);
+ if (lsdiff >= 1 && TunicUtils.HasReq("LS1", inventory)) {
+ foreach (TrickLogic.LSElevConnect cxn in TrickLogic.OWLSElevConnections) {
+ if (portal.SceneDestinationTag != cxn.Destination) continue;
+ if (!inventory.ContainsKey(cxn.Origin)) continue;
+ if (lsdiff >= cxn.Difficulty) {
+ return true;
+ }
+ }
+ foreach (TrickLogic.LadderInfo cxn in TrickLogic.EasyLS) {
+ if (portal.SceneDestinationTag != cxn.Destination) continue;
+ if (!inventory.ContainsKey(cxn.Origin)) continue;
+ if (cxn.LaddersReq == null || TunicUtils.HasReq(cxn.LaddersReq, inventory)) {
+ return true;
+ }
+ }
+ if (lsdiff >= 2) {
+ foreach (TrickLogic.LadderInfo cxn in TrickLogic.MediumLS) {
+ if (portal.SceneDestinationTag != cxn.Destination) continue;
+ if (!inventory.ContainsKey(cxn.Origin)) continue;
+ if (cxn.LaddersReq == null || TunicUtils.HasReq(cxn.LaddersReq, inventory)) {
+ return true;
+ }
+ }
+ }
+ if (lsdiff >= 3) {
+ foreach (TrickLogic.LadderInfo cxn in TrickLogic.HardLS) {
+ if (portal.SceneDestinationTag != cxn.Destination) continue;
+ if (!inventory.ContainsKey(cxn.Origin)) continue;
+ if (cxn.LaddersReq == null || TunicUtils.HasReq(cxn.LaddersReq, inventory)) {
+ return true;
+ }
+ }
+ }
+ }
+
+ return false;
+ }
+
public static void SetupVanillaPortals() {
- Dictionary portalCombos = new Dictionary();
+ List portalCombos = new List();
Dictionary portalPairs = new Dictionary();
List portalList = new List();
int shop_num = 1;
@@ -103,21 +198,21 @@ public static void SetupVanillaPortals() {
}
List region_portals = region_group.Value;
foreach (TunicPortal tunicPortal in region_portals) {
- portalList.Add(new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name));
+ portalList.Add(new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name, isDeadEnd: true)); // dead end doesn't matter to vanilla portals
}
}
}
int count = 0;
while (portalList.Count > 0) {
Portal portal1 = portalList[0];
- Portal portal2 = new Portal("placeholder", "placeholder", "placeholder", "placeholder", "placeholder"); // I <3 csharp
+ Portal portal2 = new Portal("placeholder", "placeholder", "placeholder", "placeholder", "placeholder", false);
string portal2_sdt = portal1.DestinationSceneTag;
int dir = (int)PDir.SOUTH;
if (shop_num > 6) {
dir = (int)PDir.EAST;
}
if (portal2_sdt.StartsWith("Shop,")) {
- portal2 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir);
+ portal2 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir, isDeadEnd: true);
shop_num++;
}
else if (portal2_sdt == "Purgatory, Purgatory_bottom") {
@@ -135,9 +230,9 @@ public static void SetupVanillaPortals() {
if (!portal2_sdt.StartsWith("Shop,")) {
portalList.Remove(portal2);
}
- portalCombos.Add(count.ToString(), new PortalCombo(portal1, portal2));
+ portalCombos.Add(new PortalCombo(portal1, portal2));
count++;
- portalCombos.Add(count.ToString(), new PortalCombo(portal2, portal1));
+ portalCombos.Add(new PortalCombo(portal2, portal1));
count++;
}
ERData.VanillaPortals = portalCombos;
@@ -145,26 +240,53 @@ public static void SetupVanillaPortals() {
public static void SetupVanillaPortalsAndTraversalReqs() {
if (VanillaPortals.Count == 0) {
- SetupVanillaPortals();
+ SetupVanillaPortals();
}
ModifiedTraversalReqs = TrickLogic.TraversalReqsWithLS(TunicUtils.DeepCopyTraversalReqs());
}
- // create a list of all portals with their information loaded in, just a slightly expanded version of the above to include destinations
- public static void RandomizePortals(int seed) {
- TunicLogger.LogTesting("Randomizing portals");
+ public static void CreateRandomizedPortals(int seed) {
RandomizedPortals.Clear();
- Dictionary randomizedPortals = new Dictionary();
- // making a separate lists for portals connected to one, two, or three+ regions, to be populated by the foreach coming up next
- List deadEndPortals = new List();
- List twoPlusPortals = new List();
+ FoxPrince.FPRandomizedPortals.Clear();
+ ItemTracker.EntranceFileAllPortals.Clear();
ModifiedTraversalReqs = TunicUtils.DeepCopyTraversalReqs();
+ Dictionary plando = null;
+ if (GetBool(ERFixedShop)) {
+ plando = new Dictionary { {"Windmill Entrance", "Shop Portal 1" } };
+ }
+
+ List randomizedPortals = RandomizePortals(seed, plando);
+
+ foreach (PortalCombo portalCombo in randomizedPortals) {
+ RandomizedPortals.Add(portalCombo);
+ ItemTracker.EntranceFileAllPortals.Add(portalCombo);
+ }
+ ModifiedTraversalReqs = TrickLogic.TraversalReqsWithLS(ModifiedTraversalReqs);
+ }
+
+
+ // randomize the portals with logic to ensure all regions are reachable
+ // deplando is for Fox Pricne, basically it says "this portal cannot connect to this other portal"
+ // canFail is to say whether it should try to reroll or just return null if it reaches a failure condition, it is also for Fox Prince
+ public static List RandomizePortals(int seed, Dictionary plando = null, List> deplando = null, bool canFail = false) {
+ List randomizedPortals = new List();
+ // making a separate lists for portals connected to one, two, or three+ regions, to be populated by the foreach coming up next
+ List portalsList = new List();
+ bool decoupledEnabled = GetBool(Decoupled);
+ bool dirPairsEnabled = GetBool(PortalDirectionPairs);
+ bool foxPrinceEnabled = GetBool(FoxPrinceEnabled);
+
// keeping track of how many portals of each are left while pairing portals
Dictionary twoPlusPortalDirectionTracker = new Dictionary { { (int)PDir.NORTH, 0 }, { (int)PDir.SOUTH, 0 }, { (int)PDir.EAST, 0 }, { (int)PDir.WEST, 0 }, { (int)PDir.FLOOR, 0 }, { (int)PDir.LADDER_DOWN, 0 }, { (int)PDir.LADDER_UP, 0 }, { (int)PDir.NONE, 0 } };
Dictionary deadEndPortalDirectionTracker = new Dictionary { { (int)PDir.NORTH, 0 }, { (int)PDir.SOUTH, 0 }, { (int)PDir.EAST, 0 }, { (int)PDir.WEST, 0 }, { (int)PDir.FLOOR, 0 }, { (int)PDir.LADDER_DOWN, 0 }, { (int)PDir.LADDER_UP, 0 }, { (int)PDir.NONE, 0 } };
- // quick reference for which directions you can pair to which
- Dictionary directionPairs = new Dictionary { { (int)PDir.NORTH, (int)PDir.SOUTH }, { (int)PDir.SOUTH, (int)PDir.NORTH}, { (int)PDir.EAST, (int)PDir.WEST }, { (int)PDir.WEST, (int)PDir.EAST }, { (int)PDir.LADDER_UP, (int)PDir.LADDER_DOWN }, { (int)PDir.LADDER_DOWN, (int)PDir.LADDER_UP }, { (int)PDir.FLOOR, (int)PDir.FLOOR }, };
+
+ if (plando == null) {
+ plando = new Dictionary();
+ }
+ if (deplando == null) {
+ deplando = new List>();
+ }
// separate the portals into their respective lists
foreach (KeyValuePair>> scene_group in RegionPortalsList) {
@@ -175,54 +297,29 @@ public static void RandomizePortals(int seed) {
foreach (KeyValuePair> region_group in scene_group.Value) {
// if fixed shop is off or decoupled is on, don't add zig skip exit to the portal list
string region_name = region_group.Key;
- if (region_name == "Zig Skip Exit" && (!GetBool(ERFixedShop) || GetBool(Decoupled))) {
+ if (region_name == "Zig Skip Exit" && (!GetBool(ERFixedShop) || GetBool(Decoupled))) {
continue;
}
List region_portals = region_group.Value;
foreach (TunicPortal tunicPortal in region_portals) {
- Portal portal = new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name, direction: tunicPortal.Direction);
- if (RegionDict[region_name].DeadEnd == true) {
- deadEndPortals.Add(portal);
+ Portal portal = new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name, direction: tunicPortal.Direction, isDeadEnd: RegionDict[region_name].DeadEnd);
+ portalsList.Add(portal);
+ if (RegionDict[region_name].DeadEnd) {
deadEndPortalDirectionTracker[portal.Direction]++;
} else {
- twoPlusPortals.Add(portal);
twoPlusPortalDirectionTracker[portal.Direction]++;
}
- // need to throw fairy cave into the twoPlus list if laurels is at 10 fairies
- if (portal.Region == "Secret Gathering Place" && SaveFile.GetInt(LaurelsLocation) == 3) {
- deadEndPortals.Remove(portal);
- twoPlusPortals.Add(portal);
- twoPlusPortalDirectionTracker[portal.Direction]++;
- deadEndPortalDirectionTracker[portal.Direction]--;
- }
}
}
}
- TunicLogger.LogTesting("got through step 1 of entrance rando setup");
// for keeping track of which regions and items are in logic during portal pairing
Dictionary FullInventory = new Dictionary();
- // for the portal combos
- int comboNumber = 1000;
// shops get added separately cause they're weird
int shopCount = 6;
if (GetBool(ERFixedShop)) {
- shopCount = 0;
- Portal windmillPortal = null;
- foreach (Portal portal in twoPlusPortals) {
- if (portal.SceneDestinationTag == "Overworld Redux, Windmill_") {
- windmillPortal = portal;
- twoPlusPortals.Remove(portal);
- break;
- }
- }
- Portal shopPortal = new Portal(name: "Shop Portal 1", destination: "Previous Region 1", tag: "", scene: "Shop", region: "Shop Entrance 1", direction: (int)PDir.SOUTH);
- randomizedPortals.Add(comboNumber.ToString(), new PortalCombo(windmillPortal, shopPortal));
- comboNumber++;
-
- // manually add the shop region to the inventory since it doesn't get added the normal way
- FullInventory.Add("Shop Entrance 1", 1);
+ shopCount = 1;
}
if (GetBool(PortalDirectionPairs)) {
// need all 8 shops to match up everything nicely
@@ -235,9 +332,9 @@ public static void RandomizePortals(int seed) {
if (i > 6) {
dir = (int)PDir.WEST;
}
- // manually making a portal for the shop, because it has some special properties
- Portal shopPortal = new Portal(name: $"Shop Portal {i}", destination: $"Previous Region {i}", tag: "", scene: "Shop", region: $"Shop Entrance {i}", direction: dir);
- deadEndPortals.Add(shopPortal);
+ // manually making portals for the shops because they're special
+ Portal shopPortal = new Portal(name: $"Shop Portal {i}", destination: $"Previous Region {i}", tag: "", scene: "Shop", region: $"Shop Entrance {i}", direction: dir, isDeadEnd: true);
+ portalsList.Add(shopPortal);
i++;
deadEndPortalDirectionTracker[dir]++;
}
@@ -245,134 +342,204 @@ public static void RandomizePortals(int seed) {
FullInventory.Add("Overworld", 1);
TunicUtils.AddDictToDict(FullInventory, ItemRandomizer.PopulatePrecollected());
- // it doesn't really matter if there's duplicates from the above for this
- Dictionary MaxItems = new Dictionary {
- { "Stick", 1 }, { "Sword", 1 }, { "Wand", 1 }, { "Stundagger", 1 }, { "Techbow", 1 }, { "Shotgun", 1 }, { "Hyperdash", 1 }, { "Mask", 1 },
- { "Lantern", 1 }, { "12", 1 }, { "21", 1 }, { "26", 1 }, { "Key", 2 }, { "Key (House)", 1 }, { "Hexagon Gold", 50 }
- };
- TunicUtils.AddDictToDict(FullInventory, MaxItems);
- // if laurels is at 10 fairies, remove laurels until the fairy cave is connected
- if (SaveFile.GetInt(LaurelsLocation) == 3) {
- FullInventory.Remove("Hyperdash");
- }
+ // if blue prince mode is off or this is the first time through, add all progression to the FullInventory
+ if (!ItemRandomizer.InitialRandomizationDone || !canFail) {
+ // it doesn't really matter if there's duplicates from the above for this
+ Dictionary MaxItems = new Dictionary {
+ { "Stick", 1 }, { "Sword", 1 }, { "Wand", 1 }, { "Stundagger", 1 }, { "Techbow", 1 }, { "Shotgun", 1 }, { "Mask", 1 },
+ { "Lantern", 1 }, { "12", 1 }, { "21", 1 }, { "26", 1 }, { "Key", 2 }, { "Key (House)", 1 }, { "Hexagon Gold", 50 }
+ };
+ TunicUtils.AddDictToDict(FullInventory, MaxItems);
- TunicUtils.AddStringToDict(FullInventory, PAIRING_ONLY);
-
- FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.LadderItems);
- FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.FuseItems);
- FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.BellItems);
+ // if laurels is not at 10 fairies, add laurels to the inventory
+ if (SaveFile.GetInt(LaurelsLocation) != 3) {
+ FullInventory.Add("Hyperdash", 1);
+ }
- FullInventory = UpdateReachableRegions(FullInventory);
+ TunicUtils.AddStringToDict(FullInventory, PAIRING_ONLY);
- // get the total number of regions to get before doing dead ends
- int total_nondeadend_count = 0;
- // used for generating useful error messages
- List nondeadend_regions = new List();
- foreach (KeyValuePair region in RegionDict) {
- // zig skip is only an outlet, ls elev regions shouldn't be counted here
- if (region.Value.SkipCounting) {
- continue;
- }
- // in decoupled, dead ends aren't real, they can't hurt you
- if (region.Value.DeadEnd == false || GetBool(Decoupled)) {
- nondeadend_regions.Add(region.Key);
- total_nondeadend_count++;
- }
+ FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.LadderItems);
+ FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.FuseItems);
+ FullInventory = TunicUtils.AddListToDict(FullInventory, ItemRandomizer.BellItems);
}
- // if you have decoupled on, you add all shop entrance regions, but you only have 6 shops with direction pairs off
- if (GetBool(Decoupled)) {
- if (GetBool(ERFixedShop)) {
- // fixed shop only has 1 shop entrance region
- total_nondeadend_count -= 7;
- } else if (!GetBool(PortalDirectionPairs)) {
- // if fixed shop and direction pairs are both off, there's only 6 shop entrances
- total_nondeadend_count -= 2;
- }
- } else if (GetBool(ERFixedShop)) {
- // if decoupled is off and fixed shop is on, the shop entrance is added to full inventory early, so the shop will make it in, inflating the count by 2
- total_nondeadend_count += 2;
- }
- // added fairy cave to the non-dead end regions, so it should increase the count here too
- if (SaveFile.GetInt(LaurelsLocation) == 3 && !GetBool(Decoupled)) {
- total_nondeadend_count++;
- }
- TunicLogger.LogTesting("step 2 of entrance rando setup done");
// making a second list if we're doing decoupled, a reference to the first list if not
- List twoPlusPortals2;
+ List portalsList2;
if (GetBool(Decoupled)) {
- // dead ends aren't real in decoupled
- twoPlusPortals.AddRange(deadEndPortals);
- deadEndPortals.Clear();
- twoPlusPortals2 = new List(twoPlusPortals);
+ portalsList2 = new List(portalsList);
+ } else {
+ portalsList2 = portalsList;
+ }
+
+ // -----------------------------------------------
+ // Plando Connections (for Blue Prince stuff)
+ // -----------------------------------------------
+
+ // combining this one with the next just creates pain, I promise
+ if (GetBool(FoxPrinceEnabled) && (!ItemRandomizer.InitialRandomizationDone || FoxPrince.FPRandomizedPortals.Count == 0)) {
+
+ // if fewer shops are on, we need to add the pairing to the save file now
if (GetBool(ERFixedShop)) {
- twoPlusPortals.Add(new Portal(name: "Shop Portal 1", destination: "Previous Region 1", tag: "", scene: "Shop", region: "Shop Entrance 1", direction: (int)PDir.SOUTH));
- twoPlusPortals2.Add(new Portal(name: "Windmill Entrance", destination: "Windmill", tag: "", scene: "Overworld Redux", region: "Overworld", direction: (int)PDir.NORTH));
+ SaveFile.SetString($"{FPChosenPortalPrefix} {"Windmill Entrance"}", "Shop Portal 1");
+ if (!GetBool(Decoupled)) {
+ SaveFile.SetString($"{FPChosenPortalPrefix} {"Shop Portal 1"}", "Windmill Entrance");
+ }
+ }
+
+ foreach (string key in SaveFile.stringStore.Keys) {
+ if (key.StartsWith(FPChosenPortalPrefix)) {
+ string origin = key.Substring($"{FPChosenPortalPrefix} ".Length);
+ string destination = SaveFile.stringStore[key];
+ Portal portal1 = portalsList.First(portal => portal.Name == origin);
+ Portal portal2 = portalsList.First(portal => portal.Name == destination);
+ FoxPrince.FPRandomizedPortals.Add(new PortalCombo(portal1, portal2));
+ }
}
- } else {
- twoPlusPortals2 = twoPlusPortals;
}
- TunicLogger.LogTesting("created the secondary portal lists");
+ foreach (KeyValuePair portalPair in plando) {
+ string portal1name = portalPair.Key;
+ string portal2name = portalPair.Value;
+ Portal portal1 = null;
+ Portal portal2 = null;
+ foreach (Portal portal in portalsList) {
+ if (portal.Name == portal1name) {
+ portal1 = portal;
+ break;
+ }
+ }
+ foreach (Portal portal in portalsList2) {
+ if (portal.Name == portal2name) {
+ portal2 = portal;
+ break;
+ }
+ }
- bool TooFewPortalsForDirectionPairs(int direction, int offset = 0) {
- if (twoPlusPortalDirectionTracker[direction] <= deadEndPortalDirectionTracker[directionPairs[direction]] + offset) {
- return false;
+ if (portal1 != null) {
+ portalsList.Remove(portal1);
+ } else {
+ TunicLogger.LogError($"Error finding portal1 {portal1name} in plando stuff");
}
- if (twoPlusPortalDirectionTracker[directionPairs[direction]] <= deadEndPortalDirectionTracker[direction] + offset) {
- return false;
+
+ if (portal2 != null) {
+ portalsList2.Remove(portal2);
+ } else {
+ TunicLogger.LogError($"Error finding portal2 {portal2name} in plando stuff");
+ }
+
+ // this probably can't get hit, remove later after confirming that
+ if (portal1 == null || portal2 == null) {
+ TunicLogger.LogError("Error in plando connection stuff while finding the portal names!");
+ }
+
+ randomizedPortals.Add(new PortalCombo(portal1, portal2));
+
+ if (portal1.IsDeadEnd) {
+ deadEndPortalDirectionTracker[portal1.Direction]--;
+ } else {
+ twoPlusPortalDirectionTracker[portal1.Direction]--;
+ }
+ if (portal2.IsDeadEnd) {
+ deadEndPortalDirectionTracker[portal2.Direction]--;
+ } else {
+ twoPlusPortalDirectionTracker[portal2.Direction]--;
}
- return true;
}
- bool VerifyDirectionPair(Portal portal1, Portal portal2) {
- return portal1.Direction == directionPairs[portal2.Direction];
+ // add the plando'd connections to the traversal reqs
+ foreach (PortalCombo portalCombo in randomizedPortals) {
+ Portal p1 = portalCombo.Portal1;
+ Portal p2 = portalCombo.Portal2;
+ if (!ModifiedTraversalReqs.ContainsKey(p1.Region)) {
+ ModifiedTraversalReqs[p1.Region] = new Dictionary>>();
+ }
+ ModifiedTraversalReqs[portalCombo.Portal1.Region][portalCombo.Portal2.OutletRegion()] = new List>();
+ if (!decoupledEnabled) {
+ if (!ModifiedTraversalReqs.ContainsKey(p2.Region)) {
+ ModifiedTraversalReqs[p2.Region] = new Dictionary>>();
+ }
+ ModifiedTraversalReqs[portalCombo.Portal2.Region][portalCombo.Portal1.OutletRegion()] = new List>();
+ }
}
- bool decoupledEnabled = GetBool(Decoupled);
- bool dirPairsEnabled = GetBool(PortalDirectionPairs);
+ bool TooFewPortalsForDirectionPairs(int direction, int offset = 0) {
+ if (twoPlusPortalDirectionTracker[direction] <= deadEndPortalDirectionTracker[DirectionPairs[direction]] + offset) {
+ return true;
+ }
+ if (twoPlusPortalDirectionTracker[DirectionPairs[direction]] <= deadEndPortalDirectionTracker[direction] + offset) {
+ return true;
+ }
+ return false;
+ }
// -----------------------------------------------
// Portal Pairing Starts Here
// -----------------------------------------------
- TunicUtils.ShuffleList(twoPlusPortals, seed);
+ List alreadyCheckedLocations = new List();
+
+ if (canFail) {
+ foreach (Check check in ItemRandomizer.ProgressionLocations.Values) {
+ if (check.IsCompletedOrCollected) {
+ alreadyCheckedLocations.Add(check);
+ TunicUtils.AddStringAndQuantityToDict(FullInventory, check.Reward.Name, check.Reward.Amount);
+ }
+ }
+ (FullInventory, alreadyCheckedLocations) = UpdateReachableRegionsAndPickUpItems(FullInventory, alreadyCheckedLocations);
+ } else {
+ FullInventory = UpdateReachableRegions(FullInventory);
+ }
+
+ TunicUtils.ShuffleList(portalsList, seed);
+ TunicUtils.ShuffleList(portalsList2, seed);
List southProblems = new List { "Ziggurat Upper to Ziggurat Entry Hallway", "Ziggurat Tower to Ziggurat Upper", "Forest Belltower to Guard Captain Room" };
int failCount = 0;
int previousConnNum = 0;
- while (FullInventory.Where(name => RegionDict.ContainsKey(name.Key)).ToList().Count < total_nondeadend_count) {
+ List allRegions = new List();
+ foreach (KeyValuePair region in RegionDict) {
+ if (region.Value.SkipCounting) continue;
+ if (!dirPairsEnabled && (region.Key == "Shop Entrance 7" || region.Key == "Shop Entrance 8")) continue;
+ if (GetBool(ERFixedShop) && region.Key.StartsWith("Shop Entrance") && region.Key != "Shop Entrance 1") continue;
+ if (region.Key.StartsWith("LS Elev") && SaveFile.GetInt(LadderStorageDifficulty) == 0) continue;
+ allRegions.Add(region.Key);
+ }
+
+ while (FullInventory.Keys.Where(region => RegionDict.ContainsKey(region) && !RegionDict[region].SkipCounting).ToList().Count < allRegions.Count()) {
Portal portal1 = null;
Portal portal2 = null;
if (previousConnNum == FullInventory.Count) {
failCount++;
if (failCount > 500) {
- TunicLogger.LogInfo("---------------------------------------");
- TunicLogger.LogError("Failed to pair regions in ER.");
- TunicLogger.LogInfo("If there are regions missing, they are as follows:");
- foreach (string region in nondeadend_regions) {
- if (!FullInventory.ContainsKey(region)) {
- TunicLogger.LogInfo(region);
- }
+ if (canFail) {
+ return null;
}
TunicLogger.LogInfo("---------------------------------------");
- TunicLogger.LogInfo("Remaining portals in twoPlusPortals are:");
- foreach (Portal debugportal in twoPlusPortals) {
+ TunicLogger.LogInfo("Remaining portals in portalsList are:");
+ foreach (Portal debugportal in portalsList) {
TunicLogger.LogInfo(debugportal.Name);
}
TunicLogger.LogInfo("---------------------------------------");
+ TunicLogger.LogInfo("The difference between allRegions and the regions in FullInventory is:");
+ foreach (string r in allRegions) {
+ if (!FullInventory.Keys.Where(region => RegionDict.ContainsKey(region) && !RegionDict[region].SkipCounting).ToList().Contains(r)) {
+ TunicLogger.LogInfo(r);
+ }
+ }
+ TunicLogger.LogInfo("---------------------------------------");
TunicLogger.LogInfo("The contents of FullInventory are:");
foreach (string thing in FullInventory.Keys) {
TunicLogger.LogInfo(thing);
+ if (thing == "Sword Progression") {
+ TunicLogger.LogInfo($"Quantity: {FullInventory[thing]}");
+ }
}
TunicLogger.LogInfo("---------------------------------------");
TunicLogger.LogInfo("This will now reroll the entrances and try again.");
TunicLogger.LogInfo("If you see this, please report it to the TUNIC rando devs, and give them the log file.");
- //throw new System.Exception("Failed to pair portals.");
// reroll, hopefully this shouldn't be common at all
- RandomizePortals(seed + 1);
- return;
+ return RandomizePortals(seed + 1);
}
} else {
failCount = 0;
@@ -380,225 +547,217 @@ bool VerifyDirectionPair(Portal portal1, Portal portal2) {
previousConnNum = FullInventory.Count;
// find a portal in a region we can currently reach
- foreach (Portal portal in twoPlusPortals) {
- if (FullInventory.ContainsKey(portal.Region)) {
- // if direction pairs is enabled, we need to make sure we're not taking up too many portals in one direction
- if (!decoupledEnabled && dirPairsEnabled) {
- if (!TooFewPortalsForDirectionPairs(portal.Direction)) {
- continue;
- }
- }
+ foreach (Portal portal in portalsList) {
+ if (CanUsePortal(portal, FullInventory)) {
portal1 = portal;
- twoPlusPortals.Remove(portal);
+ portalsList.Remove(portal);
break;
}
}
if (portal1 == null) {
+ if (canFail) {
+ return null;
+ }
// it will fail after this
- TunicLogger.LogError("something messed up in portal pairing for portal 1");
+ TunicLogger.LogError("something messed up in portal pairing for portal 1 in RandomizePortals");
TunicLogger.LogInfo("if there are regions missing, they are as follows:");
- foreach (string region in nondeadend_regions) {
+ foreach (string region in allRegions) {
if (!FullInventory.ContainsKey(region)) {
TunicLogger.LogInfo(region);
}
}
- TunicLogger.LogInfo("remaining portals in twoPlusPortals are:");
- foreach (Portal debugportal in twoPlusPortals) {
+ TunicLogger.LogInfo("remaining portals in portalsList are:");
+ foreach (Portal debugportal in portalsList) {
TunicLogger.LogInfo(debugportal.Name);
}
// reroll, hopefully this shouldn't be common at all
- RandomizePortals(seed + 1);
- return;
+ TunicLogger.LogInfo("Rerolling in first phase in RandomizePortals");
+ return RandomizePortals(seed + 1);
}
- foreach (Portal portal in twoPlusPortals2) {
+ foreach (Portal portal in portalsList2) {
if (!FullInventory.ContainsKey(portal.Region)) {
- // if secret gathering place gets paired really late and you have the laurels plando on, you can run out pretty easily
- if (twoPlusPortals2.Count < 80 && portal.Region != "Secret Gathering Place" && !FullInventory.ContainsKey("Hyperdash") && SaveFile.GetInt(LaurelsLocation) == 3) {
- TunicLogger.LogTesting("Continuing to wait for Secret Gathering Place");
- continue;
- }
- if (dirPairsEnabled && !VerifyDirectionPair(portal1, portal)) {
- continue;
- }
- if (!decoupledEnabled && dirPairsEnabled) {
- bool shouldContinue = false;
- // the south problem portals are all effectively one ways
- southProblems.RemoveAll(item => FullInventory.ContainsKey(item));
- if (portal.Direction == (int)PDir.SOUTH && !southProblems.Contains(portal.Name) && southProblems.Count > 0 && !TooFewPortalsForDirectionPairs(portal.Direction, offset: southProblems.Count)) {
- foreach (Portal testPortal in twoPlusPortals) {
- if (southProblems.Contains(testPortal.Name)) {
- TunicLogger.LogTesting("Will continue to avoid south problems");
- shouldContinue = true;
+ if (deplando.Any(item => item.Item1 == portal1.Name && item.Item2 == portal.Name)) continue;
+ if (dirPairsEnabled) {
+ if (!VerifyDirectionPair(portal1, portal)) continue;
+ if (!decoupledEnabled) {
+ // we don't want to run out of spots for dead ends to go
+ if (!portal.IsDeadEnd && TooFewPortalsForDirectionPairs(portal1.Direction)) {
+ continue;
+ }
+ if (!portal.IsDeadEnd && portal.Direction == (int)PDir.FLOOR && TooFewPortalsForDirectionPairs(portal1.Direction, offset: 1)) {
+ // if you're connecting a floor portal to a floor portal, and they're both not one-ways, then you're pulling 2 out of the pool instead of 1
+ continue;
+ }
+ bool shouldContinue = false;
+ // the south problem portals are all effectively one ways
+ southProblems.RemoveAll(item => FullInventory.ContainsKey(item));
+ if (portal.Direction == (int)PDir.SOUTH && !southProblems.Contains(portal.Name) && southProblems.Count > 0 && TooFewPortalsForDirectionPairs(portal.Direction, offset: southProblems.Count)) {
+ foreach (Portal testPortal in portalsList) {
+ if (southProblems.Contains(testPortal.Name)) {
+ TunicLogger.LogTesting("Will continue to avoid south problems");
+ shouldContinue = true;
+ }
}
}
- }
- if (portal.Direction == (int)PDir.LADDER_DOWN
- || portal.Direction == (int)PDir.LADDER_UP && portal.Name != "Frog's Domain Ladder Exit" && !TooFewPortalsForDirectionPairs(portal.Direction, offset: 1)) {
- foreach (Portal testPortal in twoPlusPortals) {
- if (testPortal.Name == "Frog's Domain Ladder Exit") {
- TunicLogger.LogTesting("Will continue to avoid Frog's Domain Ladder Exit issue");
- shouldContinue = true;
+ if (portal.Direction == (int)PDir.LADDER_DOWN
+ || portal.Direction == (int)PDir.LADDER_UP && portal.Name != "Frog's Domain Ladder Exit" && TooFewPortalsForDirectionPairs(portal.Direction, offset: 1)) {
+ foreach (Portal testPortal in portalsList) {
+ if (testPortal.Name == "Frog's Domain Ladder Exit") {
+ TunicLogger.LogTesting("Will continue to avoid Frog's Domain Ladder Exit issue");
+ shouldContinue = true;
+ }
}
}
- }
- if (shouldContinue) {
- continue;
+ if (shouldContinue) continue;
}
}
+
+ // if secret gathering place gets paired really late and you have the laurels plando on, you can run out pretty easily
+ if (((portalsList2.Count < 80 && !foxPrinceEnabled) || portalsList2.Count < 40) && portal.Region != "Secret Gathering Place" && !FullInventory.ContainsKey("Hyperdash") && SaveFile.GetInt(LaurelsLocation) == 3) {
+ TunicLogger.LogTesting("Continuing to wait for Secret Gathering Place");
+ continue;
+ }
+
portal2 = portal;
if (!FullInventory.ContainsKey(portal2.OutletRegion())) {
FullInventory.Add(portal2.OutletRegion(), 1);
}
- twoPlusPortals2.Remove(portal);
+ portalsList2.Remove(portal);
break;
}
}
if (portal2 == null) {
if (dirPairsEnabled) {
- twoPlusPortals.Add(portal1);
+ portalsList.Add(portal1);
continue;
} else {
+ if (canFail) {
+ return null;
+ }
TunicLogger.LogInfo("---------------------------------------");
- TunicLogger.LogError("something messed up in portal pairing for portal 2");
+ TunicLogger.LogError("something messed up in portal pairing for portal 2, rerolling in RandomizePortals");
+ TunicLogger.LogInfo("if there are regions missing, they are as follows:");
+ foreach (string region in allRegions) {
+ if (!FullInventory.ContainsKey(region)) {
+ TunicLogger.LogInfo(region);
+ }
+ }
+ TunicLogger.LogInfo("remaining portals in portalsList are:");
+ foreach (Portal debugportal in portalsList) {
+ TunicLogger.LogInfo(debugportal.Name);
+ }
// reroll, hopefully this shouldn't be common at all
- RandomizePortals(seed + 1);
- return;
+ return RandomizePortals(seed + 1);
}
}
- FullInventory = UpdateReachableRegions(FullInventory);
+ if (canFail) {
+ (FullInventory, alreadyCheckedLocations) = UpdateReachableRegionsAndPickUpItems(FullInventory, alreadyCheckedLocations);
+ } else {
+ FullInventory = UpdateReachableRegions(FullInventory);
+ }
// add the portal combo to the randomized portals list
- randomizedPortals.Add(comboNumber.ToString(), new PortalCombo(portal1, portal2));
- twoPlusPortalDirectionTracker[portal1.Direction]--;
- twoPlusPortalDirectionTracker[portal2.Direction]--;
- comboNumber++;
-
- if (!FullInventory.ContainsKey(portal1.OutletRegion())) {
- FullInventory.Add(portal1.OutletRegion(), 1);
+ randomizedPortals.Add(new PortalCombo(portal1, portal2));
+ if (portal1.IsDeadEnd) {
+ deadEndPortalDirectionTracker[portal1.Direction]--;
+ } else {
+ twoPlusPortalDirectionTracker[portal1.Direction]--;
}
- // if laurels is at fairy cave, add it when we connect fairy cave
- if (portal2.Region == "Secret Gathering Place" && SaveFile.GetInt(LaurelsLocation) == 3) {
- TunicLogger.LogTesting("Adding the laurels, aka hyperdash, to the inventory");
- FullInventory.Add("Hyperdash", 1);
+ if (portal2.IsDeadEnd) {
+ deadEndPortalDirectionTracker[portal2.Direction]--;
+ } else {
+ twoPlusPortalDirectionTracker[portal2.Direction]--;
}
-
- TunicUtils.ShuffleList(twoPlusPortals, seed);
- if (twoPlusPortals != twoPlusPortals2) {
- TunicUtils.ShuffleList(twoPlusPortals2, seed);
- }
- }
- TunicLogger.LogTesting("done pairing twoplusportals");
-
- // if we run into issues again, these were very helpful in diagnosing them
- //TunicLogger.LogInfo("\nIf there are regions missing, they are as follows:");
- //foreach (string region in nondeadend_regions) {
- // if (!FullInventory.ContainsKey(region)) {
- // TunicLogger.LogInfo(region);
- // }
- //}
- //TunicLogger.LogInfo("\nInventory:");
- //foreach (string thing in FullInventory.Keys) {
- // TunicLogger.LogInfo(thing);
- //}
-
- // since the dead ends only have one exit, we just append them 1 to 1 to a random portal in the two plus list
- TunicUtils.ShuffleList(deadEndPortals, seed);
- TunicUtils.ShuffleList(twoPlusPortals, seed);
-
- // pair dead end portals to non-dead end portals
- while (deadEndPortals.Count > 0) {
- Portal portal1 = deadEndPortals[0];
- bool foundPair = false;
- foreach (Portal portal2 in twoPlusPortals) {
- if (GetBool(PortalDirectionPairs) && directionPairs[portal1.Direction] != portal2.Direction) {
- continue;
- }
- // don't pair this to a dead end, only an issue in fewer shops
- if (portal2.Region == "Zig Skip Exit") {
- continue;
- }
- randomizedPortals.Add(comboNumber.ToString(), new PortalCombo(portal1, portal2));
- comboNumber++;
- twoPlusPortals.Remove(portal2);
- deadEndPortals.RemoveAt(0);
- foundPair = true;
- break;
- }
- if (foundPair == false) {
- TunicUtils.ShuffleList(deadEndPortals, seed);
+ // this is at the end so that if it needs to retry portal 1 after not finding an appropriate portal 2,
+ // that the portal 1 it just tried is now at the end of the portal list
+ // since it can and will shuffle 500 times without ever finding the answer
+ TunicUtils.ShuffleList(portalsList, seed);
+ if (portalsList != portalsList2) {
+ TunicUtils.ShuffleList(portalsList2, seed);
}
}
+ TunicLogger.LogTesting("done pairing portalsList");
- // now we have every region accessible
- // the twoPlusPortals list still has items left in it, so now we pair them off
+ // now we have every region accessible, and every dead end should be connected, so it's time to connect loose ends
int finalPairLoopNumber = 0;
- while (twoPlusPortals.Count > 0) {
+ while (portalsList.Count > 0) {
finalPairLoopNumber++;
if (finalPairLoopNumber > 10000) {
+ if (canFail) {
+ return null;
+ }
TunicLogger.LogError("Failed to pair portals while pairing the final entrances off to each other");
- TunicLogger.LogInfo("Remaining portals in twoPlusPortals:");
- foreach (Portal portal in twoPlusPortals) {
+ TunicLogger.LogInfo("Remaining portals in portalsList:");
+ foreach (Portal portal in portalsList) {
TunicLogger.LogInfo(portal.Name);
}
- TunicLogger.LogInfo("Remaining portals in twoPlusPortals2:");
- foreach (Portal portal in twoPlusPortals2) {
+ TunicLogger.LogInfo("Remaining portals in portalsList2:");
+ foreach (Portal portal in portalsList2) {
TunicLogger.LogInfo(portal.Name);
}
// reroll, hopefully this shouldn't be common at all
- RandomizePortals(seed + 1);
- return;
+ TunicLogger.LogInfo("Rerolling during last phase in RandomizePortals");
+ return RandomizePortals(seed + 1);
}
- Portal portal1 = twoPlusPortals[0];
- twoPlusPortals.RemoveAt(0);
+ Portal portal1 = portalsList[0];
+ portalsList.RemoveAt(0);
Portal portal2 = null;
if (!dirPairsEnabled) {
- portal2 = twoPlusPortals2[0];
- twoPlusPortals2.RemoveAt(0);
+ portal2 = portalsList2[0];
+ portalsList2.RemoveAt(0);
} else {
- foreach (Portal portal in twoPlusPortals2) {
- if (directionPairs[portal1.Direction] == portal.Direction) {
+ foreach (Portal portal in portalsList2) {
+ if (DirectionPairs[portal1.Direction] == portal.Direction) {
portal2 = portal;
- twoPlusPortals2.Remove(portal);
+ portalsList2.Remove(portal);
break;
}
}
}
if (portal2 == null) {
+ if (canFail) {
+ return null;
+ }
// it will fail after this
TunicLogger.LogInfo("---------------------------------------");
TunicLogger.LogError("something went wrong with the remaining two plus portals");
TunicLogger.LogInfo("portal 1 is: " + portal1.Name);
TunicLogger.LogInfo("remaining portals in twoPlusPortals are:");
- foreach (Portal debugportal in twoPlusPortals) {
+ foreach (Portal debugportal in portalsList) {
TunicLogger.LogInfo(debugportal.Name);
}
- foreach (PortalCombo combo in randomizedPortals.Values) {
+ foreach (PortalCombo combo in randomizedPortals) {
if (combo.Portal1.Direction == portal1.Direction || combo.Portal2.Direction == portal1.Direction) {
TunicLogger.LogInfo("Possible error combo: " + combo.Portal1.Name + " and " + combo.Portal2.Name);
}
}
- //throw new System.Exception("Failed to pair portals in the end step");
// reroll, hopefully this shouldn't be common at all
- RandomizePortals(seed + 1);
- return;
+ TunicLogger.LogInfo("Rerolling portals in last phase because we couldn't find a match in RandomizePortals");
+ return RandomizePortals(seed + 1);
+ }
+ if (deplando.Any(item => item.Item1 == portal1.Name && item.Item2 == portal2.Name)) {
+ portalsList.Add(portal1);
+ portalsList2.Add(portal2);
+ TunicUtils.ShuffleList(portalsList, seed);
+ TunicUtils.ShuffleList(portalsList2, seed);
+ continue;
}
- randomizedPortals.Add(comboNumber.ToString(), new PortalCombo(portal1, portal2));
- comboNumber++;
- }
- // now we add it to the actual, kept portal list, based on whether decoupled is on
- foreach (KeyValuePair portalCombo in randomizedPortals) {
- RandomizedPortals.Add(portalCombo.Key, portalCombo.Value);
- if (!GetBool(Decoupled)) {
- RandomizedPortals.Add(comboNumber.ToString(), new PortalCombo(portalCombo.Value.Portal2, portalCombo.Value.Portal1));
- comboNumber++;
+ randomizedPortals.Add(new PortalCombo(portal1, portal2));
+ }
+ // if we're not in decoupled, we want to make the portal list include both directions
+ if (!decoupledEnabled) {
+ List allRandomizedPortals = new List(randomizedPortals);
+ foreach (PortalCombo portalCombo in randomizedPortals) {
+ allRandomizedPortals.Add(new PortalCombo(portalCombo.Portal2, portalCombo.Portal1));
}
+ randomizedPortals = allRandomizedPortals;
}
- ModifiedTraversalReqs = TrickLogic.TraversalReqsWithLS(ModifiedTraversalReqs);
+ return randomizedPortals;
}
// shops will be formatted like "Shop, 3_" for Shop Portal 3, instead of the current "Shop, Previous Region_"
@@ -609,7 +768,6 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
List portalsList = new List();
// equivalent of doing TraversalReqs.copy() in python
ModifiedTraversalReqs = TunicUtils.DeepCopyTraversalReqs();
- int comboNumber = 1000;
foreach (KeyValuePair>> scene_group in RegionPortalsList) {
string scene_name = scene_group.Key;
@@ -617,7 +775,7 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
string region_name = region_group.Key;
List region_portals = region_group.Value;
foreach (TunicPortal tunicPortal in region_portals) {
- Portal portal = new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name, direction: tunicPortal.Direction);
+ Portal portal = new Portal(name: tunicPortal.Name, destination: tunicPortal.Destination, tag: tunicPortal.Tag, scene: scene_name, region: region_name, direction: tunicPortal.Direction, isDeadEnd: true);
portalsList.Add(portal);
}
}
@@ -632,7 +790,7 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
Portal portal2 = null;
// for backwards compatibility with older apworlds that don't have numbered shop portals
if (portal2SDT == "Shop, Previous Region_") {
- portal2 = new Portal(name: $"Shop Portal {backwards_compat_shop_num}", destination: $"Previous Region {backwards_compat_shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {backwards_compat_shop_num}", direction: (int)PDir.NONE);
+ portal2 = new Portal(name: $"Shop Portal {backwards_compat_shop_num}", destination: $"Previous Region {backwards_compat_shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {backwards_compat_shop_num}", direction: (int)PDir.NONE, isDeadEnd: true);
backwards_compat_shop_num++;
}
foreach (Portal portal in portalsList) {
@@ -653,7 +811,7 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
if (shop_num == "7" || shop_num == "8") {
dir = (int)PDir.WEST;
}
- portal1 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir);
+ portal1 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir, isDeadEnd: true);
if (!ModifiedTraversalReqs.ContainsKey($"Shop Entrance {shop_num}")) {
ModifiedTraversalReqs.Add($"Shop Entrance {shop_num}", new Dictionary>> { { "Shop", new List> { } } });
}
@@ -664,19 +822,17 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
if (shop_num == "7" || shop_num == "8") {
dir = (int)PDir.WEST;
}
- portal2 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir);
+ portal2 = new Portal(name: $"Shop Portal {shop_num}", destination: $"Previous Region {shop_num}", tag: "", scene: "Shop", region: $"Shop Entrance {shop_num}", direction: dir, isDeadEnd: true);
if (!ModifiedTraversalReqs.ContainsKey($"Shop Entrance {shop_num}")) {
ModifiedTraversalReqs.Add($"Shop Entrance {shop_num}", new Dictionary>> { { "Shop", new List> { } } });
}
}
PortalCombo portalCombo = new PortalCombo(portal1, portal2);
- RandomizedPortals.Add(comboNumber.ToString(), portalCombo);
- comboNumber++;
+ RandomizedPortals.Add(portalCombo);
// if decoupled is off, we want to make reverse pairs
if (!GetBool(Decoupled)) {
PortalCombo reversePortalCombo = new PortalCombo(portal2, portal1);
- RandomizedPortals.Add(comboNumber.ToString(), reversePortalCombo);
- comboNumber++;
+ RandomizedPortals.Add(reversePortalCombo);
}
}
ModifiedTraversalReqs = TrickLogic.TraversalReqsWithLS(ModifiedTraversalReqs);
@@ -684,6 +840,21 @@ public static void CreatePortalPairs(Dictionary APPortalStrings)
// a function to apply the randomized portal list to portals during onSceneLoaded
public static void ModifyPortals(string scene_name, bool sending = false) {
+ if (GetBool(FoxPrinceEnabled)) {
+ RandomizedPortals = new List(FoxPrince.FPRandomizedPortals);
+ TunicLogger.LogInfo("modifying portal names");
+ foreach (PortalCombo pc in RandomizedPortals) {
+ TunicLogger.LogInfo(pc.Portal1.Name);
+ TunicLogger.LogInfo(pc.Portal2.Name);
+ TunicLogger.LogInfo("--");
+ }
+ ModifiedTraversalReqs = TrickLogic.TraversalReqsWithLS(TunicUtils.DeepCopyTraversalReqs());
+ if (FoxPrince.UpdateSignsFlag) {
+ Hints.CreateSignHints();
+ GhostHints.GenerateItemHints();
+ FoxPrince.UpdateSignsFlag = false;
+ }
+ }
// we turn this off to not let you walk back through before it is modified the second time
if (sending == true && storedPortal != null) {
// if the old house door paired itself, move the fox outside the door so they don't get locked in an infinite loop, even though that's kinda funny
@@ -706,19 +877,11 @@ public static void ModifyPortals(string scene_name, bool sending = false) {
newSpawn.transform.parent = newPortal.transform;
newPortal.AddComponent();
// find which portal combo led to this shop, also flip the shop if it should be flipped
- foreach (KeyValuePair portalCombo in RandomizedPortals) {
- if (PlayerCharacterSpawn.portalIDToSpawnAt.EndsWith(portalCombo.Key)) {
- TunicLogger.LogTesting("Portal 1 is " + portalCombo.Value.Portal1.Name);
- TunicLogger.LogTesting("Portal 2 is " + portalCombo.Value.Portal2.Name);
- newPortal.GetComponent().destinationSceneName = portalCombo.Value.Portal2.Destination;
- newPortal.GetComponent().id = portalCombo.Value.Portal2.Tag;
- if (portalCombo.Value.FlippedShop() == true) {
- TunicLogger.LogTesting("Flipped shop true");
- shopPortal.TryCast().flippedCameraZone.enabled = true;
- } else {
- TunicLogger.LogTesting("Flipped shop false");
- shopPortal.TryCast().flippedCameraZone.enabled = false;
- }
+ foreach (PortalCombo portalCombo in RandomizedPortals) {
+ if (PlayerCharacterSpawn.portalIDToSpawnAt.EndsWith(portalCombo.ComboTag)) {
+ newPortal.GetComponent().destinationSceneName = portalCombo.Portal2.Destination;
+ newPortal.GetComponent().id = portalCombo.Portal2.Tag;
+ shopPortal.TryCast().flippedCameraZone.enabled = portalCombo.FlippedShop;
}
}
// I don't actually know if all of these are necessary, but it does work with all of them so
@@ -741,7 +904,7 @@ public static void ModifyPortals(string scene_name, bool sending = false) {
}
}
}
-
+
var Portals = Resources.FindObjectsOfTypeAll().Where(portal => portal.gameObject.scene.name == SceneManager.GetActiveScene().name
&& !portal.FullID.Contains("customfasttravel") && !portal.id.Contains("customfasttravel"));
foreach (var portal in Portals) {
@@ -761,10 +924,10 @@ public static void ModifyPortals(string scene_name, bool sending = false) {
PlayerCharacterPatches.failsafeSpawnPoint = portal.playerSpawnTransform;
}
// go through the list of randomized portals and see if the first portal matches the one we're looking at
- foreach (KeyValuePair portalCombo in RandomizedPortals) {
- string comboTag = portalCombo.Key;
- Portal portal1 = portalCombo.Value.Portal1;
- Portal portal2 = portalCombo.Value.Portal2;
+ foreach (PortalCombo portalCombo in RandomizedPortals) {
+ Portal portal1 = portalCombo.Portal1;
+ Portal portal2 = portalCombo.Portal2;
+ string comboTag = portalCombo.ComboTag;
if (sending == false) {
if (portal2.Scene == scene_name && portal2.DestinationTag == portal.FullID) {
@@ -807,9 +970,9 @@ public static void ModifyPortals(string scene_name, bool sending = false) {
OldHouseDoorUnstuck = true;
} else {
// if you're in decoupled, we want to make sure the door leads to a problem spot, not just from a problem spot
- foreach (KeyValuePair portalCombo2 in RandomizedPortals) {
- if (portalCombo2.Value.Portal1.Name == "Overworld Redux, Overworld Interiors_house") {
- if (ladderPortals.Contains(portalCombo2.Value.Portal2.SceneDestinationTag)) {
+ foreach (PortalCombo portalCombo2 in RandomizedPortals) {
+ if (portalCombo2.Portal1.Name == "Overworld Redux, Overworld Interiors_house") {
+ if (ladderPortals.Contains(portalCombo2.Portal2.SceneDestinationTag)) {
OldHouseDoorUnstuck = true;
}
break;
@@ -835,21 +998,28 @@ public static void ModifyPortals(string scene_name, bool sending = false) {
}
}
}
+
+ if (GetBool(FoxPrinceEnabled)) {
+ ModifyPortalNames(scene_name);
+ }
}
// for non-ER, just modifies the portal names -- this is useful for the FairyTargets for the entrance seeking spell
public static void ModifyPortalNames(string scene_name) {
var Portals = Resources.FindObjectsOfTypeAll().Where(portal => portal.gameObject.scene.name == SceneManager.GetActiveScene().name
&& !portal.FullID.Contains("customfasttravel") && !portal.id.Contains("customfasttravel"));
+ if (ERData.VanillaPortals.Count == 0) {
+ ERScripts.SetupVanillaPortals();
+ }
foreach (var portal in Portals) {
// skips the extra west garden shop portal
if (!portal.isActiveAndEnabled) {
continue;
}
// go through the list of randomized portals and see if the first portal matches the one we're looking at
- foreach (KeyValuePair portalCombo in ERData.VanillaPortals) {
- Portal portal1 = portalCombo.Value.Portal1;
- Portal portal2 = portalCombo.Value.Portal2;
+ foreach (PortalCombo portalCombo in ERData.VanillaPortals) {
+ Portal portal1 = portalCombo.Portal1;
+ Portal portal2 = portalCombo.Portal2;
if (portal1.Scene == scene_name && portal1.DestinationTag == portal.FullID) {
portal.name = portal1.Name;
@@ -870,21 +1040,21 @@ public static void MarkPortals() {
continue;
}
if (portal.FullID == PlayerCharacterSpawn.portalIDToSpawnAt) {
- foreach (KeyValuePair portalCombo in RandomizedPortals) {
- if (portal.name == portalCombo.Value.Portal2.Name && (portal.name != "Shop Portal" || (portal.name == "Shop Portal" && portalCombo.Value.Portal1.Scene == SceneManager.GetActiveScene().name))) {
- if (SaveFile.GetInt("randomizer entered portal " + portalCombo.Value.Portal1.Name) == 0) {
- SaveFile.SetInt("randomizer entered portal " + portalCombo.Value.Portal1.Name, 1);
+ foreach (PortalCombo portalCombo in RandomizedPortals) {
+ if (portal.name == portalCombo.Portal2.Name && (portal.name != "Shop Portal" || (portal.name == "Shop Portal" && portalCombo.Portal1.Scene == SceneManager.GetActiveScene().name))) {
+ if (SaveFile.GetInt("randomizer entered portal " + portalCombo.Portal1.Name) == 0) {
+ SaveFile.SetInt("randomizer entered portal " + portalCombo.Portal1.Name, 1);
if (IsArchipelago()) {
- string key = $"{portalCombo.Value.Portal1.Scene}, {portalCombo.Value.Portal1.Destination}_{portalCombo.Value.Portal1.Tag}";
+ string key = $"{portalCombo.Portal1.Scene}, {portalCombo.Portal1.Destination}_{portalCombo.Portal1.Tag}";
Archipelago.instance.integration.UpdateDataStorage(key, true);
}
}
// if decoupled is off, we can just mark the other side of the portal too
if (!GetBool(Decoupled)) {
- if (SaveFile.GetInt("randomizer entered portal " + portalCombo.Value.Portal2.Name) == 0) {
- SaveFile.SetInt("randomizer entered portal " + portalCombo.Value.Portal2.Name, 1);
+ if (SaveFile.GetInt("randomizer entered portal " + portalCombo.Portal2.Name) == 0) {
+ SaveFile.SetInt("randomizer entered portal " + portalCombo.Portal2.Name, 1);
if (IsArchipelago()) {
- string key = $"{portalCombo.Value.Portal2.Scene}, {portalCombo.Value.Portal2.Destination}_{portalCombo.Value.Portal2.Tag}";
+ string key = $"{portalCombo.Portal2.Scene}, {portalCombo.Portal2.Destination}_{portalCombo.Portal2.Tag}";
Archipelago.instance.integration.UpdateDataStorage(key, true);
}
}
@@ -894,62 +1064,6 @@ public static void MarkPortals() {
}
}
}
-
- public static string FindPortalRegionFromName(string portalName) {
- foreach (Dictionary> regionGroups in RegionPortalsList.Values) {
- foreach (KeyValuePair> regionGroup in regionGroups) {
- string regionName = regionGroup.Key;
- foreach (TunicPortal portal in regionGroup.Value) {
- if (portal.Name == portalName) {
- return regionName;
- }
- }
- }
- }
- // returning this if it fails, since that makes some FairyTarget stuff easier
- return "FindPortalRegionFromName failed to find a match";
- }
-
- public static string FindPairedPortalSceneFromName(string portalName) {
- Dictionary portalList;
- if (GetBool(EntranceRando)) {
- portalList = ERData.RandomizedPortals;
- } else {
- portalList = ERData.VanillaPortals;
- }
- foreach (PortalCombo portalCombo in portalList.Values) {
- if (portalCombo.Portal1.Name == portalName) {
- return portalCombo.Portal2.Scene;
- }
- }
- // returning this if it fails, since that makes some FairyTarget stuff easier
- return "FindPairedPortalSceneFromName failed to find a match";
- }
-
- public static string FindPairedPortalRegionFromSDT(string portalSDT) {
- Dictionary portalList;
- if (GetBool(EntranceRando)) {
- portalList = ERData.RandomizedPortals;
- } else {
- if (ERData.VanillaPortals.Count == 0) {
- SetupVanillaPortals();
- }
- portalList = ERData.VanillaPortals;
- }
- foreach (PortalCombo portalCombo in portalList.Values) {
- if (portalCombo.Portal1.SceneDestinationTag == portalSDT) {
- return portalCombo.Portal2.OutletRegion();
- }
- }
- TunicLogger.LogInfo("portalSDT is " + portalSDT);
- foreach (PortalCombo portalCombo in portalList.Values) {
- TunicLogger.LogInfo(portalCombo.Portal1.SceneDestinationTag);
- }
-
- // returning this if it fails, since that makes some FairyTarget stuff easier
- return "FindPairedPortalRegionFromSDT failed to find a match";
- }
-
}
public class FoxgodDecoupledTeleporter : MonoBehaviour {
diff --git a/src/Patches/FairyTargets.cs b/src/Patches/FairyTargets.cs
index cc9fcfb2..61d58e68 100644
--- a/src/Patches/FairyTargets.cs
+++ b/src/Patches/FairyTargets.cs
@@ -100,7 +100,7 @@ public static void CreateLoadZoneTargets() {
foreach (ScenePortal ScenePortal in Resources.FindObjectsOfTypeAll()) {
if (ScenePortal.id.Contains("customfasttravel")) { continue; }
- string sceneName = ERScripts.FindPairedPortalSceneFromName(ScenePortal.name);
+ string sceneName = TunicUtils.FindPairedPortalSceneFromName(ScenePortal.name);
if (ScenesWithItems.Contains(sceneName)) {
FairyTarget fairyTarget = CreateFairyTarget($"fairy target {ScenePortal.name}", ScenePortal.transform.position);
AdjItemTargets.Add(fairyTarget);
@@ -108,11 +108,15 @@ public static void CreateLoadZoneTargets() {
}
}
- // specifically for fairy seeking spell with logic
+ // specifically for fairy seeking spell with logic, for the normal seeking spell, not the entrance seeking spell
public static void CreateLogicLoadZoneTargets() {
foreach (ScenePortal ScenePortal in Resources.FindObjectsOfTypeAll().Where(portal => portal.gameObject.scene.name == SceneManager.GetActiveScene().name)) {
- string portalRegion = ERScripts.FindPortalRegionFromName(ScenePortal.name);
- string destScene = ERScripts.FindPairedPortalSceneFromName(ScenePortal.name);
+ // hopefully this will skip portals that haven't been connected in yet in Fox Prince
+ if (SaveFlags.GetBool(SaveFlags.FoxPrinceEnabled) && !FoxPrince.FPRandomizedPortals.Any(p => p.Portal1.Name == ScenePortal.name)) {
+ continue;
+ }
+ string portalRegion = TunicUtils.FindPortalRegionFromName(ScenePortal.name);
+ string destScene = TunicUtils.FindPairedPortalSceneFromName(ScenePortal.name);
// check if the entrance is logically accessible and if the adjacent scene has checks in logic
if (TunicUtils.PlayerItemsAndRegions.ContainsKey(portalRegion) && TunicUtils.ChecksInLogicPerScene.ContainsKey(destScene)
&& TunicUtils.ChecksInLogicPerScene[destScene].Count > 0 && SceneManager.GetActiveScene().name != destScene) {
@@ -127,7 +131,7 @@ public static void CreateEntranceTargets() {
if (ScenePortal.isActiveAndEnabled && SaveFile.GetInt("randomizer entered portal " + ScenePortal.name) != 1) {
FairyTarget fairyTarget = CreateFairyTarget($"entrance target {ScenePortal.name}", ScenePortal.transform.position);
EntranceTargets.Add(fairyTarget);
- if (TunicUtils.PlayerItemsAndRegions.ContainsKey(ERScripts.FindPortalRegionFromName(ScenePortal.name))) {
+ if (TunicUtils.PlayerItemsAndRegions.ContainsKey(TunicUtils.FindPortalRegionFromName(ScenePortal.name))) {
EntranceTargetsInLogic.Add(fairyTarget);
}
}
@@ -204,8 +208,8 @@ public static void UpdateFairyTargetsInLogic(string newItem = "n/a") {
if (!AdjItemTargetsInLogic.Contains(fairyTarget)) {
// these are portal names
string targetName = fairyTarget.name.Replace("fairy target ", "");
- string regionName = ERScripts.FindPortalRegionFromName(targetName);
- string destSceneName = ERScripts.FindPairedPortalSceneFromName(targetName);
+ string regionName = TunicUtils.FindPortalRegionFromName(targetName);
+ string destSceneName = TunicUtils.FindPairedPortalSceneFromName(targetName);
if (TunicUtils.PlayerItemsAndRegions.ContainsKey(regionName) && TunicUtils.ChecksInLogicPerScene.ContainsKey(destSceneName)
&& TunicUtils.ChecksInLogicPerScene[destSceneName].Count > 0 && SceneManager.GetActiveScene().name != destSceneName) {
AdjItemTargetsInLogic.Add(fairyTarget);
@@ -217,7 +221,7 @@ public static void UpdateFairyTargetsInLogic(string newItem = "n/a") {
foreach (FairyTarget fairyTarget in EntranceTargets) {
if (fairyTarget == null || !fairyTarget.isActiveAndEnabled) { continue; }
if (!EntranceTargetsInLogic.Contains(fairyTarget)
- && TunicUtils.PlayerItemsAndRegions.ContainsKey(ERScripts.FindPortalRegionFromName(fairyTarget.name.Replace("entrance target ", "")))) {
+ && TunicUtils.PlayerItemsAndRegions.ContainsKey(TunicUtils.FindPortalRegionFromName(fairyTarget.name.Replace("entrance target ", "")))) {
EntranceTargetsInLogic.Add(fairyTarget);
}
}
diff --git a/src/Patches/FoxPrince.cs b/src/Patches/FoxPrince.cs
new file mode 100644
index 00000000..3703133f
--- /dev/null
+++ b/src/Patches/FoxPrince.cs
@@ -0,0 +1,232 @@
+using System;
+using System.Collections.Generic;
+using System.Linq;
+using UnityEngine;
+using static TunicRandomizer.ERScripts;
+using static TunicRandomizer.SaveFlags;
+
+namespace TunicRandomizer {
+ public class FoxPrince {
+ public static ScenePortal CurrentPortal = null;
+ public static Collider FoxCollider = null;
+ public static List FPRandomizedPortals = new List();
+ // when you choose a portal, that choice showed up because there was a successful entrance rando generation that lead to that one
+ // so, we might as well save that old one for the next time you go into an entrance
+ public static Dictionary> CachePairingDict = new Dictionary>();
+ public static List CachedSuccessfulPairing = null;
+ // so we aren't just reading them off the save file every time
+ // this might be overengineering it though, idk
+ public static Dictionary CachedPlandoPortals = new Dictionary();
+
+ // for use with the pin system
+ public static string PinnedPortal {
+ get => SaveFile.GetString(FPPinnedPortalFlag);
+ set => SaveFile.SetString(FPPinnedPortalFlag, value);
+ }
+
+ // flag to tell ModifyPortals to update the sign displays
+ public static bool UpdateSignsFlag = false;
+
+ public static void Setup() {
+ ItemPresentationPatches.SetupFoxPrinceItemPresentations();
+ EntranceSelector.CreateEntranceSelector();
+ }
+
+ public static bool ScenePortal_OnTriggerEnter_PrefixPatch(ScenePortal __instance, Collider c) {
+ // the collider here is the fox's UnityEngine.CapsuleCollider
+ if (!GetBool(FoxPrinceEnabled)) return true;
+ if (c.transform.name != "_Fox(Clone)") return true;
+ // skip the custom portals
+ if (__instance.id.Contains("customfasttravel")) return true;
+ // skip the easter egg scenes
+ if (SceneLoaderPatches.SceneName == "Crypt" || SceneLoaderPatches.SceneName == "Quarry") return true;
+ // skip zig skip too
+ if (__instance.id == "zig2_skip") return true;
+ if (SaveFile.GetString($"{FPChosenPortalPrefix} {__instance.name}") == "") {
+ CurrentPortal = __instance;
+ FoxCollider = c;
+ List portalChoices = FPGetThreePortals(SaveFile.GetInt("seed"), __instance.name);
+ TunicLogger.LogInfo("portal choices below");
+ foreach (var portalChoice in portalChoices) {
+ TunicLogger.LogInfo(portalChoice.Portal2.Name);
+ }
+
+ FPChoosePortal(portalChoices);
+ return false;
+ }
+ return true;
+ }
+
+
+ public static void FPChoosePortal(List portalChoices) {
+ EntranceSelector.instance.ShowSelection(portalChoices);
+ }
+
+
+ public static List FPGetThreePortals(int seed, string currentPortalName, List excludedPortals = null) {
+ TunicLogger.LogInfo("starting FPGetThreePortals");
+ List portalChoices = new List();
+ List> deplando = new List>();
+
+ void updateDeplando(string pname1, string pname2) {
+ deplando.Add(new Tuple(pname1, pname2));
+ if (!GetBool(Decoupled)) {
+ deplando.Add(new Tuple(pname2, pname1));
+ }
+ }
+
+ // todo: the cache seems probably unnecessary
+ Dictionary plando = new Dictionary();
+ if (CachedPlandoPortals.Count > 0) {
+ plando = CachedPlandoPortals;
+ } else {
+ foreach (string key in SaveFile.stringStore.Keys) {
+ if (key.StartsWith(FPChosenPortalPrefix)) {
+ string origin = key.Substring($"{FPChosenPortalPrefix} ".Length);
+ string destination = SaveFile.stringStore[key];
+ if (ItemRandomizer.InitialRandomizationDone) {
+ // this is to avoid duplicates being made later on
+ if (!GetBool(Decoupled) && plando.ContainsKey(destination)) {
+ continue;
+ }
+ plando.Add(origin, destination);
+ }
+ }
+ }
+ CachedPlandoPortals = plando;
+ }
+
+ // check if there's a pinned portal, if there is check if it's a valid direction pair if direction pairs, and check if it's been rerolled from already
+ // if the pinned portal is valid for the current choice, then it will be the first choice
+ if (PinnedPortal != ""
+ && (!GetBool(PortalDirectionPairs) || TunicUtils.VerifyDirectionPair(currentPortalName, PinnedPortal))
+ && excludedPortals == null) {
+ // todo: this is duplicate of below, could probably deduplicate it
+ int maxCount = 100;
+ int curCount = 0;
+ Dictionary pinPlando = new Dictionary(plando) { {currentPortalName, PinnedPortal} };
+ while (true) {
+ if (curCount >= maxCount) { break; }
+ curCount++;
+ List randomizedPortals = RandomizePortals(seed + curCount, pinPlando, deplando, canFail: true);
+ if (randomizedPortals == null) { continue; }
+ PortalCombo newPortalCombo = TunicUtils.GetPortalComboFromRandomizedPortals(currentPortalName, randomizedPortals);
+ portalChoices.Add(newPortalCombo);
+ CachePairingDict.Add(newPortalCombo, randomizedPortals);
+ updateDeplando(currentPortalName, PinnedPortal);
+ break;
+ }
+ }
+
+ if (CachedSuccessfulPairing != null) {
+ PortalCombo cachedPortalCombo = TunicUtils.GetPortalComboFromRandomizedPortals(currentPortalName, CachedSuccessfulPairing);
+ portalChoices.Add(cachedPortalCombo);
+ updateDeplando(currentPortalName, cachedPortalCombo.Portal2.Name);
+ CachePairingDict.Add(cachedPortalCombo, new List