Repository: Despair-Games/poketernity
Pull request #1177: [Save Data] Clean up shiny variants and passive attributes in system data
Author: login: MokaStitcher
Labels: name: Save Data
Created: 2025-05-15T19:48:31Z | Merged: 2025-05-27T19:51:52Z

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> [!WARNING]
> With this PR, existing system data is no longer compatible. The local storage key for system data, session data, starter preferences, run history and seen dialogue have been changed so when launching the game you will immediately be on a fresh file, but your old data will still be here in local storage should you need it and won't get overridden.
While the old system data is now incompatible and session data was made incompatible in #1151, the others can simply be renamed in local storage if you wish to keep using the information within them.

## What are the changes the user will see?

- When catching a rare or epic shiny variant, the base shiny variant is no longer unlocked
- The fact that passives are enabled or not is no longer saved on the server, but locally (see #1196 )
- ⚠️ Existing system data no longer compatible
- System data, session data, run history data, starter preferences and seen dialogues and tutorial data are now stored under a poketernity specific key in local storage, effectively resetting them (without deleting current data) and making them fully separate to potential saves from other forks
- Smaller save data

Other minor changes:
- Hatch summary now displays new non shiny catch the same way as a new shiny catch
- Starter Select shows variant icons from least rare to rarest left to right instead of right to left
- Session data naming convention changed from `SessionData, SessionData1, ..., SessionData4` to `SessionData1, SessionData2, ..., SessionData5`

<!-- Summarize what are the changes from a user perspective on the application -->

## Why am I making these changes?

Fixes #1162 
- The fact that the base variant gets unlocked by getting another was never intended, and doesn't actually work unless the non shiny form was also caught, leading to player confusion
- The current dex data stores unlocked (non-)shiny variant with 5 flags (non shiny, shiny, variant 1, variant 2, variant 3), while 4 are enough (non shiny, variant 1, variant 2, variant 3). The benefit from having an extra shiny flag is to make checking that any shiny form is unlocked easier, but this benefit is often nullified by the need to check the individual variants anyways. In the end it's complicating things more than helping them almost everywhere. And making the dex attr bigger
- Disabling passives is a very niche feature which does not justify the storage space used (more details in #1196)

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## What are the changes from a developer perspective?

#### Shiny dex attributes:
- Remove the DexAttr.SHINY flag and reorder the other flags
- Update all code accessing dex attributes to acomodate this change
   - Create helper function `gameData.getUnlockedVariantsAttr` which returns an array of the unlocked variants from a given dexAttr
   - Rewrite the cycle shiny code in starter select to make use of this

#### Unlocked Passive update (more details in #1196)
- Delete StarterData.passiveAttr and replace it with a new flag in AbilityAttr.
- Add a `passiveEnabled` field in Starter Preferences
- Update starter select to accommodate the changes, adding extra safeguard for non baby starters.

#### Save data storage update
- add new GameDataType for starter preferences
- `game-data.getDataTypeKey`: 
   - rename to `getLocalStorageKey`
   - move it to `account.ts` to prevent circular dependencies caused by the keys depending on the username
   - update the function and make every part of the code accessing local storage use this function to retrieve the key.
   - Add `pkty/` prefix to every data type that was missing it
   - Change the session data key slot number for less player confusion when exporting/importing data
- Remove the temporary starter data migration introduced in #1161 
- Remove the temporary session data migration introduced in #1013

#### Updated "everything" save file:
- every Starter gets all natures, egg moves, max ivs, abilities, passive, cost reduction, 100 meta candy and 1 win ribbon
- every Pokemon gets all its forms, genders and existing variants marked as caught and seen (only the variants that currently have sprite get unlocked, unlike before)
This required changing some starter select tests which were assuming that Bulbasaur had all 3 variants unlocked, which is no longer the case
- 500 of each type of voucher (except the 25 ones apparently, sorry 🤷 )
- all "unlockables" unlocked (endless, mini black hole, eviolite)
- all achievements unlocked
- all vouchers unlocked

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## Screenshots/Videos

<details><summary>Catch panel and stuff</summary>

Catching a new shiny variant:
![image](https://github.com/user-attachments/assets/e286f94e-5f9d-4109-b706-7001b835c50e)

Catching a non shiny mon when only its shiny form was caught before:
![image](https://github.com/user-attachments/assets/438de436-59ef-440a-a790-a1f9bd5ccf42)

Hatching a non shiny mon when only its shiny form was caught before:
![image](https://github.com/user-attachments/assets/f6682201-def9-4d88-ae04-9d201139092c)
![image](https://github.com/user-attachments/assets/debb20b9-8d57-40f4-8313-4d5769f361ef)

</details> 

<details><summary>Starter Select</summary>

Mons with epic and rare variants don't get the base variant unlocked by default:
![image](https://github.com/user-attachments/assets/d0ae0258-bffb-48bf-8bb4-95525c5b6dcb)

"Everything" save: only existing variants are unlocked. Non baby starters don't get the passive background. Variant icons ordered with base > rare > epic
![image](https://github.com/user-attachments/assets/7d8a9c36-3485-48c6-9e66-aff9b5f63bf1)
</details> 

<details><summary>Details</summary>

Login screen still properly retrieves usernames with data in local storage:
![image](https://github.com/user-attachments/assets/f04928e2-fb30-479c-ba08-a90aae15100f)

File names of exported session data of the first and last slot:
![image](https://github.com/user-attachments/assets/7705b86f-b7cf-4fa3-990e-19522d6896ca)
before would have been `sessionData0_Guest.pkty.txt` and `sessionData4_Guest.pkty.txt` 

</details> 
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Size of exported save files (before #1161 and after this):
Fresh file: 159KB -> 136KB
Everything file: 195KB -> 160KB

## How to test the changes?

- New game. Only the default starters should be unlocked.
- Override to some Pokemon species, catch them repeatedly in different gender, form, shiny variant to make sure new unlocks are correctly shown as new, and others not
- You can also hatch eggs
- Check periodically that starter select has all the correct information from the mons you captured, and cycling through shiny forms works as intended no matter which variants are unlocked or not
- Play with unlocking passives and enabling/disabling them, making sure the UI updates properly (can use override `FREE_CANDY_UPGRADE_OVERRIDE: true`)

- Menu > Manage Data > Import Data. Import the everything save file and play around as well

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## Checklist

- [ ] ⚠️ If this is a PR for `main` (such as a hotfix), has the game version been updated (`npm run update-version:patch` / `npm run update version:minor`?
- [X] Otherwise: **I'm using `beta` as my base branch**
- [X] There is no overlap with another PR?
- [X] The PR is self-contained and cannot be split into smaller PRs?
- [X] Have I provided a clear explanation of the changes?
- [X] Have I tested the changes manually?
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- [X] Are all unit tests still passing? (`npm run test:silent`)
  - [X] Have I created new automated tests (`npm run test:create`) or updated existing tests related to the PR's changes?
- [X] Have I provided screenshots/videos of the changes (if applicable)?
  - [ ] Have I made sure that any UI change works for both UI themes (dark and light)?

#### If there are no locale changes:
- [X] Have I made sure **not** to commit any changes to the locale repo on this branch?
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Linked issue #1162: [Save Data] Fix Shiny variants dex data
Currently the shiny and variant data is stored in 5 flags in dex attributes.
- non shiny unlocked
- shiny unlocked
- base variant unlocked
- rare variant unlocked
- epic variant unlocked

Currently the "base variant unlocked" flag is flipped when a non shiny Pokemon is caught, which results in the base shiny variant always getting considered unlocked as soon the shiny unlocked flag is true as well.
This is not the behavior we want, only properly unlocked variants should be considered unlocked.

Due to variants being added after the fact those 3 flags where added on top of the shiny/non shiny ones, resulting in the shiny flag being redundant. The following flags should be enough, make things simpler, and slightly reduced storage space:
- non shiny unlocked
- base variant unlocked
- rare variant unlocked
- epic variant unlocked

<sub>Updating this will mess up current system data, break backwards compatibility and will require creating a new `everything` save data, but no data migration. As such this should happen before any kind of public or private release.

Diff:
diff --git a/src/@types/starter-data.ts b/src/@types/starter-data.ts
index 51c9a2bbe2..d4d0a552e8 100644
--- a/src/@types/starter-data.ts
+++ b/src/@types/starter-data.ts
@@ -9,7 +9,6 @@ export interface StarterDataEntry {
   candyCount: number;
   candyProgress: number;
   abilityAttr: number;
-  passiveAttr: number;
   natureAttr: number;
   ivs: number[];
   valueReduction: number;
diff --git a/src/account.ts b/src/account.ts
index 5cf5587c51..74c326e8f5 100644
--- a/src/account.ts
+++ b/src/account.ts
@@ -1,5 +1,16 @@
 import { api } from "#api/api";
-import { BYPASS_LOGIN } from "#constants/app-constants";
+import {
+  BYPASS_LOGIN,
+  RUN_HISTORY_LS_KEY_PREFIX,
+  SAVE_SLOT_LIMIT,
+  SEEN_DIALOGUE_LS_KEY,
+  SESSION_DATA_LS_KEY_PREFIX,
+  SETTINGS_LS_KEY,
+  STARTER_PREF_LS_KEY_PREFIX,
+  SYSTEM_DATA_LS_KEY_PREFIX,
+  TUTORIALS_LS_KEY,
+} from "#constants/app-constants";
+import { GameDataType } from "#enums/game-data-type";
 import type { UserInfo } from "#types/user-info";
 import { randomString } from "#utils/random-utils";
 
@@ -25,8 +36,8 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        if (localStorage.getItem(getLocalStorageKey(GameDataType.SESSION, s))) {
           lastSessionSlot = s;
           break;
         }
@@ -46,3 +57,40 @@ export function updateUserInfo(): Promise<[boolean, number]> {
     });
   });
 }
+
+/**
+ * Retrieve the local storage key used to store the given data type.
+ * For System data, Session data, Run history and starter preferences the key depends on the username.
+ *
+ * Note: needs to be in this file to prevent circular dependencies due to `updateUserInfo` calling it.
+ *
+ * @param dataType - The {@linkcode GameDataType} we want to store / retrieve from storage.
+ * @param slotId - The save slot index, from 0 to 4 - only used for session data. Default: `0`.
+ * @returns the key needed to store or retrieve the data.
+ */
+export function getLocalStorageKey(dataType: GameDataType, slotId: number = 0): string {
+  let prefix = "";
+  switch (dataType) {
+    // Those data types have a static storage key
+    case GameDataType.SETTINGS:
+      return SETTINGS_LS_KEY;
+    case GameDataType.TUTORIALS:
+      return TUTORIALS_LS_KEY;
+    case GameDataType.SEEN_DIALOGUES:
+      return SEEN_DIALOGUE_LS_KEY;
+    // The other data types have the username appended to the storage key
+    case GameDataType.SYSTEM:
+      prefix = SYSTEM_DATA_LS_KEY_PREFIX;
+      break;
+    case GameDataType.SESSION:
+      prefix = `${SESSION_DATA_LS_KEY_PREFIX}${slotId + 1}`;
+      break;
+    case GameDataType.RUN_HISTORY:
+      prefix = RUN_HISTORY_LS_KEY_PREFIX;
+      break;
+    case GameDataType.STARTER_PREFS:
+      prefix = STARTER_PREF_LS_KEY_PREFIX;
+      break;
+  }
+  return `${prefix}_${loggedInUser?.username}`;
+}
diff --git a/src/constants/app-constants.ts b/src/constants/app-constants.ts
index 295a33864e..7d5329507e 100644
--- a/src/constants/app-constants.ts
+++ b/src/constants/app-constants.ts
@@ -4,6 +4,9 @@ export const APP_ABBREVIATION: string = import.meta.env.VITE_APP_ABBREVIATION ??
 /** Whether to use seasonal splash messages in general */
 export const USE_SEASONAL_SPLASH_MESSAGES: boolean = false;
 
+/** Value used to bypass the login step in offline mode */
+export const BYPASS_LOGIN = import.meta.env.VITE_BYPASS_LOGIN === "1";
+
 /** Name of the session ID cookie */
 export const SESSION_ID_COOKIE: string = `${APP_ABBREVIATION}_access_token`;
 
@@ -14,7 +17,25 @@ export const SAVES_ZIP_PREFIX = `${APP_ABBREVIATION}_`;
 export const SAVE_FILE_EXTENSION = "txt";
 
 /** Prefix for local storage keys. */
-export const LS_PREFIX = APP_ABBREVIATION;
+const LS_PREFIX = APP_ABBREVIATION;
+
+/** Prefix for the local storage key of system data. */
+export const SYSTEM_DATA_LS_KEY_PREFIX = `${LS_PREFIX}/data`;
+
+/** Prefix for the local storage key of session data. */
+export const SESSION_DATA_LS_KEY_PREFIX = `${LS_PREFIX}/sessionData`;
+
+/** Prefix for the local storage key of run history data. */
+export const RUN_HISTORY_LS_KEY_PREFIX = `${LS_PREFIX}/runHistoryData`;
+
+/** Prefix for the local storage key of starter preferences. */
+export const STARTER_PREF_LS_KEY_PREFIX = `${LS_PREFIX}/starterPrefs`;
+
+/** Prefix for the local storage key of touch constrols positionning. */
+export const TOUCH_CONSTROLS_LS_KEY_PREFIX = `${LS_PREFIX}/touchControl/positions`;
+
+/** Key for the local storage item storing the last cleared daily seed in offline mode. */
+export const DAILY_SEED_LS_KEY = `${LS_PREFIX}/daily`;
 
 /** Key for the local storage item storing the locale. */
 export const LOCALE_LS_KEY = `${LS_PREFIX}/locale`;
@@ -22,8 +43,8 @@ export const LOCALE_LS_KEY = `${LS_PREFIX}/locale`;
 /** Key for the local storage item storing the seen tutorials. */
 export const TUTORIALS_LS_KEY = `${LS_PREFIX}/seenTutorials`;
 
-/** Value used for bypassing login values */
-export const BYPASS_LOGIN = import.meta.env.VITE_BYPASS_LOGIN === "1";
+/** Key for the local storage item storing the seen dialogue. */
+export const SEEN_DIALOGUE_LS_KEY = `${LS_PREFIX}/seenDialogues`;
 
 /** Key for the local storage item storing the settings. */
 export const SETTINGS_LS_KEY = `${LS_PREFIX}/settings`;
@@ -40,5 +61,8 @@ export const GAME_SPEEDS = Object.freeze([1, 1.25, 1.5, 2, 2.5, 3, 4, 5]);
 /** The maximum number of runs stored in the run history. */
 export const RUN_HISTORY_LIMIT: number = 25;
 
+/** The number of save slots available to players. */
+export const SAVE_SLOT_LIMIT: number = 5;
+
 /** Whether the app is running in beta (or development) mode. */
 export const IS_BETA = import.meta.env.MODE === "beta";
diff --git a/src/data/dex-attributes.ts b/src/data/dex-attributes.ts
index 12741eb4fe..17d83f30d7 100644
--- a/src/data/dex-attributes.ts
+++ b/src/data/dex-attributes.ts
@@ -1,16 +1,26 @@
+/**
+ * Flags used to mark seen/caught elements of each species in dex data.
+ */
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
+  FEMALE: 32n,
+  /**
+   * Marks the first flag of a species' forms. It must be the last attribute since
+   * it will be followed by the flags for the other forms, depending on the species.
+   * */
+  DEFAULT_FORM: 64n,
 };
 
+/**
+ * Flags used to mark unlocked abilities of each species in dex data.
+ */
 export const AbilityAttr = {
   ABILITY_1: 1,
   ABILITY_2: 2,
   ABILITY_HIDDEN: 4,
+  PASSIVE: 8,
 };
diff --git a/src/data/egg-hatch-data.ts b/src/data/egg-hatch-data.ts
index c862338b40..7ee9af2e53 100644
--- a/src/data/egg-hatch-data.ts
+++ b/src/data/egg-hatch-data.ts
@@ -52,7 +52,6 @@ export class EggHatchData {
       candyCount: currStarterDataEntry.candyCount,
       candyProgress: currStarterDataEntry.candyProgress,
       abilityAttr: currStarterDataEntry.abilityAttr,
-      passiveAttr: currStarterDataEntry.passiveAttr,
       natureAttr: currStarterDataEntry.natureAttr,
       ivs: [...currStarterDataEntry.ivs],
       valueReduction: currStarterDataEntry.valueReduction,
diff --git a/src/enums/game-data-type.ts b/src/enums/game-data-type.ts
index d671c7666f..b883088a48 100644
--- a/src/enums/game-data-type.ts
+++ b/src/enums/game-data-type.ts
@@ -8,4 +8,5 @@ export enum GameDataType {
   TUTORIALS,
   SEEN_DIALOGUES,
   RUN_HISTORY,
+  STARTER_PREFS,
 }
diff --git a/src/enums/passive.ts b/src/enums/passive.ts
deleted file mode 100644
index 88ff0d960c..0000000000
--- a/src/enums/passive.ts
+++ /dev/null
@@ -1,7 +0,0 @@
-/**
- * enum for passive
- */
-export enum Passive {
-  UNLOCKED = 1,
-  ENABLED = 2,
-}
diff --git a/src/field/pokemon.ts b/src/field/pokemon.ts
index bbd339a270..2d3c3a467d 100644
--- a/src/field/pokemon.ts
+++ b/src/field/pokemon.ts
@@ -78,7 +78,7 @@ import {
 } from "#constants/game-constants";
 import { CustomPokemonData } from "#data/custom-pokemon-data";
 import { allAbilities, allMoves } from "#data/data-lists";
-import { DexAttr } from "#data/dex-attributes";
+import { AbilityAttr, DexAttr } from "#data/dex-attributes";
 import { speciesEggMoves } from "#data/egg-moves";
 import { getLevelTotalExp } from "#data/exp";
 import { getNatureStatMultiplier } from "#data/nature";
@@ -613,11 +613,21 @@ export abstract class Pokemon extends Phaser.GameObjects.Container {
     return this.isAllowedInBattle() && (!onField || this.isOnField());
   }
 
-  getDexAttr(): bigint {
+  /**
+   * @returns {@linkcode DexAttr}s with flags corresponding to the Pokemon's gender, shiny variant and form.
+   */
+  public getDexAttr(): bigint {
     let ret = 0n;
     ret |= this.gender !== Gender.FEMALE ? DexAttr.MALE : DexAttr.FEMALE;
-    ret |= !this.shiny ? DexAttr.NON_SHINY : DexAttr.SHINY;
-    ret |= this.variant >= 2 ? DexAttr.VARIANT_3 : this.variant === 1 ? DexAttr.VARIANT_2 : DexAttr.DEFAULT_VARIANT;
+    if (!this.shiny) {
+      ret |= DexAttr.NON_SHINY;
+    } else if (this.variant >= 2) {
+      ret |= DexAttr.SHINY_EPIC_VARIANT;
+    } else if (this.variant === 1) {
+      ret |= DexAttr.SHINY_RARE_VARIANT;
+    } else {
+      ret |= DexAttr.SHINY_BASE_VARIANT;
+    }
     ret |= globalScene.gameData.getFormAttr(this.getSelectableFormIndex());
     return ret;
   }
@@ -4374,13 +4384,13 @@ export abstract class Pokemon extends Phaser.GameObjects.Container {
    * @returns true if the player already has it, false otherwise
    */
   checkIfPlayerHasAbilityOfStarter(ownedAbilityAttrs: number): boolean {
-    if ((ownedAbilityAttrs & 1) > 0 && this.hasSameAbilityInRootForm(0)) {
+    if ((ownedAbilityAttrs & AbilityAttr.ABILITY_1) > 0 && this.hasSameAbilityInRootForm(0)) {
       return true;
     }
-    if ((ownedAbilityAttrs & 2) > 0 && this.hasSameAbilityInRootForm(1)) {
+    if ((ownedAbilityAttrs & AbilityAttr.ABILITY_2) > 0 && this.hasSameAbilityInRootForm(1)) {
       return true;
     }
-    if ((ownedAbilityAttrs & 4) > 0 && this.hasSameAbilityInRootForm(2)) {
+    if ((ownedAbilityAttrs & AbilityAttr.ABILITY_HIDDEN) > 0 && this.hasSameAbilityInRootForm(2)) {
       return true;
     }
     return false;
diff --git a/src/system/game-data.ts b/src/system/game-data.ts
index fe8d27a22c..5f57a18624 100644
--- a/src/system/game-data.ts
+++ b/src/system/game-data.ts
@@ -1,5 +1,5 @@
 import { api } from "#api/api";
-import { clientSessionId, loggedInUser, updateUserInfo } from "#app/account";
+import { clientSessionId, getLocalStorageKey, loggedInUser, updateUserInfo } from "#app/account";
 import { getGameMode } from "#app/game-mode";
 import { globalScene } from "#app/global-scene";
 import Overrides from "#app/overrides";
@@ -7,18 +7,19 @@ import { EntryHazardTag } from "#arena-tags/entry-hazard-tag";
 import {
   APP_ABBREVIATION,
   BYPASS_LOGIN,
+  DAILY_SEED_LS_KEY,
   MAPPING_CONFIG_LS_KEY,
   RUN_HISTORY_LIMIT,
   SAVE_FILE_EXTENSION,
-  SETTINGS_LS_KEY,
-  TUTORIALS_LS_KEY,
+  SAVE_SLOT_LIMIT,
 } from "#constants/app-constants";
-import { DEFAULT_STARTER_IVS, IV_MAX, IV_MIN } from "#constants/game-constants";
+import { DEFAULT_STARTER_IVS, IV_MAX, IV_MIN, MAX_INT_ATTR_VALUE } from "#constants/game-constants";
 import { allMoves, allSpecies } from "#data/data-lists";
 import { defaultStarterSpecies } from "#data/default-starters";
 import { AbilityAttr, DexAttr } from "#data/dex-attributes";
 import type { Egg } from "#data/egg";
 import { speciesEggMoves } from "#data/egg-moves";
+import { starterPassiveAbilities } from "#data/passives";
 import { pokemonPreEvolutions } from "#data/pokemon-pre-evolutions";
 import type PokemonSpecies from "#data/pokemon-species";
 import {
@@ -73,7 +74,7 @@ import type { AchvUnlocks, SystemSaveData, Unlocks, VoucherCounts, VoucherUnlock
 import type { ConfirmModeConfig } from "#ui/confirm-menu-config";
 import type { ConfirmUiHandler } from "#ui/confirm-ui-handler";
 import { applyChallenges } from "#utils/challenge-utils";
-import { NumberHolder, executeIf, fixedNumber, getTSEnumKeys, getTSEnumLength, isNil } from "#utils/common-utils";
+import { NumberHolder, executeIf, fixedNumber, getTSEnumKeys, isNil } from "#utils/common-utils";
 import { getPokemonSpecies } from "#utils/pokemon-utils";
 import { randInt } from "#utils/random-utils";
 import { AES, enc } from "crypto-js";
@@ -81,28 +82,6 @@ import i18next from "i18next";
 
 const saveKey = "x0i2O7WRiANTqPmZ"; // Temporary; secure encryption is not yet necessary
 
-export function getDataTypeKey(dataType: GameDataType, slotId: number = 0): string {
-  switch (dataType) {
-    case GameDataType.SYSTEM:
-      return "data";
-    case GameDataType.SESSION: {
-      let ret = "sessionData";
-      if (slotId) {
-        ret += slotId;
-      }
-      return ret;
-    }
-    case GameDataType.SETTINGS:
-      return SETTINGS_LS_KEY;
-    case GameDataType.TUTORIALS:
-      return TUTORIALS_LS_KEY;
-    case GameDataType.SEEN_DIALOGUES:
-      return "seenDialogues";
-    case GameDataType.RUN_HISTORY:
-      return "runHistoryData";
-  }
-}
-
 export function encrypt(data: string, bypassLogin: boolean): string {
   const localFunc = (data: string): string => btoa(encodeURIComponent(data));
   const serverFunc = (data: string): string => AES.encrypt(data, saveKey) as unknown as string; // TODO: is this correct?
@@ -137,6 +116,7 @@ export interface RunEntry {
 export interface StarterAttributes {
   nature?: number;
   ability?: number;
+  passive?: boolean;
   variant?: number;
   form?: number;
   female?: boolean;
@@ -167,7 +147,6 @@ const systemShortKeys = {
   candyCount: "$x",
   candyProgress: "$f",
   abilityAttr: "$a",
-  passiveAttr: "$pa",
   valueReduction: "$vr",
   classicWinCount: "$wc",
 };
@@ -257,12 +236,11 @@ export class GameData {
       globalScene.ui.savingIcon.show();
       const data = this.getSystemSaveData();
 
-      const maxIntAttrValue = 0x80000000;
       const systemData = JSON.stringify(data, (_k: any, v: any) =>
-        typeof v === "bigint" ? (v <= maxIntAttrValue ? Number(v) : v.toString()) : v,
+        typeof v === "bigint" ? (v <= MAX_INT_ATTR_VALUE ? Number(v) : v.toString()) : v,
       );
 
-      localStorage.setItem(`data_${loggedInUser?.username}`, encrypt(systemData, BYPASS_LOGIN));
+      localStorage.setItem(getLocalStorageKey(GameDataType.SYSTEM), encrypt(systemData, BYPASS_LOGIN));
 
       if (!BYPASS_LOGIN) {
         api.savedata.system.update({ clientSessionId }, systemData).then((error) => {
@@ -289,7 +267,7 @@ export class GameData {
     return new Promise<boolean>((resolve) => {
       console.log("Client Session:", clientSessionId);
 
-      if (BYPASS_LOGIN && !localStorage.getItem(`data_${loggedInUser?.username}`)) {
+      if (BYPASS_LOGIN && !localStorage.getItem(getLocalStorageKey(GameDataType.SYSTEM))) {
         return resolve(false);
       }
 
@@ -316,14 +294,16 @@ export class GameData {
             return resolve(false);
           }
 
-          const cachedSystem = localStorage.getItem(`data_${loggedInUser?.username}`);
+          const cachedSystem = localStorage.getItem(getLocalStorageKey(GameDataType.SYSTEM));
           this.initSystem(
             saveDataOrErr,
             cachedSystem ? AES.decrypt(cachedSystem, saveKey).toString(enc.Utf8) : undefined,
           ).then(resolve);
         });
       } else {
-        this.initSystem(decrypt(localStorage.getItem(`data_${loggedInUser?.username}`)!, BYPASS_LOGIN)).then(resolve); // TODO: is this bang correct?
+        this.initSystem(decrypt(localStorage.getItem(getLocalStorageKey(GameDataType.SYSTEM))!, BYPASS_LOGIN)).then(
+          resolve,
+        ); // TODO: is this bang correct?
       }
     });
   }
@@ -344,22 +324,10 @@ export class GameData {
           }
         }
 
-        // TODO: Temporary starter data migration, to be removed later
-        const allNaturesAttr = Math.pow(2, getTSEnumLength(Nature)) - 1;
-        for (const starterData of Object.values(systemData.starterData)) {
-          if (!starterData.natureAttr || !starterData.ivs) {
-            const unlocked = starterData.abilityAttr !== 0;
-            // As a placeholder migration, unlock all natures
-            starterData.natureAttr = unlocked ? allNaturesAttr : 0;
-            // As a placeholder migration, max out all ivs
-            starterData.ivs = Array(6).fill(unlocked ? IV_MAX : IV_MIN);
-          }
-        }
-
-        localStorage.setItem(`data_${loggedInUser?.username}`, encrypt(systemDataStr, BYPASS_LOGIN));
+        localStorage.setItem(getLocalStorageKey(GameDataType.SYSTEM), encrypt(systemDataStr, BYPASS_LOGIN));
 
         // TODO: run history shouldn't be initialized here (and is it even needed?)
-        const lsItemKey = `runHistoryData_${loggedInUser?.username}`;
+        const lsItemKey = getLocalStorageKey(GameDataType.RUN_HISTORY);
         const lsItem = localStorage.getItem(lsItemKey);
         if (!lsItem) {
           localStorage.setItem(lsItemKey, "");
@@ -441,7 +409,7 @@ export class GameData {
       const response = await Utils.apiFetch("savedata/runHistory", true);
       const data = await response.json();
       */
-      const lsItemKey = `runHistoryData_${loggedInUser?.username}`;
+      const lsItemKey = getLocalStorageKey(GameDataType.RUN_HISTORY);
       const lsItem = localStorage.getItem(lsItemKey);
       if (lsItem) {
         const cachedResponse = lsItem;
@@ -459,10 +427,10 @@ export class GameData {
         }
         */
       }
-      localStorage.setItem(`runHistoryData_${loggedInUser?.username}`, "");
+      localStorage.setItem(lsItemKey, "");
       return {};
     }
-    const lsItemKey = `runHistoryData_${loggedInUser?.username}`;
+    const lsItemKey = getLocalStorageKey(GameDataType.RUN_HISTORY);
     const lsItem = localStorage.getItem(lsItemKey);
     if (lsItem) {
       const cachedResponse = lsItem;
@@ -472,7 +440,7 @@ export class GameData {
       }
       return {};
     }
-    localStorage.setItem(`runHistoryData_${loggedInUser?.username}`, "");
+    localStorage.setItem(lsItemKey, "");
     return {};
   }
 
@@ -501,7 +469,7 @@ export class GameData {
       isFavorite: false,
     };
     localStorage.setItem(
-      `runHistoryData_${loggedInUser?.username}`,
+      getLocalStorageKey(GameDataType.RUN_HISTORY),
       encrypt(JSON.stringify(runHistoryData), BYPASS_LOGIN),
     );
     /**
@@ -537,7 +505,7 @@ export class GameData {
         return ret;
       }
 
-      return k.endsWith("Attr") && !["natureAttr", "abilityAttr", "passiveAttr"].includes(k) ? BigInt(v ?? 0) : v;
+      return k.endsWith("Attr") && !["natureAttr", "abilityAttr"].includes(k) ? BigInt(v ?? 0) : v;
     }) as SystemSaveData;
   }
 
@@ -578,9 +546,9 @@ export class GameData {
     if (BYPASS_LOGIN) {
       return;
     }
-    localStorage.removeItem(`data_${loggedInUser?.username}`);
-    for (let s = 0; s < 5; s++) {
-      localStorage.removeItem(`sessionData${s ? s : ""}_${loggedInUser?.username}`);
+    localStorage.removeItem(getLocalStorageKey(GameDataType.SYSTEM));
+    for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+      localStorage.removeItem(getLocalStorageKey(GameDataType.SESSION, s));
     }
   }
 
@@ -669,7 +637,7 @@ export class GameData {
    * @returns the numbers saved in local storage if they exist, otherwise an empty {@linkcode Set}
    */
   private getSeenTutorialsSet() {
-    const key = getDataTypeKey(GameDataType.TUTORIALS);
+    const key = getLocalStorageKey(GameDataType.TUTORIALS);
     const tutorials = new Set<Tutorial>();
     const lsItem = localStorage.getItem(key);
     if (lsItem) {
@@ -689,7 +657,7 @@ export class GameData {
    * @returns `true` if saving was successful, `false` otherwise
    */
   public saveTutorialAsSeen(tutorial: Tutorial): boolean {
-    const key = getDataTypeKey(GameDataType.TUTORIALS);
+    const key = getLocalStorageKey(GameDataType.TUTORIALS);
     const tutorials = this.getSeenTutorialsSet();
     tutorials.add(tutorial);
     try {
@@ -711,7 +679,7 @@ export class GameData {
   }
 
   public saveSeenDialogue(dialogue: string): boolean {
-    const key = getDataTypeKey(GameDataType.SEEN_DIALOGUES);
+    const key = getLocalStorageKey(GameDataType.SEEN_DIALOGUES);
     const dialogues: object = this.getSeenDialogues();
 
     dialogues[dialogue] = true;
@@ -722,7 +690,7 @@ export class GameData {
   }
 
   public getSeenDialogues(): SeenDialogues {
-    const key = getDataTypeKey(GameDataType.SEEN_DIALOGUES);
+    const key = getLocalStorageKey(GameDataType.SEEN_DIALOGUES);
     const ret: SeenDialogues = {};
 
     if (!Object.hasOwn(localStorage, key)) {
@@ -782,22 +750,20 @@ export class GameData {
         }
       };
 
-      if (!BYPASS_LOGIN && !localStorage.getItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`)) {
+      const sessionStorageKey = getLocalStorageKey(GameDataType.SESSION, slotId);
+      const sessionData = localStorage.getItem(sessionStorageKey);
+      if (!BYPASS_LOGIN && !sessionData) {
         api.savedata.session.get({ slot: slotId, clientSessionId }).then(async (response) => {
           if (!response || response?.length === 0 || response?.[0] !== "{") {
             console.error(response);
             return resolve(null);
           }
 
-          localStorage.setItem(
-            `sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`,
-            encrypt(response, BYPASS_LOGIN),
-          );
+          localStorage.setItem(sessionStorageKey, encrypt(response, BYPASS_LOGIN));
 
           await handleSessionData(response);
         });
       } else {
-        const sessionData = localStorage.getItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`);
         if (sessionData) {
           await handleSessionData(decrypt(sessionData, BYPASS_LOGIN));
         } else {
@@ -973,7 +939,7 @@ export class GameData {
   deleteSession(slotId: number): Promise<boolean> {
     return new Promise<boolean>((resolve) => {
       if (BYPASS_LOGIN) {
-        localStorage.removeItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`);
+        localStorage.removeItem(getLocalStorageKey(GameDataType.SESSION, slotId));
         return resolve(true);
       }
 
@@ -994,7 +960,7 @@ export class GameData {
               loggedInUser.lastSessionSlot = -1;
             }
 
-            localStorage.removeItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`);
+            localStorage.removeItem(getLocalStorageKey(GameDataType.SESSION, slotId));
             resolve(true);
           }
         });
@@ -1016,17 +982,17 @@ export class GameData {
       let daily: string[] = [];
 
       if (sessionData.gameMode === GameModes.DAILY) {
-        if (Object.hasOwn(localStorage, "daily")) {
-          daily = JSON.parse(atob(localStorage.getItem("daily")!)); // TODO: is this bang correct?
+        if (Object.hasOwn(localStorage, DAILY_SEED_LS_KEY)) {
+          daily = JSON.parse(atob(localStorage.getItem(DAILY_SEED_LS_KEY)!));
           if (daily.includes(seed)) {
             return resolve(false);
           }
           daily.push(seed);
-          localStorage.setItem("daily", btoa(JSON.stringify(daily)));
+          localStorage.setItem(DAILY_SEED_LS_KEY, btoa(JSON.stringify(daily)));
           return resolve(true);
         }
         daily.push(seed);
-        localStorage.setItem("daily", btoa(JSON.stringify(daily)));
+        localStorage.setItem(DAILY_SEED_LS_KEY, btoa(JSON.stringify(daily)));
         return resolve(true);
       }
       return resolve(true);
@@ -1044,7 +1010,7 @@ export class GameData {
     let result: [boolean, boolean] = [false, false];
 
     if (BYPASS_LOGIN) {
-      localStorage.removeItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`);
+      localStorage.removeItem(getLocalStorageKey(GameDataType.SESSION, slotId));
       result = [true, true];
     } else {
       const sessionData = this.getSessionSaveData();
@@ -1056,7 +1022,7 @@ export class GameData {
         if (loggedInUser) {
           loggedInUser!.lastSessionSlot = -1;
         }
-        localStorage.removeItem(`sessionData${slotId ? slotId : ""}_${loggedInUser?.username}`);
+        localStorage.removeItem(getLocalStorageKey(GameDataType.SESSION, slotId));
       } else {
         if (jsonResponse?.error?.startsWith("session out of date")) {
           globalScene.phaseManager.clearPhaseQueue();
@@ -1081,11 +1047,6 @@ export class GameData {
           v = [];
         }
         for (const pd of v) {
-          // TODO: remove later, temporary to prevent devs from needing to wipe their local storage
-          // due to the field in `PokemonData` being renamed from `species` to `speciesId`
-          if (Object.hasOwn(pd, "species")) {
-            pd.speciesId = pd.species;
-          }
           ret.push(new PokemonData(pd));
         }
         return ret;
@@ -1156,20 +1117,16 @@ export class GameData {
         if (sync) {
           globalScene.ui.savingIcon.show();
         }
+
+        const sessionStorageKey = getLocalStorageKey(GameDataType.SESSION, globalScene.sessionSlotId);
+        const systemStorageKey = getLocalStorageKey(GameDataType.SYSTEM);
+
         const sessionData = useCachedSession
-          ? this.parseSessionData(
-              decrypt(
-                localStorage.getItem(
-                  `sessionData${globalScene.sessionSlotId ? globalScene.sessionSlotId : ""}_${loggedInUser?.username}`,
-                )!,
-                BYPASS_LOGIN,
-              ),
-            ) // TODO: is this bang correct?
+          ? this.parseSessionData(decrypt(localStorage.getItem(sessionStorageKey)!, BYPASS_LOGIN)) // TODO: is this bang correct?
           : this.getSessionSaveData();
 
-        const maxIntAttrValue = 0x80000000;
         const systemData = useCachedSystem
-          ? this.parseSystemData(decrypt(localStorage.getItem(`data_${loggedInUser?.username}`)!, BYPASS_LOGIN))
+          ? this.parseSystemData(decrypt(localStorage.getItem(systemStorageKey)!, BYPASS_LOGIN))
           : this.getSystemSaveData(); // TODO: is this bang correct?
 
         const request = {
@@ -1180,19 +1137,16 @@ export class GameData {
         };
 
         localStorage.setItem(
-          `data_${loggedInUser?.username}`,
+          systemStorageKey,
           encrypt(
             JSON.stringify(systemData, (_k: any, v: any) =>
-              typeof v === "bigint" ? (v <= maxIntAttrValue ? Number(v) : v.toString()) : v,
+              typeof v === "bigint" ? (v <= MAX_INT_ATTR_VALUE ? Number(v) : v.toString()) : v,
             ),
             BYPASS_LOGIN,
           ),
         );
 
-        localStorage.setItem(
-          `sessionData${globalScene.sessionSlotId ? globalScene.sessionSlotId : ""}_${loggedInUser?.username}`,
-          encrypt(JSON.stringify(sessionData), BYPASS_LOGIN),
-        );
+        localStorage.setItem(sessionStorageKey, encrypt(JSON.stringify(sessionData), BYPASS_LOGIN));
 
         console.debug("Session data saved");
 
@@ -1224,7 +1178,8 @@ export class GameData {
 
   public tryExportData(dataType: GameDataType, slotId: number = 0): Promise<boolean> {
     return new Promise<boolean>((resolve) => {
-      const dataKey: string = `${getDataTypeKey(dataType, slotId)}_${loggedInUser?.username}`;
+      const dataKey: string = getLocalStorageKey(dataType, slotId);
+      const exportedFileName = dataKey.slice(dataKey.indexOf("/") + 1); // exclude the pkty prefix
       const handleData = (dataStr: string) => {
         switch (dataType) {
           case GameDataType.SYSTEM:
@@ -1235,7 +1190,7 @@ export class GameData {
         const blob = new Blob([encryptedData.toString()], { type: "text/json" });
         const link = document.createElement("a");
         link.href = window.URL.createObjectURL(blob);
-        link.download = `${dataKey}.${APP_ABBREVIATION}.${SAVE_FILE_EXTENSION}`;
+        link.download = `${exportedFileName}.${APP_ABBREVIATION}.${SAVE_FILE_EXTENSION}`;
         link.click();
         link.remove();
       };
@@ -1269,7 +1224,7 @@ export class GameData {
   }
 
   public importData(dataType: GameDataType, slotId: number = 0, confirmWindowXOffset?: number): void {
-    const dataKey = `${getDataTypeKey(dataType, slotId)}_${loggedInUser?.username}`;
+    const dataKey = getLocalStorageKey(dataType, slotId);
 
     let saveFile: any = document.getElementById("saveFile");
     if (saveFile) {
@@ -1405,8 +1360,7 @@ export class GameData {
       };
     }
 
-    const defaultStarterAttr =
-      DexAttr.NON_SHINY | DexAttr.MALE | DexAttr.FEMALE | DexAttr.DEFAULT_VARIANT | DexAttr.DEFAULT_FORM;
+    const defaultStarterAttr = DexAttr.NON_SHINY | DexAttr.MALE | DexAttr.FEMALE | DexAttr.DEFAULT_FORM;
 
     for (let ds = 0; ds < defaultStarterSpecies.length; ds++) {
       const entry = data[defaultStarterSpecies[ds]] as DexEntry;
@@ -1438,7 +1392,6 @@ export class GameData {
         candyCount: 0,
         candyProgress: 0,
         abilityAttr: isDefaultStarter ? AbilityAttr.ABILITY_1 : 0,
-        passiveAttr: 0,
         natureAttr: isDefaultStarter ? defaultNaturesAttr : 0,
         ivs: Array(6).fill(isDefaultStarter ? DEFAULT_STARTER_IVS : IV_MIN),
         valueReduction: 0,
@@ -1449,29 +1402,27 @@ export class GameData {
     this.starterData = starterData;
   }
 
-  setPokemonSeen(pokemon: Pokemon, incrementCount: boolean = true, trainer: boolean = false): void {
+  /**
+   * Marks the given Pokemon as seen, updating the seen dex data based on its characteristics
+   * (gender, form, shinyness, variant, ...). Also updates seen Pokemon counts in game stats.
+   *
+   * The function exits early if the Pokemon is part of an event that blocks game stats updates.
+   *
+   * @param pokemon - The {@linkcode Pokemon} that was caught.
+   * @param incrementCount - Whether to increment game stats and the species's seen count. Default: `true`
+   * @param trainer - Whether the Pokemon belongs to a trainer. Default: `false`
+   */
+  public setPokemonSeen(pokemon: Pokemon, incrementCount: boolean = true, trainer: boolean = false): void {
     // Some Mystery Encounters block updates to these stats
-    if (
-      globalScene.currentBattle?.isBattleMysteryEncounter()
-      && globalScene.currentBattle.mysteryEncounter?.preventGameStatsUpdates
-    ) {
+    const battle = globalScene.currentBattle;
+    if (battle?.isBattleMysteryEncounter() && battle?.mysteryEncounter?.preventGameStatsUpdates) {
       return;
     }
     const dexEntry = this.dexData[pokemon.species.speciesId];
     dexEntry.seenAttr |= pokemon.getDexAttr();
     if (incrementCount) {
       dexEntry.seenCount++;
-      this.gameStats.pokemonSeen++;
-      if (!trainer && pokemon.species.isSubLegendary()) {
-        this.gameStats.subLegendaryPokemonSeen++;
-      } else if (!trainer && pokemon.species.isLegendary()) {
-        this.gameStats.legendaryPokemonSeen++;
-      } else if (!trainer && pokemon.species.isMythical()) {
-        this.gameStats.mythicalPokemonSeen++;
-      }
-      if (!trainer && pokemon.isShiny()) {
-        this.gameStats.shinyPokemonSeen++;
-      }
+      this.incrementSeenPokemonStats(pokemon, trainer);
     }
   }
 
@@ -1481,7 +1432,7 @@ export class GameData {
    *
    * Note: it does not update the Pokemon IVs (TODO: why??). See {@linkcode updateSpeciesDexIvs} for that.
    *
-   * By default, shows a message for each starter unlocked in the process.
+   * By default, shows a message for each starter unlocked in the process. TODO: should happen elsewhere.
    *
    * The function exits early if the Pokemon is a "rental" Pokemon (i.e. was given through an event for the current run only)
    * unless that species had already been captured before, in which case any new form, gender, etc. gets unlocked.
@@ -1565,11 +1516,7 @@ export class GameData {
       // Unlock ability and nature
       if (Object.hasOwn(speciesStarterCosts, species.speciesId)) {
         const starterData = this.starterData[species.speciesId];
-        starterData.abilityAttr |=
-          pokemon.abilityIndex !== 1 || pokemon.species.ability2
-            ? 1 << pokemon.abilityIndex
-            : AbilityAttr.ABILITY_HIDDEN;
-
+        starterData.abilityAttr |= 1 << pokemon.abilityIndex;
         starterData.natureAttr |= 1 << pokemon.nature;
       }
 
@@ -1642,7 +1589,34 @@ export class GameData {
     });
   }
 
-  private incrementCaughtPokemonStats(pokemon: Pokemon) {
+  /**
+   * Update all "seen" game statistics based on the given Pokemon.
+   * Trainer legendaries and shinies do not increment the seen legendaries and shinies counters.
+   * @param pokemon - The {@linkcode Pokemon} that was seen.
+   * @param trainer - Whether the Pokemon belongs to a trainer.
+   */
+  private incrementSeenPokemonStats(pokemon: Pokemon, trainer: boolean = false): void {
+    this.gameStats.pokemonSeen++;
+    if (trainer) {
+      return;
+    }
+    if (pokemon.species.isSubLegendary()) {
+      this.gameStats.subLegendaryPokemonSeen++;
+    } else if (pokemon.species.isLegendary()) {
+      this.gameStats.legendaryPokemonSeen++;
+    } else if (pokemon.species.isMythical()) {
+      this.gameStats.mythicalPokemonSeen++;
+    }
+    if (pokemon.isShiny()) {
+      this.gameStats.shinyPokemonSeen++;
+    }
+  }
+
+  /**
+   * Update all "caught" game statistics based on the given Pokemon.
+   * @param pokemon - The {@linkcode Pokemon} that was caught.
+   */
+  private incrementCaughtPokemonStats(pokemon: Pokemon): void {
     this.gameStats.pokemonCaught++;
     if (pokemon.species.isSubLegendary()) {
       this.gameStats.subLegendaryPokemonCaught++;
@@ -1656,7 +1630,11 @@ export class GameData {
     }
   }
 
-  private incrementHatchedPokemonStats(pokemon: Pokemon) {
+  /**
+   * Update all "hatched" game statistics based on the given Pokemon.
+   * @param pokemon - The {@linkcode Pokemon} that was hatched.
+   */
+  private incrementHatchedPokemonStats(pokemon: Pokemon): void {
     this.gameStats.pokemonHatched++;
     if (pokemon.species.isSubLegendary()) {
       this.gameStats.subLegendaryPokemonHatched++;
@@ -1670,7 +1648,13 @@ export class GameData {
     }
   }
 
-  incrementRibbonCount(species: PokemonSpecies, forStarter: boolean = false): number {
+  /**
+   * Award a win ribbon to the given Species, updating game stats and awarding ribbon count achievements as needed.
+   * @param species - The {@linkcode PokemonSpecies} that won the ribbon.
+   * @param forStarter - Whether to get the non baby form of a starter or not. Default: `false`.
+   * @returns the updated number of ribbons for that Species.
+   */
+  public incrementRibbonCount(species: PokemonSpecies, forStarter: boolean = false): number {
     const speciesIdToIncrement: SpeciesId = species.getRootSpeciesId(forStarter);
 
     if (!this.starterData[speciesIdToIncrement].classicWinCount) {
@@ -1679,24 +1663,23 @@ export class GameData {
 
     if (!this.starterData[speciesIdToIncrement].classicWinCount) {
       globalScene.gameData.gameStats.ribbonsOwned++;
-    }
-
-    const ribbonsInStats: number = globalScene.gameData.gameStats.ribbonsOwned;
 
-    if (ribbonsInStats >= 100) {
-      globalScene.validateAchv(achvs._100_RIBBONS);
-    }
-    if (ribbonsInStats >= 75) {
-      globalScene.validateAchv(achvs._75_RIBBONS);
-    }
-    if (ribbonsInStats >= 50) {
-      globalScene.validateAchv(achvs._50_RIBBONS);
-    }
-    if (ribbonsInStats >= 25) {
-      globalScene.validateAchv(achvs._25_RIBBONS);
-    }
-    if (ribbonsInStats >= 10) {
-      globalScene.validateAchv(achvs._10_RIBBONS);
+      const ribbonsInStats: number = globalScene.gameData.gameStats.ribbonsOwned;
+      if (ribbonsInStats >= 100) {
+        globalScene.validateAchv(achvs._100_RIBBONS);
+      }
+      if (ribbonsInStats >= 75) {
+        globalScene.validateAchv(achvs._75_RIBBONS);
+      }
+      if (ribbonsInStats >= 50) {
+        globalScene.validateAchv(achvs._50_RIBBONS);
+      }
+      if (ribbonsInStats >= 25) {
+        globalScene.validateAchv(achvs._25_RIBBONS);
+      }
+      if (ribbonsInStats >= 10) {
+        globalScene.validateAchv(achvs._10_RIBBONS);
+      }
     }
 
     return ++this.starterData[speciesIdToIncrement].classicWinCount;
@@ -1705,10 +1688,11 @@ export class GameData {
   /**
    * Adds a candy to the player's game data for a given {@linkcode PokemonSpecies}.
    * Will do nothing if the player does not have the Pokemon owned in their system save data.
-   * @param species
-   * @param count
+   * TODO: UI should not be called directly here, probably emit an event instead or return a boolean to say whether the candy was given.
+   * @param species - The {@linkcode PokemonSpecies} to consider.
+   * @param count - How many candies to give.
    */
-  addStarterCandy(species: PokemonSpecies, count: number): void {
+  public addStarterCandy(species: PokemonSpecies, count: number): void {
     // Only gain candies if the Pokemon has already been marked as caught in dex (ignore "rental" pokemon)
     const speciesRootForm = species.getRootSpeciesId();
     if (globalScene.gameData.dexData[speciesRootForm].caughtAttr) {
@@ -1718,13 +1702,14 @@ export class GameData {
   }
 
   /**
-   *
-   * @param species
-   * @param eggMoveIndex
-   * @param showMessage Default true. If true, will display message for unlocked egg move
-   * @param prependSpeciesToMessage Default false. If true, will change message from "X Egg Move Unlocked!" to "Bulbasaur X Egg Move Unlocked!"
+   * Unlocks the given egg move for a Starter.
+   * TODO: sound effects and messages should not be handled here.
+   * @param species - The {@linkcode PokemonSpecies} to consider.
+   * @param eggMoveIndex - Index of the egg move to unlock, between 0 and 3.
+   * @param showMessage - Whether to display a message for the new move or not. Default: `true`
+   * @param prependSpeciesToMessage - If `true`, will change message from "X Egg Move Unlocked!" to "Bulbasaur X Egg Move Unlocked!". Default: `false`
    */
-  setEggMoveUnlocked(
+  public setEggMoveUnlocked(
     species: PokemonSpecies,
     eggMoveIndex: number,
     showMessage: boolean = true,
@@ -1769,7 +1754,7 @@ export class GameData {
   /**
    * Checks whether the root species of a given {@linkcode PokemonSpecies} has been unlocked in the dex
    */
-  isRootSpeciesUnlocked(species: PokemonSpecies): boolean {
+  public isRootSpeciesUnlocked(species: PokemonSpecies): boolean {
     return !!this.dexData[species.getRootSpeciesId()]?.caughtAttr;
   }
 
@@ -1777,7 +1762,7 @@ export class GameData {
    * Unlocks the given {@linkcode Nature} for a {@linkcode PokemonSpecies} and its pre-evolutions.
    * Will fail silently if root species has not been unlocked
    */
-  unlockSpeciesNature(species: PokemonSpecies, nature: Nature): void {
+  public unlockSpeciesNature(species: PokemonSpecies, nature: Nature): void {
     if (!this.isRootSpeciesUnlocked(species)) {
       return;
     }
@@ -1800,7 +1785,7 @@ export class GameData {
   /**
    * Update the maximum IVs for the given Pokemon {@linkcode SpeciesId} and its pre-evolutions.
    */
-  updateSpeciesDexIvs(speciesId: SpeciesId, ivs: number[]): void {
+  public updateSpeciesDexIvs(speciesId: SpeciesId, ivs: number[]): void {
     const doUpdateIvs = (speciesId: SpeciesId) => {
       // If it's a starter, update its IVs
       if (Object.hasOwn(speciesStarterCosts, speciesId)) {
@@ -1811,7 +1796,7 @@ export class GameData {
             starterIvs[i] = ivs[i];
           }
         }
-        if (starterIvs.filter((iv) => iv === 31).length === 6) {
+        if (starterIvs.filter((iv) => iv === IV_MAX).length === 6) {
           globalScene.validateAchv(achvs.PERFECT_IVS);
         }
       }
@@ -1825,7 +1810,12 @@ export class GameData {
     doUpdateIvs(speciesId);
   }
 
-  getSpeciesCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
+  /**
+   * Go through all species in dex data and counts those that fit the given criteria.
+   * @param dexEntryPredicate - Function that should return `true` if the given {@linkcode DexEntry} should be counted.
+   * @returns the number of Species (all Pokemon) that fit the given predicate in the dex data.
+   */
+  public getSpeciesCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
     const dexKeys = Object.keys(this.dexData);
     let speciesCount = 0;
     for (const s of dexKeys) {
@@ -1836,7 +1826,12 @@ export class GameData {
     return speciesCount;
   }
 
-  getStarterCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
+  /**
+   * Go through all starters in dex data and counts those that fit the given criteria.
+   * @param dexEntryPredicate - Function that should return `true` if the given {@linkcode DexEntry} should be counted.
+   * @returns the number of Starters that fit the given predicate in the dex data.
+   */
+  public getStarterCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
     const starterKeys = Object.keys(speciesStarterCosts);
     let starterCount = 0;
     for (const s of starterKeys) {
@@ -1848,54 +1843,75 @@ export class GameData {
     return starterCount;
   }
 
-  getSpeciesDefaultDexAttr(species: PokemonSpecies, _forSeen: boolean = false, optimistic: boolean = false): bigint {
+  /**
+   * Get a stripped down version of the caught {@linkcode DexAttr} of the given species,
+   * only keeping the flag for the first unlocked element in each category (gender, form, shiny, ...).
+   * For example, even if all abilities are unlocked, will only return the first ability as unlocked.
+   * @param species - The {@linkcode PokemonSpecies} to consider
+   * @param _forSeen unused. Default: `false` | TODO: remove
+   * @param rarestVariantFirst - Whether it should return the rarest unlocked shiny variant,
+   * or prioritize the non shiny form (or the lowest unlocked variant, if non shiny is not caught). Default: `false`
+   * @returns A dex attribute containing the default unlocked flags for the given species.
+   */
+  public getSpeciesDefaultDexAttr(
+    species: PokemonSpecies,
+    _forSeen: boolean = false,
+    rarestVariantFirst: boolean = false,
+  ): bigint {
     let ret = 0n;
     const dexEntry = this.dexData[species.speciesId];
     const attr = dexEntry.caughtAttr;
-    if (optimistic) {
-      if (attr & DexAttr.SHINY) {
-        ret |= DexAttr.SHINY;
-
-        if (attr & DexAttr.VARIANT_3) {
-          ret |= DexAttr.VARIANT_3;
-        } else if (attr & DexAttr.VARIANT_2) {
-          ret |= DexAttr.VARIANT_2;
-        } else {
-          ret |= DexAttr.DEFAULT_VARIANT;
-        }
+
+    if (rarestVariantFirst) {
+      if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
       } else {
         ret |= DexAttr.NON_SHINY;
-        ret |= DexAttr.DEFAULT_VARIANT;
       }
     } else {
       // Default to non shiny. Fallback to shiny if it's the only thing that's unlocked
-      ret |= attr & DexAttr.NON_SHINY || !(attr & DexAttr.SHINY) ? DexAttr.NON_SHINY : DexAttr.SHINY;
-
-      if (attr & DexAttr.DEFAULT_VARIANT) {
-        ret |= DexAttr.DEFAULT_VARIANT;
-      } else if (attr & DexAttr.VARIANT_2) {
-        ret |= DexAttr.VARIANT_2;
-      } else if (attr & DexAttr.VARIANT_3) {
-        ret |= DexAttr.VARIANT_3;
+      if (attr & DexAttr.NON_SHINY) {
+        ret |= DexAttr.NON_SHINY;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
       } else {
-        ret |= DexAttr.DEFAULT_VARIANT;
+        ret |= DexAttr.NON_SHINY; // Neither shiny and non shiny unlocked, fallback to non shiny
       }
     }
+
     ret |= attr & DexAttr.MALE || !(attr & DexAttr.FEMALE) ? DexAttr.MALE : DexAttr.FEMALE;
     ret |= this.getFormAttr(this.getFormIndex(attr));
     return ret;
   }
 
-  getSpeciesDexAttrProps(_species: PokemonSpecies, dexAttr: bigint): DexAttrProps {
+  /**
+   * Transforms a dex attribute (see {@linkcode DexAttr}) into a human readable object.
+   * Assumes that the input only has a single turned on flag per category (gender, form, variant),
+   * for example as returned by {@linkcode getSpeciesDefaultDexAttr} or obtained from a {@linkcode Pokemon}.
+   * @param _species - unused. TODO: remove
+   * @param dexAttr - The dex attribute to consider.
+   * @returns {@linkcode DexAttrProps} corresponding to the given dex attribute.
+   */
+  public getSpeciesDexAttrProps(_species: PokemonSpecies, dexAttr: bigint): DexAttrProps {
+    const female = !(dexAttr & DexAttr.MALE); // TODO: is that correct for genderless species?
     const shiny = !(dexAttr & DexAttr.NON_SHINY);
-    const female = !(dexAttr & DexAttr.MALE);
     let variant: Variant = 0;
-    if (dexAttr & DexAttr.DEFAULT_VARIANT) {
-      variant = 0;
-    } else if (dexAttr & DexAttr.VARIANT_2) {
-      variant = 1;
-    } else if (dexAttr & DexAttr.VARIANT_3) {
-      variant = 2;
+    if (shiny) {
+      if (dexAttr & DexAttr.SHINY_BASE_VARIANT) {
+        variant = 0;
+      } else if (dexAttr & DexAttr.SHINY_RARE_VARIANT) {
+        variant = 1;
+      } else if (dexAttr & DexAttr.SHINY_EPIC_VARIANT) {
+        variant = 2;
+      }
     }
     const formIndex = this.getFormIndex(dexAttr);
 
@@ -1907,12 +1923,37 @@ export class GameData {
     };
   }
 
-  getStarterSpeciesDefaultAbilityIndex(species: PokemonSpecies): number {
+  /**
+   * Checks whether the given Species has a passive, and that it's unlocked.
+   * Will be false for non baby starters (Pikachu, Clefairy, ...)
+   * @param speciesId - The {@linkcode SpeciesId} to consider
+   * @returns `true` if the species is a starter with its passive unlocked.
+   */
+  public isPassiveUnlocked(speciesId: SpeciesId): boolean {
+    return (
+      Object.hasOwn(starterPassiveAbilities, speciesId)
+      && (this.starterData[speciesId]?.abilityAttr & AbilityAttr.PASSIVE) > 0
+    );
+  }
+
+  /**
+   * Get the index of the first unlocked ability for a given Species.
+   * TODO: should probably check that the species is a starter
+   * @param species - The {@linkcode PokemonSpecies} to consider.
+   * @returns index of the default ability to use for that species, between 0 or 2.
+   */
+  public getStarterSpeciesDefaultAbilityIndex(species: PokemonSpecies): number {
     const abilityAttr = this.starterData[species.speciesId].abilityAttr;
     return abilityAttr & AbilityAttr.ABILITY_1 ? 0 : !species.ability2 || abilityAttr & AbilityAttr.ABILITY_2 ? 1 : 2;
   }
 
-  getSpeciesDefaultNature(species: PokemonSpecies): Nature {
+  /**
+   * Get the first unlocked nature for a given Species.
+   * TODO: should probably check that the species is a starter
+   * @param species - The {@linkcode PokemonSpecies} to consider.
+   * @returns the default {@linkcode Nature} to use for that species.
+   */
+  public getSpeciesDefaultNature(species: PokemonSpecies): Nature {
     const dexEntry = this.starterData[species.speciesId];
     for (let n = 0; n < 25; n++) {
       if (dexEntry.natureAttr & (1 << n)) {
@@ -1922,15 +1963,12 @@ export class GameData {
     return 0 as Nature;
   }
 
-  getSpeciesDefaultNatureAttr(species: PokemonSpecies): number {
-    return 1 << this.getSpeciesDefaultNature(species);
-  }
-
-  getDexAttrLuck(dexAttr: bigint): number {
-    return dexAttr & DexAttr.SHINY ? (dexAttr & DexAttr.VARIANT_3 ? 3 : dexAttr & DexAttr.VARIANT_2 ? 2 : 1) : 0;
-  }
-
-  getNaturesForAttr(natureAttr: number = 0): Nature[] {
+  /**
+   * Get the list of unlocked natures based on the given dex nature attribute.
+   * @param natureAttr - The attribute to consider, as stored in starter data.
+   * @returns Array of unlocked natures
+   */
+  public getNaturesForAttr(natureAttr: number = 0): Nature[] {
     const ret: Nature[] = [];
     for (let n = 0; n < 25; n++) {
       if (natureAttr & (1 << n)) {
@@ -1940,7 +1978,72 @@ export class GameData {
     return ret;
   }
 
-  getSpeciesStarterValue(speciesId: SpeciesId): number {
+  /**
+   * Get an ordered list of the {@linkcode DexAttr}s for all unlocked variants of the given caughtAttr.
+   * @param caughtAttr - The dex attribute to consider.
+   * @param getRarestFirst - Whether the returned array should be ordered starting from the rarest unlocked variant, or not. Default: `false`
+   * @returns array of {@linkcode DexAttr}s for the unlocked variants, if any.
+   */
+  getUnlockedVariantsAttr(caughtAttr: bigint, getRarestFirst: boolean = false): bigint[] {
+    const orderedVariants = getRarestFirst
+      ? [DexAttr.SHINY_EPIC_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_BASE_VARIANT]
+      : [DexAttr.SHINY_BASE_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_EPIC_VARIANT];
+    return orderedVariants.filter((v) => (caughtAttr & v) > 0);
+  }
+
+  /**
+   * Get the index of the first unlocked form based on the given dex attribute.
+   * @param attr - The attribute to consider, as stored in dex data.
+   * @returns index of the first form with an active flag, or 0 if none.
+   */
+  public getFormIndex(attr: bigint): number {
+    if (!attr || attr < DexAttr.DEFAULT_FORM) {
+      return 0;
+    }
+    let formIndex = 0;
+    while (!(attr & this.getFormAttr(formIndex))) {
+      formIndex++;
+    }
+    return formIndex;
+  }
+
+  /**
+   * Get the value of the dex attribute flag corresponding to the given form index.
+   * @param formIndex - The form index to consider.
+   * @returns value of the active flag for that index.
+   */
+  getFormAttr(formIndex: number): bigint {
+    return BigInt(1 << formIndex) * DexAttr.DEFAULT_FORM;
+  }
+
+  /**
+   * Get the luck value associated to a given dex attribute.
+   * Currently 0 if no shiny unlocked, 1, 2 or 3 depending on the highest unlocked shiny variant.
+   * @param dexAttr - The dex attribute to consider.
+   * @returns The luck, between 0 and 3.
+   * @todo Decouple variants (and shinies entirely?) from luck
+   */
+  public getDexAttrLuck(dexAttr: bigint): number {
+    if (dexAttr & DexAttr.SHINY_EPIC_VARIANT) {
+      return 3;
+    }
+    if (dexAttr & DexAttr.SHINY_RARE_VARIANT) {
+      return 2;
+    }
+    if (dexAttr & DexAttr.SHINY_BASE_VARIANT) {
+      return 1;
+    }
+    return 0;
+  }
+
+  /**
+   * Get the cost of a starter, taking into account the number of purchased cost reduction
+   * and any active challenge.
+   * TODO: should probably check that the species is a starter
+   * @param speciesId - The {@linkcode SpeciesId} to consider.
+   * @returns how many points using the given species as starter should cost.
+   */
+  public getSpeciesStarterValue(speciesId: SpeciesId): number {
     const baseValue = speciesStarterCosts[speciesId];
     let value = baseValue;
 
@@ -1962,19 +2065,4 @@ export class GameData {
 
     return cost.value;
   }
-
-  getFormIndex(attr: bigint): number {
-    if (!attr || attr < DexAttr.DEFAULT_FORM) {
-      return 0;
-    }
-    let f = 0;
-    while (!(attr & this.getFormAttr(f))) {
-      f++;
-    }
-    return f;
-  }
-
-  getFormAttr(formIndex: number): bigint {
-    return BigInt(1) << BigInt(7 + formIndex);
-  }
 }
diff --git a/src/ui/components/battle-info.ts b/src/ui/components/battle-info.ts
index d7634bbf13..035eb4da47 100644
--- a/src/ui/components/battle-info.ts
+++ b/src/ui/components/battle-info.ts
@@ -401,7 +401,7 @@ export class BattleInfo extends Phaser.GameObjects.Container {
         }
       }
 
-      // Check if Player owns all genders and forms of the Pokemon
+      // Check if Player owns all genders, variants and forms of the Pokemon
       const missingDexAttrs = (dexEntry.caughtAttr & opponentPokemonDexAttr) < opponentPokemonDexAttr;
 
       const ownedAbilityAttrs = globalScene.gameData.starterData[pokemon.species.getRootSpeciesId()].abilityAttr;
diff --git a/src/ui/components/hatched-pokemon-container.ts b/src/ui/components/hatched-pokemon-container.ts
index bb7070611d..15a5d24fec 100644
--- a/src/ui/components/hatched-pokemon-container.ts
+++ b/src/ui/components/hatched-pokemon-container.ts
@@ -89,10 +89,17 @@ export class HatchedPokemonContainer extends Phaser.GameObjects.Container {
 
     const dexEntry = hatchData.dexEntryBeforeUpdate;
     const caughtAttr = dexEntry.caughtAttr;
-    const newShiny = BigInt(1 << (displayPokemon.shiny ? 1 : 0));
-    const newVariant = BigInt(1 << (displayPokemon.variant + 4));
-    const newShinyOrVariant = (newShiny & caughtAttr) === BigInt(0) || (newVariant & caughtAttr) === BigInt(0);
-    const newForm = ((BigInt(1 << displayPokemon.formIndex) * DexAttr.DEFAULT_FORM) & caughtAttr) === BigInt(0);
+
+    let newShinyOrVariant = false;
+    if (displayPokemon.shiny) {
+      const variantAttr = BigInt(1 << displayPokemon.variant) * DexAttr.SHINY_BASE_VARIANT;
+      newShinyOrVariant = (variantAttr & caughtAttr) === BigInt(0);
+    } else if ((caughtAttr & DexAttr.NON_SHINY) === 0n) {
+      // The non shiny form is new
+      newShinyOrVariant = true;
+    }
+
+    const newForm = (globalScene.gameData.getFormAttr(displayPokemon.formIndex) & caughtAttr) === BigInt(0);
 
     const female = displayPokemon.gender === Gender.FEMALE;
     const formIndex = displayPokemon.formIndex;
diff --git a/src/ui/components/pokemon-info-container.ts b/src/ui/components/pokemon-info-container.ts
index 37ab2fb8e9..779ad65e9f 100644
--- a/src/ui/components/pokemon-info-container.ts
+++ b/src/ui/components/pokemon-info-container.ts
@@ -206,13 +206,14 @@ export class PokemonInfoContainer extends Phaser.GameObjects.Container {
     this.pokemonShinyNewIcon = addTextObject(
       this.pokemonShinyIcon.x + 12,
       this.pokemonShinyIcon.y,
-      "",
+      "(+)",
       this.defaultTextStyle,
     );
     this.pokemonShinyNewIcon.setOrigin(0, 0);
     this.pokemonShinyNewIcon.setName("text-pkmn-shiny-new-icon");
-    this.add(this.pokemonShinyNewIcon);
     this.pokemonShinyNewIcon.setVisible(false);
+    setTextColor(this.pokemonShinyNewIcon, TextStyle.SUMMARY_BLUE);
+    this.add(this.pokemonShinyNewIcon);
 
     this.setVisible(false);
   }
@@ -269,7 +270,7 @@ export class PokemonInfoContainer extends Phaser.GameObjects.Container {
       if (formName) {
         this.pokemonFormLabelText.setVisible(true);
         this.pokemonFormText.setVisible(true);
-        const newForm = BigInt(1 << pokemon.getSelectableFormIndex()) * DexAttr.DEFAULT_FORM;
+        const newForm = globalScene.gameData.getFormAttr(pokemon.getSelectableFormIndex());
 
         if ((newForm & caughtAttr) === BigInt(0)) {
           setTextColor(this.pokemonFormLabelText, TextStyle.SUMMARY_BLUE);
@@ -337,18 +338,15 @@ export class PokemonInfoContainer extends Phaser.GameObjects.Container {
         );
         this.pokemonShinyIcon.on("pointerout", () => globalScene.ui.hideTooltip());
 
-        const newShiny = BigInt(1 << (pokemon.shiny ? 1 : 0));
-        const newVariant = BigInt(1 << (pokemon.variant + 4));
-
-        this.pokemonShinyNewIcon.setText("(+)");
-        setTextColor(this.pokemonShinyNewIcon, TextStyle.SUMMARY_BLUE);
-        const newShinyOrVariant = (newShiny & caughtAttr) === BigInt(0) || (newVariant & caughtAttr) === BigInt(0);
-        this.pokemonShinyNewIcon.setVisible(newShinyOrVariant);
-      } else if ((caughtAttr & DexAttr.NON_SHINY) === BigInt(0) && (caughtAttr & DexAttr.SHINY) === DexAttr.SHINY) {
-        //If the player has *only* caught any shiny variant of this species, not a non-shiny
+        const variantAttr = BigInt(1 << baseVariant) * DexAttr.SHINY_BASE_VARIANT;
+        const isNewVariant = (variantAttr & caughtAttr) === BigInt(0);
+        this.pokemonShinyNewIcon.setVisible(isNewVariant);
+      } else if (
+        (caughtAttr & DexAttr.NON_SHINY) === 0n
+        && globalScene.gameData.getUnlockedVariantsAttr(caughtAttr).length > 0
+      ) {
+        // If the player has *only* caught shinies of this species before, not a non-shiny
         this.pokemonShinyNewIcon.setVisible(true);
-        this.pokemonShinyNewIcon.setText("(+)");
-        setTextColor(this.pokemonShinyNewIcon, TextStyle.SUMMARY_BLUE);
       } else {
         this.pokemonShinyNewIcon.setVisible(false);
       }
diff --git a/src/ui/handlers/game-stats-ui-handler.ts b/src/ui/handlers/game-stats-ui-handler.ts
index 8ec7e89ab7..77d931f2a4 100644
--- a/src/ui/handlers/game-stats-ui-handler.ts
+++ b/src/ui/handlers/game-stats-ui-handler.ts
@@ -42,7 +42,12 @@ const displayStats: DisplayStats = {
   shinyStartersUnlocked: {
     label_key: "shinyStarters",
     sourceFunc: (gameData) => {
-      const starterCount = gameData.getStarterCount((d) => (d.caughtAttr & DexAttr.SHINY) > 0);
+      const starterCount = gameData.getStarterCount(
+        (d) =>
+          (d.caughtAttr & DexAttr.SHINY_BASE_VARIANT) > 0
+          || (d.caughtAttr & DexAttr.SHINY_RARE_VARIANT) > 0
+          || (d.caughtAttr & DexAttr.SHINY_EPIC_VARIANT) > 0,
+      );
       return `${starterCount} (${Math.floor((starterCount / Object.keys(speciesStarterCosts).length) * 1000) / 10}%)`;
     },
   },
diff --git a/src/ui/handlers/login-form-ui-handler.ts b/src/ui/handlers/login-form-ui-handler.ts
index 421915e201..95a3300f64 100644
--- a/src/ui/handlers/login-form-ui-handler.ts
+++ b/src/ui/handlers/login-form-ui-handler.ts
@@ -1,6 +1,12 @@
 import { api } from "#api/api";
 import { globalScene } from "#app/global-scene";
-import { APP_ABBREVIATION, SAVE_FILE_EXTENSION, SAVES_ZIP_PREFIX } from "#constants/app-constants";
+import {
+  APP_ABBREVIATION,
+  SAVE_FILE_EXTENSION,
+  SAVES_ZIP_PREFIX,
+  SESSION_DATA_LS_KEY_PREFIX,
+  SYSTEM_DATA_LS_KEY_PREFIX,
+} from "#constants/app-constants";
 import { GAME_HEIGHT, GAME_WIDTH } from "#constants/ui-constants";
 import { TextStyle } from "#enums/text-style";
 import { UiMode } from "#enums/ui-mode";
@@ -233,7 +239,7 @@ export class LoginFormUiHandler extends FormModalUiHandler {
 
     this.usernameInfoImage.on("pointerdown", () => {
       const localStorageKeys = Object.keys(localStorage); // this gets the keys for localStorage
-      const keyToFind = "data_";
+      const keyToFind = SYSTEM_DATA_LS_KEY_PREFIX + "_";
       const dataKeys = localStorageKeys.filter((ls) => ls.indexOf(keyToFind) >= 0);
       if (dataKeys.length > 0 && dataKeys.length <= 2) {
         const options: OptionSelectItem[] = [];
@@ -263,8 +269,8 @@ export class LoginFormUiHandler extends FormModalUiHandler {
     this.saveDownloadImage.on("pointerdown", () => {
       // find all data_ and sessionData keys, put them in a .txt file and download everything in a single zip
       const localStorageKeys = Object.keys(localStorage); // this gets the keys for localStorage
-      const keyToFind = "data_";
-      const sessionKeyToFind = "sessionData";
+      const keyToFind = SYSTEM_DATA_LS_KEY_PREFIX;
+      const sessionKeyToFind = SESSION_DATA_LS_KEY_PREFIX;
       const dataKeys = localStorageKeys.filter((ls) => ls.indexOf(keyToFind) >= 0);
       const sessionKeys = localStorageKeys.filter((ls) => ls.indexOf(sessionKeyToFind) >= 0);
       if (dataKeys.length > 0 || sessionKeys.length > 0) {
diff --git a/src/ui/handlers/menu-ui-handler.ts b/src/ui/handlers/menu-ui-handler.ts
index c62f71bc72..3ba26403ee 100644
--- a/src/ui/handlers/menu-ui-handler.ts
+++ b/src/ui/handlers/menu-ui-handler.ts
@@ -2,7 +2,7 @@ import { api } from "#api/api";
 import { loggedInUser, updateUserInfo } from "#app/account";
 import { globalScene } from "#app/global-scene";
 import { handleTutorial } from "#app/tutorial";
-import { BYPASS_LOGIN, IS_BETA, SESSION_ID_COOKIE } from "#constants/app-constants";
+import { BYPASS_LOGIN, IS_BETA, SAVE_SLOT_LIMIT, SESSION_ID_COOKIE } from "#constants/app-constants";
 import { GAME_HEIGHT, GAME_WIDTH } from "#constants/ui-constants";
 import { AdminMode } from "#enums/admin-mode";
 import { Button } from "#enums/button";
@@ -194,7 +194,7 @@ export class MenuUiHandler extends OptionSelectUiHandler {
       ui.revertMode();
       ui.showText(message, null, () => {
         const config: OptionSelectModeConfig = {
-          options: new Array(5)
+          options: new Array(SAVE_SLOT_LIMIT)
             .fill(null)
             .map((_, i) => i)
             .filter(slotFilter)
@@ -246,7 +246,7 @@ export class MenuUiHandler extends OptionSelectUiHandler {
       handler: () => {
         const dataSlots: number[] = [];
         Promise.all(
-          new Array(5).fill(null).map((_, i) => {
+          new Array(SAVE_SLOT_LIMIT).fill(null).map((_, i) => {
             const slotId = i;
             return globalScene.gameData.getSession(slotId).then((data) => {
               if (data) {
diff --git a/src/ui/handlers/save-slot-select-ui-handler.ts b/src/ui/handlers/save-slot-select-ui-handler.ts
index a0d0a70d9d..d4ed62a347 100644
--- a/src/ui/handlers/save-slot-select-ui-handler.ts
+++ b/src/ui/handlers/save-slot-select-ui-handler.ts
@@ -1,5 +1,6 @@
 import { GameMode } from "#app/game-mode";
 import { globalScene } from "#app/global-scene";
+import { SAVE_SLOT_LIMIT } from "#constants/app-constants";
 import { GAME_HEIGHT, GAME_WIDTH } from "#constants/ui-constants";
 import { Button } from "#enums/button";
 import { RunDisplayMode } from "#enums/run-display-mode";
@@ -20,7 +21,6 @@ import { fixedNumber, isNil } from "#utils/common-utils";
 import { getPlayTimeString, getPokemonLevelText } from "#utils/string-utils";
 import i18next from "i18next";
 
-const SESSION_SLOTS_COUNT = 5;
 const SLOTS_ON_SCREEN = 3;
 
 export type SaveSlotSelectCallback = (cursor: number) => void;
@@ -171,7 +171,7 @@ export class SaveSlotSelectUiHandler extends MessageUiHandler {
         case Button.DOWN:
           if (this.cursor < SLOTS_ON_SCREEN - 1) {
             success = this.setCursor(this.cursor + 1, cursorPosition);
-          } else if (this.scrollCursor < SESSION_SLOTS_COUNT - SLOTS_ON_SCREEN) {
+          } else if (this.scrollCursor < SAVE_SLOT_LIMIT - SLOTS_ON_SCREEN) {
             success = this.setScrollCursor(this.scrollCursor + 1, cursorPosition);
           }
           break;
@@ -197,7 +197,7 @@ export class SaveSlotSelectUiHandler extends MessageUiHandler {
   }
 
   populateSessionSlots() {
-    for (let s = 0; s < SESSION_SLOTS_COUNT; s++) {
+    for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
       const sessionSlot = new SessionSlot(s);
       globalScene.add.existing(sessionSlot);
       this.sessionSlotsContainer.add(sessionSlot);
diff --git a/src/ui/handlers/starter-select-ui-handler.ts b/src/ui/handlers/starter-select-ui-handler.ts
index 48c1879e82..976e7975c4 100644
--- a/src/ui/handlers/starter-select-ui-handler.ts
+++ b/src/ui/handlers/starter-select-ui-handler.ts
@@ -1,4 +1,4 @@
-import { loggedInUser } from "#app/account";
+import { getLocalStorageKey } from "#app/account";
 import { globalScene } from "#app/global-scene";
 import Overrides from "#app/overrides";
 import { handleTutorial } from "#app/tutorial";
@@ -38,12 +38,12 @@ import { DropDownState } from "#enums/drop-down-state";
 import { DropDownType } from "#enums/drop-down-type";
 import { EggSourceType } from "#enums/egg-source-types";
 import { ElementalType } from "#enums/elemental-type";
+import { GameDataType } from "#enums/game-data-type";
 import { GameModes } from "#enums/game-modes";
 import { Gender } from "#enums/gender";
 import { GrowthRate } from "#enums/growth-rates";
 import type { MoveId } from "#enums/move-id";
 import type { Nature } from "#enums/nature";
-import { Passive as PassiveAttr } from "#enums/passive";
 import { PokemonIconAnimMode } from "#enums/pokemon-icon-anim-mode";
 import { SettingKeyboard } from "#enums/setting-keyboard";
 import { SortCriteria } from "#enums/sort-criteria";
@@ -205,7 +205,7 @@ let StarterPrefers_private_latest: string = StarterPrefers_DEFAULT;
 function loadStarterPrefs(): StarterPreferences {
   return JSON.parse(
     (StarterPrefers_private_latest =
-      localStorage.getItem(`starterPrefs_${loggedInUser?.username}`) || StarterPrefers_DEFAULT),
+      localStorage.getItem(getLocalStorageKey(GameDataType.STARTER_PREFS)) ?? StarterPrefers_DEFAULT),
   );
 }
 
@@ -214,7 +214,7 @@ function saveStarterPrefs(prefs: StarterPreferences): void {
   const pStr: string = JSON.stringify(prefs);
   if (pStr !== StarterPrefers_private_latest) {
     // something changed, store the update
-    localStorage.setItem(`starterPrefs_${loggedInUser?.username}`, pStr);
+    localStorage.setItem(getLocalStorageKey(GameDataType.STARTER_PREFS), pStr);
     // update the latest prefs
     StarterPrefers_private_latest = pStr;
   }
@@ -226,6 +226,7 @@ interface SpeciesDetails {
   female?: boolean;
   variant?: Variant;
   abilityIndex?: number;
+  passiveEnabled?: boolean;
   natureIndex?: number;
   forSeen?: boolean; // default = false
   teraType?: ElementalType;
@@ -312,6 +313,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
   private starterIconsCursorIndex: number;
   private dexAttrCursor: bigint = 0n;
   private abilityCursor: number = -1;
+  private passiveEnabled: boolean = false;
   private natureCursor: number = -1;
   private teraCursor: ElementalType = ElementalType.UNKNOWN;
   private filterBarCursor: number = 0;
@@ -325,18 +327,18 @@ export class StarterSelectUiHandler extends MessageUiHandler {
   private pokerusSpecies: PokemonSpecies[] = [];
   private starterAttr: bigint[] = [];
   private starterAbilityIndexes: number[] = [];
+  private starterPassives: boolean[] = [];
   private starterNatures: Nature[] = [];
   private starterTeras: ElementalType[] = [];
   private starterMovesets: StarterMoveset[] = [];
   private speciesStarterDexEntry: DexEntry | null;
   private speciesStarterDataEntry: StarterDataEntry | null;
   private speciesStarterMoves: MoveId[];
-  private canToggleShiny: boolean;
+  private canCycleShiny: boolean;
   private canCycleForm: boolean;
   private canCycleGender: boolean;
   private canCycleAbility: boolean;
   private canCycleNature: boolean;
-  private canCycleVariant: boolean;
   private canCycleTera: boolean;
 
   private assetLoadCancelled: BooleanHolder | null;
@@ -1157,8 +1159,13 @@ export class StarterSelectUiHandler extends MessageUiHandler {
 
     const caughtAttr = dexEntry.caughtAttr;
 
-    const hasShiny = caughtAttr & DexAttr.SHINY;
     const hasNonShiny = caughtAttr & DexAttr.NON_SHINY;
+    const variantUnlocks = [
+      (caughtAttr & DexAttr.SHINY_BASE_VARIANT) > 0,
+      (caughtAttr & DexAttr.SHINY_RARE_VARIANT) > 0,
+      (caughtAttr & DexAttr.SHINY_EPIC_VARIANT) > 0,
+    ];
+    const hasShiny = variantUnlocks.some((c) => c);
     if (starterAttributes.shiny && !hasShiny) {
       // shiny form wasn't unlocked, purging shiny and variant setting
       // biome-ignore lint/performance/noDelete: Optimizes local storage size
@@ -1172,15 +1179,10 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (starterAttributes.variant !== undefined) {
-      const unlockedVariants = [
-        hasShiny && caughtAttr & DexAttr.DEFAULT_VARIANT,
-        hasShiny && caughtAttr & DexAttr.VARIANT_2,
-        hasShiny && caughtAttr & DexAttr.VARIANT_3,
-      ];
       if (
         Number.isNaN(starterAttributes.variant)
         || starterAttributes.variant < 0
-        || !unlockedVariants[starterAttributes.variant]
+        || !variantUnlocks[starterAttributes.variant]
       ) {
         // variant value is invalid or requested variant wasn't unlocked, purging setting
         // biome-ignore lint/performance/noDelete: Optimizes local storage size
@@ -1196,9 +1198,9 @@ export class StarterSelectUiHandler extends MessageUiHandler {
       }
     }
 
+    const abilityAttr = starterData.abilityAttr;
     if (starterAttributes.ability !== undefined) {
       const speciesHasSingleAbility = species.ability2 === species.ability1;
-      const abilityAttr = starterData.abilityAttr;
       const hasAbility1 = abilityAttr & AbilityAttr.ABILITY_1;
       const hasAbility2 = abilityAttr & AbilityAttr.ABILITY_2;
       const hasHiddenAbility = abilityAttr & AbilityAttr.ABILITY_HIDDEN;
@@ -1216,6 +1218,15 @@ export class StarterSelectUiHandler extends MessageUiHandler {
       }
     }
 
+    if (starterAttributes.passive !== undefined) {
+      const passiveUnlocked = globalScene.gameData.isPassiveUnlocked(species.speciesId);
+      if (!passiveUnlocked || starterAttributes.passive === true) {
+        // passive isn't unlocked, doesn't exist, or is unlocked and will be enabled by default: purging the setting
+        // biome-ignore lint/performance/noDelete: Optimizes local storage size
+        delete starterAttributes.passive;
+      }
+    }
+
     const selectedForm = starterAttributes.form;
     if (
       selectedForm !== undefined
@@ -1285,17 +1296,18 @@ export class StarterSelectUiHandler extends MessageUiHandler {
   }
 
   /**
-   * Determines if a passive upgrade is available for the given species ID
-   * @param speciesId The ID of the species to check the passive of
-   * @returns true if the user has enough candies and a passive has not been unlocked already
+   * Determines if a passive upgrade can be purchased for the given species.
+   * @param speciesId - The {@linkcode SpeciesId} to check the passive of
+   * @returns `true` if the user has enough candies and the passive has not been unlocked already
    */
   isPassiveAvailable(speciesId: number): boolean {
     // Get this species ID's starter data
     const starterData = globalScene.gameData.starterData[speciesId];
 
     return (
-      starterData.candyCount >= getPassiveCandyCount(speciesStarterCosts[speciesId])
-      && !(starterData.passiveAttr & PassiveAttr.UNLOCKED)
+      Object.hasOwn(starterPassiveAbilities, speciesId)
+      && !(starterData.abilityAttr & AbilityAttr.PASSIVE)
+      && starterData.candyCount >= getPassiveCandyCount(speciesStarterCosts[speciesId])
     );
   }
 
@@ -1548,6 +1560,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
                       this.lastSpecies,
                       this.dexAttrCursor,
                       this.abilityCursor,
+                      this.passiveEnabled,
                       this.natureCursor as unknown as Nature,
                       this.starterMoveset?.slice(0) as StarterMoveset,
                       this.teraCursor,
@@ -1736,16 +1749,16 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             });
           }
 
-          const passiveAttr = starterData.passiveAttr;
-          if (passiveAttr & PassiveAttr.UNLOCKED) {
-            // this is for enabling and disabling the passive
-            if (!(passiveAttr & PassiveAttr.ENABLED)) {
+          // Option for enabling/disabling the passive if it's unlocked
+          if (globalScene.gameData.isPassiveUnlocked(this.lastSpecies.speciesId)) {
+            if (starterAttributes.passive === false) {
               options.push({
                 label: i18next.t("starterSelectUiHandler:enablePassive"),
                 handler: () => {
-                  starterData.passiveAttr |= PassiveAttr.ENABLED;
+                  // biome-ignore lint/performance/noDelete: Optimizes local storage size
+                  delete starterAttributes.passive;
                   ui.setMode<StarterSelectUiHandler>(UiMode.STARTER_SELECT);
-                  this.setSpeciesDetails(this.lastSpecies);
+                  this.setSpeciesDetails(this.lastSpecies, { passiveEnabled: true });
                   return true;
                 },
               });
@@ -1753,14 +1766,15 @@ export class StarterSelectUiHandler extends MessageUiHandler {
               options.push({
                 label: i18next.t("starterSelectUiHandler:disablePassive"),
                 handler: () => {
-                  starterData.passiveAttr ^= PassiveAttr.ENABLED;
+                  starterAttributes.passive = false;
                   ui.setMode<StarterSelectUiHandler>(UiMode.STARTER_SELECT);
-                  this.setSpeciesDetails(this.lastSpecies);
+                  this.setSpeciesDetails(this.lastSpecies, { passiveEnabled: false });
                   return true;
                 },
               });
             }
           }
+
           // if container.favorite is false, show the favorite option
           const isFavorite = starterAttributes?.favorite ?? false;
           if (!isFavorite) {
@@ -1842,7 +1856,10 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             ];
 
             // Unlock passive option
-            if (!(passiveAttr & PassiveAttr.UNLOCKED)) {
+            if (
+              Object.hasOwn(starterPassiveAbilities, this.lastSpecies.speciesId)
+              && !(starterData.abilityAttr & AbilityAttr.PASSIVE)
+            ) {
               const passiveCost = getPassiveCandyCount(speciesStarterCosts[this.lastSpecies.speciesId]);
               options.push({
                 label: `x${passiveCost} ${i18next.t("starterSelectUiHandler:unlockPassive")} (${
@@ -1850,24 +1867,25 @@ export class StarterSelectUiHandler extends MessageUiHandler {
                 })`,
                 handler: () => {
                   if (Overrides.FREE_CANDY_UPGRADE_OVERRIDE || candyCount >= passiveCost) {
-                    starterData.passiveAttr |= PassiveAttr.UNLOCKED | PassiveAttr.ENABLED;
+                    starterData.abilityAttr |= AbilityAttr.PASSIVE;
                     if (!Overrides.FREE_CANDY_UPGRADE_OVERRIDE) {
                       starterData.candyCount -= passiveCost;
                     }
                     this.pokemonCandyCountText.setText(`x${starterData.candyCount}`);
+                    // TODO: should handle request failure better, and not allow to buy another update until it finishes
                     globalScene.gameData.saveSystem().then((success) => {
                       if (!success) {
                         return globalScene.reset(true);
                       }
                     });
                     ui.setMode<StarterSelectUiHandler>(UiMode.STARTER_SELECT);
-                    this.setSpeciesDetails(this.lastSpecies);
+                    this.setSpeciesDetails(this.lastSpecies, { passiveEnabled: true });
                     globalScene.audioManager.playSound("se/buy");
 
                     // update the passive background
                     if (starterContainer) {
                       starterContainer.starterPassiveBgs.setVisible(
-                        globalScene.gameData.starterData[this.lastSpecies.speciesId].passiveAttr > 0,
+                        globalScene.gameData.isPassiveUnlocked(this.lastSpecies.speciesId),
                       );
                     }
                     return true;
@@ -1997,7 +2015,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
         );
         switch (button) {
           case Button.CYCLE_SHINY:
-            if (this.canToggleShiny || this.canCycleVariant) {
+            if (this.canCycleShiny) {
               success = this.handleCycleShiny(starterAttributes, props);
             }
             break;
@@ -2227,95 +2245,77 @@ export class StarterSelectUiHandler extends MessageUiHandler {
    * @param props the current {@linkcode DexAttrProps} for the selected Pokemon
    * @returns `true` if the 'success' sound effect should be played
    */
-  handleCycleShiny(starterPrefs: StarterAttributes, props: DexAttrProps): boolean {
-    if ((!props.shiny && this.canToggleShiny) || (props.shiny && !this.canCycleVariant)) {
-      return this.toggleShinyState(starterPrefs);
+  private handleCycleShiny(starterPrefs: StarterAttributes, props: DexAttrProps): boolean {
+    if (isNil(this.speciesStarterDexEntry)) {
+      return false;
     }
-    if (props.shiny && this.canCycleVariant) {
-      // Find next unlocked variant
-      const previousVariant = isNil(starterPrefs.variant) ? props.variant : starterPrefs.variant;
-      let variant = previousVariant;
-      do {
-        variant = (variant + 1) % 3;
-        if (variant === 0 && this.canToggleShiny) {
-          // If we cycled back to the first variant and have the non shiny form unlocked
-          // we disable shiny state instead of looking through the other variants
-          return this.toggleShinyState(starterPrefs);
-        }
-        if (!isNil(this.speciesStarterDexEntry)) {
-          if (variant === 0 && this.speciesStarterDexEntry.caughtAttr & DexAttr.DEFAULT_VARIANT) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
-          if (variant === 1 && this.speciesStarterDexEntry.caughtAttr & DexAttr.VARIANT_2) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
-          if (variant === 2 && this.speciesStarterDexEntry.caughtAttr & DexAttr.VARIANT_3) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
+
+    const variants = [
+      DexAttr.NON_SHINY,
+      DexAttr.SHINY_BASE_VARIANT,
+      DexAttr.SHINY_RARE_VARIANT,
+      DexAttr.SHINY_EPIC_VARIANT,
+    ];
+    const currentShinyVariant = starterPrefs.variant ?? props.variant;
+    const previousIndex = props.shiny ? 1 + currentShinyVariant : 0;
+
+    let variant = previousIndex;
+    do {
+      variant = (variant + 1) % 4;
+      if (this.speciesStarterDexEntry.caughtAttr & variants[variant]) {
+        if (variant > 0) {
+          return this.switchToVariant(starterPrefs, (variant - 1) as Variant);
         }
-      } while (variant !== previousVariant);
-    }
+
+        // Switching from shiny to non shiny
+        this.toggleShinyOff(starterPrefs);
+        return true;
+      }
+    } while (variant !== previousIndex);
+
     return false;
   }
 
   /**
-   * Toggle the shiny state for the current Pokemon on/off and update the starter preferences
-   * If shiny gets turned on, the shiny sparkle sound effect gets played
-   * @param starterPrefs the current user picked preferences for the selected Pokemon
-   * @returns `true` if the 'success' sound effect should be played
+   * Disable the shiny state for the current Pokemon and update the starter preferences.
+   * @param starterPrefs - The current user-picked preferences for the selected Pokemon
    */
-  toggleShinyState(starterPrefs: StarterAttributes): boolean {
-    if (!this.canToggleShiny) {
-      return false;
-    }
-
-    starterPrefs.shiny = starterPrefs.shiny !== undefined ? !starterPrefs.shiny : false;
-
-    if (starterPrefs.shiny) {
-      // Switch from non shiny to shiny, we need to get the lowest tier unlocked variant
-      const newProps = globalScene.gameData.getSpeciesDexAttrProps(
-        this.lastSpecies,
-        this.getCurrentDexProps(this.lastSpecies.speciesId, false),
-      );
-      const newVariant = newProps.variant;
-      starterPrefs.variant = newVariant;
-      this.setSpeciesDetails(this.lastSpecies, { shiny: true, variant: newVariant });
-
-      globalScene.audioManager.playSound("se/sparkle");
-      // Set the variant label to the shiny tint
-      const tint = getVariantTint(newVariant);
-      this.pokemonShinyIcon.setFrame(getVariantTierForVariant(newVariant));
-      this.pokemonShinyIcon.setTint(tint);
-      this.pokemonShinyIcon.setVisible(true);
-      return false;
-    }
-
-    // Switch from shiny to non shiny
+  private toggleShinyOff(starterPrefs: StarterAttributes): void {
+    starterPrefs.shiny = false;
     // biome-ignore lint/performance/noDelete: Optimizes local storage size
     delete starterPrefs.variant;
     this.setSpeciesDetails(this.lastSpecies, { shiny: false, variant: 0 });
     this.pokemonShinyIcon.setVisible(false);
-    return true;
   }
 
   /**
-   * Switch the current Pokemon to the given variant and update the starter preferences
+   * Switch the current Pokemon to the given variant and update the starter preferences.
+   * If the Pokemon wasn't shiny before, also play a sparkle sound effect.
    * @param starterPrefs the current user picked preferences for the selected Pokemon
    * @param newVariant the variant to set for the Pokemon
    * @returns `true` if the 'success' sound effect should be played
    */
-  switchToVariant(starterPrefs: StarterAttributes, newVariant: Variant): boolean {
-    if (!this.canCycleVariant) {
-      return false;
+  private switchToVariant(starterPrefs: StarterAttributes, newVariant: Variant): boolean {
+    let playSparkleSound = false;
+    if (!starterPrefs.shiny) {
+      starterPrefs.shiny = true;
+      playSparkleSound = true;
     }
-
     starterPrefs.variant = newVariant; // store the selected variant
-    this.setSpeciesDetails(this.lastSpecies, { variant: newVariant });
+
+    this.setSpeciesDetails(this.lastSpecies, { shiny: true, variant: newVariant });
+
     // Cycle tint based on current sprite tint
     const tint = getVariantTint(newVariant);
     this.pokemonShinyIcon.setFrame(getVariantTierForVariant(newVariant));
     this.pokemonShinyIcon.setTint(tint);
-    return true;
+    this.pokemonShinyIcon.setVisible(true);
+
+    if (playSparkleSound) {
+      globalScene.audioManager.playSound("se/sparkle");
+    }
+
+    return !playSparkleSound;
   }
 
   isInParty(species: PokemonSpecies): [boolean, number] {
@@ -2335,6 +2335,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     species: PokemonSpecies,
     dexAttr: bigint,
     abilityIndex: number,
+    passiveEnabled: boolean,
     nature: Nature,
     moveset: StarterMoveset,
     teraType: ElementalType,
@@ -2358,6 +2359,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     this.starterSpecies.push(species);
     this.starterAttr.push(dexAttr);
     this.starterAbilityIndexes.push(abilityIndex);
+    this.starterPassives.push(passiveEnabled);
     this.starterNatures.push(nature);
     this.starterMovesets.push(moveset);
     this.starterTeras.push(teraType);
@@ -2526,7 +2528,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (this.speciesStarterDexEntry?.caughtAttr) {
-      if (this.canToggleShiny || this.canCycleVariant) {
+      if (this.canCycleShiny) {
         this.updateButtonIcon(SettingKeyboard.Button_Cycle_Shiny, gamepadType, this.shinyIconElement, this.shinyLabel);
       }
       if (this.canCycleForm) {
@@ -2607,7 +2609,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             /* Here we are making a fake form index dex props for challenges
              * Since some pokemon rely on forms to be valid (i.e. blaze tauros for fire challenges), we make a fake form and dex props to use in the challenge
              */
-            const tempFormProps = BigInt(Math.pow(2, i)) * DexAttr.DEFAULT_FORM;
+            const tempFormProps = globalScene.gameData.getFormAttr(i);
             const isValidForChallenge = new BooleanHolder(true);
             applyChallenges(
               globalScene.gameMode,
@@ -2680,10 +2682,9 @@ export class StarterSelectUiHandler extends MessageUiHandler {
 
       // Caught / Shiny filter
       const isNonShinyCaught: boolean = (caughtAttr & DexAttr.NON_SHINY) > 0;
-      const isShinyCaught: boolean = (caughtAttr & DexAttr.SHINY) > 0;
-      const isVariant1Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.DEFAULT_VARIANT) > 0;
-      const isVariant2Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.VARIANT_2) > 0;
-      const isVariant3Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.VARIANT_3) > 0;
+      const isVariant1Caught: boolean = (caughtAttr & DexAttr.SHINY_BASE_VARIANT) > 0;
+      const isVariant2Caught: boolean = (caughtAttr & DexAttr.SHINY_RARE_VARIANT) > 0;
+      const isVariant3Caught: boolean = (caughtAttr & DexAttr.SHINY_EPIC_VARIANT) > 0;
       const isUncaught = !isNonShinyCaught && !isVariant1Caught && !isVariant2Caught && !isVariant3Caught;
       const fitsCaught = this.filterBar.getVals(DropDownColumn.CAUGHT).some((caught) => {
         if (caught === "SHINY3") {
@@ -2704,7 +2705,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
       });
 
       // Passive Filter
-      const isPassiveUnlocked = starterData.passiveAttr > 0;
+      const isPassiveUnlocked = globalScene.gameData.isPassiveUnlocked(container.species.speciesId);
       const isPassiveUnlockable = this.isPassiveAvailable(container.species.speciesId) && !isPassiveUnlocked;
       const fitsPassive = this.filterBar.getVals(DropDownColumn.UNLOCKS).some((unlocks) => {
         if (unlocks.val === "PASSIVE" && unlocks.state === DropDownState.ON) {
@@ -2714,7 +2715,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
           return isStarterProgressable && !isPassiveUnlocked;
         }
         if (unlocks.val === "PASSIVE" && unlocks.state === DropDownState.UNLOCKABLE) {
-          return isPassiveUnlockable;
+          return isStarterProgressable && isPassiveUnlockable;
         }
         if (unlocks.val === "PASSIVE" && unlocks.state === DropDownState.OFF) {
           return true;
@@ -2914,29 +2915,26 @@ export class StarterSelectUiHandler extends MessageUiHandler {
       this.updateStarterValueLabel(container);
 
       container.label.setVisible(true);
-      const speciesVariants =
-        speciesId && globalScene.gameData.dexData[speciesId].caughtAttr & DexAttr.SHINY
-          ? [DexAttr.DEFAULT_VARIANT, DexAttr.VARIANT_2, DexAttr.VARIANT_3].filter(
-              (v) => (globalScene.gameData.dexData[speciesId].caughtAttr & v) > 0,
-            )
-          : [];
+
+      const caughtAttr = speciesId ? globalScene.gameData.dexData[speciesId].caughtAttr : 0n;
+      const abilityAttr = speciesId ? globalScene.gameData.starterData[speciesId].abilityAttr : 0;
+      const unlockedVariants = speciesId ? globalScene.gameData.getUnlockedVariantsAttr(caughtAttr).reverse() : [];
       for (let v = 0; v < 3; v++) {
-        const hasVariant = speciesVariants.length > v;
+        const hasVariant = unlockedVariants.length > v;
         container.shinyIcons[v].setVisible(hasVariant);
         if (hasVariant) {
-          container.shinyIcons[v].setTint(
-            getVariantTint(
-              speciesVariants[v] === DexAttr.DEFAULT_VARIANT ? 0 : speciesVariants[v] === DexAttr.VARIANT_2 ? 1 : 2,
-            ),
-          );
+          const variant =
+            unlockedVariants[v] === DexAttr.SHINY_BASE_VARIANT
+              ? 0
+              : unlockedVariants[v] === DexAttr.SHINY_RARE_VARIANT
+                ? 1
+                : 2;
+          container.shinyIcons[v].setTint(getVariantTint(variant));
         }
       }
 
-      container.starterPassiveBgs.setVisible(globalScene.gameData.starterData[speciesId].passiveAttr > 0);
-      container.hiddenAbilityIcon.setVisible(
-        globalScene.gameData.dexData[speciesId].caughtAttr > 0
-          && (globalScene.gameData.starterData[speciesId].abilityAttr & AbilityAttr.ABILITY_HIDDEN) > 0,
-      );
+      container.starterPassiveBgs.setVisible(caughtAttr > 0 && globalScene.gameData.isPassiveUnlocked(speciesId));
+      container.hiddenAbilityIcon.setVisible(caughtAttr > 0 && (abilityAttr & AbilityAttr.ABILITY_HIDDEN) > 0);
       container.classicWinIcon.setVisible(globalScene.gameData.starterData[speciesId].classicWinCount > 0);
       container.favoriteIcon.setVisible(this.starterPreferences[speciesId]?.favorite ?? false);
     });
@@ -3075,6 +3073,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     this.speciesStarterDataEntry = species ? globalScene.gameData.starterData[species.speciesId] : null;
     this.dexAttrCursor = species ? this.getCurrentDexProps(species.speciesId) : 0n;
     this.abilityCursor = species ? globalScene.gameData.getStarterSpeciesDefaultAbilityIndex(species) : 0;
+    this.passiveEnabled = species ? globalScene.gameData.isPassiveUnlocked(species.speciesId) : false;
     this.natureCursor = species ? globalScene.gameData.getSpeciesDefaultNature(species) : 0;
     this.teraCursor = species ? species.type1 : ElementalType.UNKNOWN;
 
@@ -3089,14 +3088,19 @@ export class StarterSelectUiHandler extends MessageUiHandler {
       ? { ...this.starterPreferences[species.speciesId] }
       : null;
 
+    // load prefered nature from local storage, if set
     if (starterAttributes?.nature) {
-      // load default nature from stater save data, if set
       this.natureCursor = starterAttributes.nature;
     }
+    // load preferrd ability from local storage, if set
     if (starterAttributes?.ability && !Number.isNaN(starterAttributes.ability)) {
-      // load default ability from stater save data, if set
       this.abilityCursor = starterAttributes.ability;
     }
+    // disable passive if that preference set in local storage
+    if (starterAttributes?.passive === false) {
+      this.passiveEnabled = false;
+    }
+    // load preferrd tera type from local storage, if set
     if (starterAttributes?.teraType) {
       this.teraCursor = starterAttributes.teraType;
     }
@@ -3229,6 +3233,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             female: props.female,
             variant: props.variant,
             abilityIndex: this.starterAbilityIndexes[starterIndex],
+            passiveEnabled: this.starterPassives[starterIndex],
             natureIndex: this.starterNatures[starterIndex],
             teraType: this.starterTeras[starterIndex],
           });
@@ -3236,6 +3241,8 @@ export class StarterSelectUiHandler extends MessageUiHandler {
           const defaultDexAttr = this.getCurrentDexProps(species.speciesId);
           const defaultAbilityIndex =
             starterAttributes?.ability ?? globalScene.gameData.getStarterSpeciesDefaultAbilityIndex(species);
+          const passiveUnlocked = globalScene.gameData.isPassiveUnlocked(species.speciesId);
+          const passiveEnabled = starterAttributes?.passive ?? passiveUnlocked;
           // load default nature from stater save data, if set
           const defaultNature = starterAttributes?.nature || globalScene.gameData.getSpeciesDefaultNature(species);
           props = globalScene.gameData.getSpeciesDexAttrProps(species, defaultDexAttr);
@@ -3253,6 +3260,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             female: props.female,
             variant: props.variant,
             abilityIndex: defaultAbilityIndex,
+            passiveEnabled: passiveEnabled,
             natureIndex: defaultNature,
           });
         }
@@ -3292,6 +3300,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
           female: props.female,
           variant: props.variant,
           abilityIndex: defaultAbilityIndex,
+          passiveEnabled: false,
           natureIndex: defaultNature,
           forSeen: true,
         });
@@ -3323,6 +3332,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
         female: false,
         variant: 0,
         abilityIndex: 0,
+        passiveEnabled: false,
         natureIndex: 0,
       });
       this.pokemonSprite.clearTint();
@@ -3332,7 +3342,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
   // TODO: This function gets called with `species = null` when the cursor is on the filter bar at the top of the screen.
   // So, the type of `species` should be `PokemonSpecies | null`
   setSpeciesDetails(species: PokemonSpecies, options: SpeciesDetails = {}): void {
-    let { shiny, formIndex, female, variant, abilityIndex, natureIndex, teraType } = options;
+    let { shiny, formIndex, female, variant, abilityIndex, passiveEnabled, natureIndex, teraType } = options;
     const forSeen: boolean = options.forSeen ?? false;
     const oldProps = species ? globalScene.gameData.getSpeciesDexAttrProps(species, this.dexAttrCursor) : null;
     const oldAbilityIndex =
@@ -3369,21 +3379,28 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (species) {
-      this.dexAttrCursor |= (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny))
-        ? DexAttr.NON_SHINY
-        : DexAttr.SHINY;
+      if (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny)) {
+        this.dexAttrCursor |= DexAttr.NON_SHINY;
+      } else {
+        if (isNil(variant)) {
+          variant = oldProps?.variant ?? 0;
+        }
+        if (variant === 2) {
+          this.dexAttrCursor |= DexAttr.SHINY_EPIC_VARIANT;
+        } else if (variant === 1) {
+          this.dexAttrCursor |= DexAttr.SHINY_RARE_VARIANT;
+        } else {
+          this.dexAttrCursor |= DexAttr.SHINY_BASE_VARIANT;
+        }
+      }
       this.dexAttrCursor |= (female !== undefined ? !female : !(female = oldProps?.female))
         ? DexAttr.MALE
         : DexAttr.FEMALE;
-      this.dexAttrCursor |= (variant !== undefined ? !variant : !(variant = oldProps?.variant))
-        ? DexAttr.DEFAULT_VARIANT
-        : variant === 1
-          ? DexAttr.VARIANT_2
-          : DexAttr.VARIANT_3;
       this.dexAttrCursor |= globalScene.gameData.getFormAttr(
-        formIndex !== undefined ? formIndex : (formIndex = oldProps!.formIndex), // TODO: is this bang correct?
+        formIndex !== undefined ? formIndex : (formIndex = oldProps!.formIndex),
       );
       this.abilityCursor = abilityIndex !== undefined ? abilityIndex : (abilityIndex = oldAbilityIndex);
+      this.passiveEnabled = passiveEnabled ?? this.passiveEnabled;
       this.natureCursor = natureIndex !== undefined ? natureIndex : (natureIndex = oldNatureIndex);
       this.teraCursor = !isNil(teraType) ? teraType : (teraType = oldTeraType);
       const [isInParty, partyIndex]: [boolean, number] = this.isInParty(species);
@@ -3448,6 +3465,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
         if (starterIndex > -1) {
           this.starterAttr[starterIndex] = this.dexAttrCursor;
           this.starterAbilityIndexes[starterIndex] = this.abilityCursor;
+          this.starterPassives[starterIndex] = this.passiveEnabled;
           this.starterNatures[starterIndex] = this.natureCursor;
           this.starterTeras[starterIndex] = this.teraCursor;
         }
@@ -3492,14 +3510,9 @@ export class StarterSelectUiHandler extends MessageUiHandler {
           currentFilteredContainer.checkIconId(female!, formIndex, shiny, variant);
         }
 
+        const unlockedVariants = globalScene.gameData.getUnlockedVariantsAttr(caughtAttr);
         const isNonShinyCaught: boolean = (caughtAttr & DexAttr.NON_SHINY) > 0;
-        const isShinyCaught: boolean = (caughtAttr & DexAttr.SHINY) > 0;
-        const isVariant1Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.DEFAULT_VARIANT) > 0;
-        const isVariant2Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.VARIANT_2) > 0;
-        const isVariant3Caught: boolean = isShinyCaught && (caughtAttr & DexAttr.VARIANT_3) > 0;
-
-        this.canToggleShiny = isNonShinyCaught && isShinyCaught;
-        this.canCycleVariant = [isVariant1Caught, isVariant2Caught, isVariant3Caught].filter((v) => v).length > 1;
+        this.canCycleShiny = unlockedVariants.length > 1 || (unlockedVariants.length > 0 && isNonShinyCaught);
 
         const isMaleCaught: boolean = (caughtAttr & DexAttr.MALE) > 0;
         const isFemaleCaught: boolean = (caughtAttr & DexAttr.FEMALE) > 0;
@@ -3549,9 +3562,6 @@ export class StarterSelectUiHandler extends MessageUiHandler {
         const isHiddenAbility = abilityIndex === (this.lastSpecies.ability2 ? 2 : 1);
         setTextColor(this.pokemonAbilityText, !isHiddenAbility ? TextStyle.SUMMARY_ALT : TextStyle.SUMMARY_GOLD);
 
-        const passiveAttr = globalScene.gameData.starterData[species.speciesId].passiveAttr;
-        const passiveAbility = allAbilities[starterPassiveAbilities[this.lastSpecies.speciesId]];
-
         if (this.pokemonAbilityText.visible) {
           if (this.activeTooltip === "ABILITY") {
             globalScene.ui.editTooltip(`${ability.name}`, `${ability.description}`);
@@ -3567,15 +3577,16 @@ export class StarterSelectUiHandler extends MessageUiHandler {
           });
         }
 
+        const passiveAbility = allAbilities[starterPassiveAbilities[this.lastSpecies.speciesId]];
         if (passiveAbility) {
-          const isUnlocked: boolean = (passiveAttr & PassiveAttr.UNLOCKED) > 0;
-          const isEnabled: boolean = (passiveAttr & PassiveAttr.ENABLED) > 0;
+          const isUnlocked: boolean = (abilityAttr & AbilityAttr.PASSIVE) > 0;
+          const isEnabled: boolean = isUnlocked && this.passiveEnabled !== false;
 
           this.pokemonPassiveLabelText.setVisible(true);
           setTextColor(this.pokemonPassiveLabelText, TextStyle.SUMMARY_ALT);
 
-          const textStyle = isUnlocked && isEnabled ? TextStyle.SUMMARY_ALT : TextStyle.SUMMARY_GRAY;
-          const textAlpha = isUnlocked && isEnabled ? 1 : 0.5;
+          const textStyle = isEnabled ? TextStyle.SUMMARY_ALT : TextStyle.SUMMARY_GRAY;
+          const textAlpha = isEnabled ? 1 : 0.5;
 
           this.pokemonPassiveText.setVisible(true);
           this.pokemonPassiveText.setText(passiveAbility.name);
@@ -3755,6 +3766,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     this.starterSpecies.splice(index, 1);
     this.starterAttr.splice(index, 1);
     this.starterAbilityIndexes.splice(index, 1);
+    this.starterPassives.splice(index, 1);
     this.starterNatures.splice(index, 1);
     this.starterTeras.splice(index, 1);
     this.starterMovesets.splice(index, 1);
@@ -3977,10 +3989,7 @@ export class StarterSelectUiHandler extends MessageUiHandler {
               species: starterSpecies,
               dexAttr: thisObj.starterAttr[i],
               abilityIndex: thisObj.starterAbilityIndexes[i],
-              passive: !(
-                globalScene.gameData.starterData[starterSpecies.speciesId].passiveAttr
-                ^ (PassiveAttr.ENABLED | PassiveAttr.UNLOCKED)
-              ),
+              passive: thisObj.starterPassives[i],
               nature: thisObj.starterNatures[i],
               teraType: thisObj.starterTeras[i],
               moveset: thisObj.starterMovesets[i],
@@ -4068,42 +4077,19 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     /* This part is very similar to above, but instead of for gender, it checks for shiny within starter preferences.
      * If they're not there, it enables shiny state by default if any shiny was caught
      */
-    if (
-      this.starterPreferences[speciesId]?.shiny
-      || ((caughtAttr & DexAttr.SHINY) > 0n && this.starterPreferences[speciesId]?.shiny !== false)
-    ) {
-      props += DexAttr.SHINY;
+    const unlockedVariants = globalScene.gameData.getUnlockedVariantsAttr(caughtAttr, getRarestVariant);
+    if (unlockedVariants.length > 0 && this.starterPreferences[speciesId]?.shiny !== false) {
       if (this.starterPreferences[speciesId]?.variant !== undefined) {
-        props += BigInt(Math.pow(2, this.starterPreferences[speciesId]?.variant)) * DexAttr.DEFAULT_VARIANT;
+        props += BigInt(1 << this.starterPreferences[speciesId].variant) * DexAttr.SHINY_BASE_VARIANT;
       } else {
-        /* This calculates the correct variant if there's no starter preferences for it.
-         * Gets either the highest tier variant (default) or lowest tier variant
-         */
-        if (getRarestVariant) {
-          if ((caughtAttr & DexAttr.VARIANT_3) > 0) {
-            props += DexAttr.VARIANT_3;
-          } else if ((caughtAttr & DexAttr.VARIANT_2) > 0) {
-            props += DexAttr.VARIANT_2;
-          } else {
-            props += DexAttr.DEFAULT_VARIANT;
-          }
-        } else {
-          if ((caughtAttr & DexAttr.DEFAULT_VARIANT) > 0) {
-            props += DexAttr.DEFAULT_VARIANT;
-          } else if ((caughtAttr & DexAttr.VARIANT_2) > 0) {
-            props += DexAttr.VARIANT_2;
-          } else {
-            props += DexAttr.VARIANT_3;
-          }
-        }
+        props += unlockedVariants[0];
       }
     } else {
       props += DexAttr.NON_SHINY;
-      props += DexAttr.DEFAULT_VARIANT; // we add the default variant here because non shiny versions are listed as default variant
     }
     if (this.starterPreferences[speciesId]?.form) {
       // this checks for the form of the pokemon
-      props += BigInt(Math.pow(2, this.starterPreferences[speciesId]?.form)) * DexAttr.DEFAULT_FORM;
+      props += globalScene.gameData.getFormAttr(this.starterPreferences[speciesId].form);
     } else {
       // Get the first unlocked form
       props += globalScene.gameData.getFormAttr(globalScene.gameData.getFormIndex(caughtAttr));
diff --git a/src/ui/settings/move-touch-controls-handler.ts b/src/ui/settings/move-touch-controls-handler.ts
index 240b6482ce..c3c9e570c6 100644
--- a/src/ui/settings/move-touch-controls-handler.ts
+++ b/src/ui/settings/move-touch-controls-handler.ts
@@ -1,7 +1,7 @@
 import { eventBus } from "#app/event-bus";
 import { globalScene } from "#app/global-scene";
 import type TouchControl from "#app/touch-controls";
-import { LS_PREFIX } from "#constants/app-constants";
+import { TOUCH_CONSTROLS_LS_KEY_PREFIX } from "#constants/app-constants";
 import { GAME_HEIGHT, GAME_WIDTH } from "#constants/ui-constants";
 import type { UI } from "#ui/ui";
 import { t } from "i18next";
@@ -72,7 +72,7 @@ export class MoveTouchControlsHandler {
   }
 
   public get localstorageKey() {
-    return `${LS_PREFIX}/touchControl/positions/${this.orientation}`;
+    return `${TOUCH_CONSTROLS_LS_KEY_PREFIX}/${this.orientation}`;
   }
 
   public get touchControlsEl() {
diff --git a/test/system/dex-data.test.ts b/test/system/dex-data.test.ts
index d078c77db5..90f70fc970 100644
--- a/test/system/dex-data.test.ts
+++ b/test/system/dex-data.test.ts
@@ -45,8 +45,8 @@ describe("Dex Data", () => {
       expect(starterData.abilityAttr & AbilityAttr.ABILITY_1).toBeTruthy();
       expect(starterData.abilityAttr & AbilityAttr.ABILITY_2).toBeFalsy();
       expect(starterData.abilityAttr & AbilityAttr.ABILITY_HIDDEN).toBeFalsy();
+      expect(starterData.abilityAttr & AbilityAttr.PASSIVE).toBeFalsy();
       expect(starterData.ivs).toEqual(defaultIVs);
-      expect(starterData.passiveAttr).toBe(0);
       expect(starterData.valueReduction).toBe(0);
       expect(starterData.classicWinCount).toBe(0);
 
@@ -61,12 +61,11 @@ describe("Dex Data", () => {
       [dexData.caughtAttr, dexData.seenAttr].forEach((attr: bigint) => {
         expect(attr !== 0n).toBeTruthy();
         expect(attr & DexAttr.NON_SHINY).toBeTruthy();
-        expect(attr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
         expect(attr & DexAttr.FEMALE).toBeTruthy();
         expect(attr & DexAttr.MALE).toBeTruthy();
-        expect(attr & DexAttr.SHINY).toBeFalsy();
-        expect(attr & DexAttr.VARIANT_2).toBeFalsy();
-        expect(attr & DexAttr.VARIANT_3).toBeFalsy();
+        expect(attr & DexAttr.SHINY_BASE_VARIANT).toBeFalsy();
+        expect(attr & DexAttr.SHINY_RARE_VARIANT).toBeFalsy();
+        expect(attr & DexAttr.SHINY_EPIC_VARIANT).toBeFalsy();
         expect(attr & DexAttr.DEFAULT_FORM).toBeTruthy();
         expect(gameData.getFormIndex(attr)).toBe(0);
       });
diff --git a/test/system/set-pokemon-caught.test.ts b/test/system/set-pokemon-caught.test.ts
index 3a4ddb9ce2..071c3548a7 100644
--- a/test/system/set-pokemon-caught.test.ts
+++ b/test/system/set-pokemon-caught.test.ts
@@ -46,7 +46,7 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(naturesBefore).not.toContain(Nature.MODEST);
 
     expect(dexData.caughtCount).toBe(0);
-    expect(dexData.caughtAttr & DexAttr.SHINY).toBeFalsy();
+    expect(gameData.getUnlockedVariantsAttr(dexData.caughtAttr)).toHaveLength(0);
 
     // bulbasaur
     const newCatch = new PlayerPokemon(species, 5, 1, 0, Gender.MALE, false, 0, [], Nature.MODEST);
@@ -81,7 +81,7 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(naturesBefore).not.toContain(Nature.MODEST);
 
     expect(dexData.caughtCount).toBe(0);
-    expect(dexData.caughtAttr & DexAttr.SHINY).toBeFalsy();
+    expect(gameData.getUnlockedVariantsAttr(dexData.caughtAttr)).toHaveLength(0);
 
     // Shiny tier 3 bulbasaur
     const newCatch = new PlayerPokemon(species, 5, 1, 0, Gender.MALE, true, 2, [], Nature.MODEST);
@@ -98,8 +98,9 @@ describe("Dex Data - Set Pokemon caught", () => {
     const naturesAfter = gameData.getNaturesForAttr(starterData.natureAttr);
     expect(naturesAfter).toHaveLength(beforeNatureCount + 1);
     expect(naturesAfter).toContain(Nature.MODEST);
-    expect(dexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(dexData.caughtAttr & DexAttr.VARIANT_3).toBeTruthy();
+    const variantsAfter = gameData.getUnlockedVariantsAttr(dexData.caughtAttr);
+    expect(variantsAfter).toHaveLength(1);
+    expect(variantsAfter).toContain(DexAttr.SHINY_EPIC_VARIANT);
   });
 
   it("should update nothing for rental, not already caught Pokemon", async () => {
@@ -149,6 +150,9 @@ describe("Dex Data - Set Pokemon caught", () => {
     const ivyDexData = gameData.dexData[SpeciesId.IVYSAUR];
     const venuDexData = gameData.dexData[SpeciesId.VENUSAUR];
 
+    const variantsBefore = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
+    expect(variantsBefore).toHaveLength(0);
+
     [ivyDexData, venuDexData].forEach((dexData) => {
       expect(dexData.caughtCount).toBe(0);
       expect(dexData.hatchedCount).toBe(0);
@@ -174,17 +178,13 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(unlockedNatures).toContain(Nature.ADAMANT);
 
     expect(bulbaDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+    const bulbaVariantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
+    expect(bulbaVariantsAfter).toEqual([DexAttr.SHINY_RARE_VARIANT]);
 
     [ivyDexData, venuDexData].forEach((dexData) => {
       expect(dexData.caughtAttr & DexAttr.NON_SHINY).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+      const variantsAfter = gameData.getUnlockedVariantsAttr(dexData.caughtAttr);
+      expect(variantsAfter).toEqual([DexAttr.SHINY_RARE_VARIANT]);
       expect(dexData.caughtAttr & DexAttr.FEMALE).toBeTruthy();
       expect(dexData.caughtAttr & DexAttr.MALE).toBeFalsy();
     });
@@ -242,15 +242,15 @@ describe("Dex Data - Set Pokemon caught", () => {
 
     // Phanpy data
     expect(phanpyDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(phanpyDexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(phanpyDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
+    const unlockedVariants = gameData.getUnlockedVariantsAttr(phanpyDexData.caughtAttr);
+    expect(unlockedVariants).toHaveLength(1);
+    expect(unlockedVariants).toContain(DexAttr.SHINY_BASE_VARIANT);
     expect(phanpyDexData.caughtAttr & DexAttr.FEMALE).toBeTruthy();
     expect(phanpyDexData.caughtAttr & DexAttr.MALE).toBeTruthy();
 
     // Donphan data
     expect(donphanDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(donphanDexData.caughtAttr & DexAttr.SHINY).toBeFalsy();
-    expect(donphanDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
+    expect(gameData.getUnlockedVariantsAttr(donphanDexData.caughtAttr)).toHaveLength(0);
     expect(donphanDexData.caughtAttr & DexAttr.FEMALE).toBeTruthy();
     expect(donphanDexData.caughtAttr & DexAttr.MALE).toBeFalsy();
   });
diff --git a/test/test-utils/resources/saves/empty-save.pkty.txt b/test/test-utils/resources/saves/empty-save.pkty.txt
index e17284f3e3..0dc9044937 100644
--- a/test/test-utils/resources/saves/empty-save.pkty.txt
+++ b/test/test-utils/resources/saves/empty-save.pkty.txt
@@ -1 +1 @@
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
\ No newline at end of file
diff --git a/test/test-utils/resources/saves/everything.pkty.txt b/test/test-utils/resources/saves/everything.pkty.txt
index f9106ce0e3..be4bfc5af6 100644
--- a/test/test-utils/resources/saves/everything.pkty.txt
+++ b/test/test-utils/resources/saves/everything.pkty.txt
@@ -1 +1 @@
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
\ No newline at end of file
diff --git a/test/ui/starter-select.test.ts b/test/ui/starter-select.test.ts
index 2925c517dc..8818036b80 100644
--- a/test/ui/starter-select.test.ts
+++ b/test/ui/starter-select.test.ts
@@ -35,7 +35,7 @@ describe("UI - Starter select", () => {
     game = new GameManager(phaserGame);
   });
 
-  it("Bulbasaur - shiny - variant 2 male", async () => {
+  it("Bulbasaur - shiny - variant 0 male", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -88,11 +88,11 @@ describe("UI - Starter select", () => {
 
     expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
-    expect(game.scene.getPlayerParty()[0].variant).toBe(2);
+    expect(game.scene.getPlayerParty()[0].variant).toBe(0);
     expect(game.scene.getPlayerParty()[0].gender).toBe(Gender.MALE);
   });
 
-  it("Bulbasaur - shiny - variant 2 female hardy overgrow", async () => {
+  it("Bulbasaur - shiny - variant 0 female hardy overgrow", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -146,12 +146,12 @@ describe("UI - Starter select", () => {
 
     expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
-    expect(game.scene.getPlayerParty()[0].variant).toBe(2);
+    expect(game.scene.getPlayerParty()[0].variant).toBe(0);
     expect(game.scene.getPlayerParty()[0].nature).toBe(Nature.HARDY);
     expect(game.scene.getPlayerParty()[0].getAbility().id).toBe(AbilityId.OVERGROW);
   });
 
-  it("Bulbasaur - shiny - variant 2 female lonely chlorophyl", async () => {
+  it("Charmander - shiny - variant 2 female lonely solar power", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -163,8 +163,7 @@ describe("UI - Starter select", () => {
     });
     game.onNextPrompt("SelectStarterPhase", UiMode.STARTER_SELECT, () => {
       const handler = game.scene.ui.getCurrentHandler<StarterSelectUiHandler>();
-      handler.processInput(Button.RIGHT);
-      handler.processInput(Button.LEFT);
+      handler.processInput(Button.RIGHT); // move to Charmander
       handler.processInput(Button.CYCLE_GENDER);
       handler.processInput(Button.CYCLE_NATURE);
       handler.processInput(Button.CYCLE_ABILITY);
@@ -205,15 +204,15 @@ describe("UI - Starter select", () => {
     });
     await game.phaseInterceptor.to("EncounterPhase", false);
 
-    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
+    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.CHARMANDER);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
     expect(game.scene.getPlayerParty()[0].variant).toBe(2);
     expect(game.scene.getPlayerParty()[0].gender).toBe(Gender.FEMALE);
     expect(game.scene.getPlayerParty()[0].nature).toBe(Nature.LONELY);
-    expect(game.scene.getPlayerParty()[0].getAbility().id).toBe(AbilityId.CHLOROPHYLL);
+    expect(game.scene.getPlayerParty()[0].getAbility().id).toBe(AbilityId.SOLAR_POWER);
   });
 
-  it("Bulbasaur - shiny - variant 2 female", async () => {
+  it("Charmander - shiny - variant 2 female", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -226,7 +225,6 @@ describe("UI - Starter select", () => {
     game.onNextPrompt("SelectStarterPhase", UiMode.STARTER_SELECT, () => {
       const handler = game.scene.ui.getCurrentHandler<StarterSelectUiHandler>();
       handler.processInput(Button.RIGHT);
-      handler.processInput(Button.LEFT);
       handler.processInput(Button.CYCLE_GENDER);
       handler.processInput(Button.ACTION);
       game.phaseInterceptor.unlock();
@@ -265,7 +263,7 @@ describe("UI - Starter select", () => {
     });
     await game.phaseInterceptor.to("EncounterPhase", false);
 
-    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
+    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.CHARMANDER);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
     expect(game.scene.getPlayerParty()[0].variant).toBe(2);
     expect(game.scene.getPlayerParty()[0].gender).toBe(Gender.FEMALE);
@@ -328,7 +326,7 @@ describe("UI - Starter select", () => {
     expect(game.scene.getPlayerParty()[0].variant).toBe(0);
   });
 
-  it("Bulbasaur - shiny - variant 1", async () => {
+  it("Charmander - shiny - variant 1", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -341,7 +339,6 @@ describe("UI - Starter select", () => {
     game.onNextPrompt("SelectStarterPhase", UiMode.STARTER_SELECT, () => {
       const handler = game.scene.ui.getCurrentHandler<StarterSelectUiHandler>();
       handler.processInput(Button.RIGHT);
-      handler.processInput(Button.LEFT);
       handler.processInput(Button.CYCLE_SHINY);
       handler.processInput(Button.CYCLE_SHINY);
       handler.processInput(Button.CYCLE_SHINY);
@@ -382,12 +379,12 @@ describe("UI - Starter select", () => {
     });
     await game.phaseInterceptor.to("EncounterPhase", false);
 
-    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
+    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.CHARMANDER);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
     expect(game.scene.getPlayerParty()[0].variant).toBe(1);
   });
 
-  it("Bulbasaur - shiny - variant 0", async () => {
+  it("Charmander - shiny - variant 0", async () => {
     await game.importData(EVERYTHING_SAVE_FILE_PATH);
     const caughtCount = game.scene.gameData.getSpeciesCount((dexEntry) => dexEntry.caughtAttr > 0);
     expect(caughtCount).toBe(Object.keys(allSpecies).length);
@@ -400,7 +397,6 @@ describe("UI - Starter select", () => {
     game.onNextPrompt("SelectStarterPhase", UiMode.STARTER_SELECT, () => {
       const handler = game.scene.ui.getCurrentHandler<StarterSelectUiHandler>();
       handler.processInput(Button.RIGHT);
-      handler.processInput(Button.LEFT);
       handler.processInput(Button.CYCLE_SHINY);
       handler.processInput(Button.CYCLE_SHINY);
       handler.processInput(Button.ACTION);
@@ -440,7 +436,7 @@ describe("UI - Starter select", () => {
     });
     await game.phaseInterceptor.to("EncounterPhase", false);
 
-    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.BULBASAUR);
+    expect(game.scene.getPlayerParty()[0].species.speciesId).toBe(SpeciesId.CHARMANDER);
     expect(game.scene.getPlayerParty()[0].shiny).toBe(true);
     expect(game.scene.getPlayerParty()[0].variant).toBe(0);
   });


Reviews:
user: login: Tempo-anon
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T00:09:29Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T01:01:02Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T01:02:17Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T01:03:50Z
user: login: Tempo-anon
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T16:59:04Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T17:03:50Z
user: login: Tempo-anon
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T17:20:05Z
user: login: Tempo-anon
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T17:21:01Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-16T20:57:27Z
user: login: flx-sta
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-19T15:36:14Z
user: login: DayKev
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-20T08:17:56Z
user: login: flx-sta
state: DISMISSED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T19:27:42Z
user: login: copilot-pull-request-reviewer[bot]
body: ## Pull Request Overview

This PR refactors how shiny variants and passive attributes are represented in save data, updates related UI handlers and tests, and namespaces local storage keys.

- Consolidates shiny flags into three specific tier flags and removes the generic `SHINY` flag.
- Migrates passive unlock state from a separate enum into the `AbilityAttr.PASSIVE` flag and stores enabled state locally.
- Updates tests and UI handlers (`starter-select`, `game-stats`, `pokemon-info`, egg-hatch, field logic) to use the new helpers and flags.

### Reviewed Changes

Copilot reviewed 16 out of 16 changed files in this pull request and generated 2 comments.

<details>
<summary>Show a summary per file</summary>

| File                                           | Description                                                      |
| ---------------------------------------------- | ---------------------------------------------------------------- |
| test/ui/starter-select.test.ts                 | Adjusted test expected shiny variant indices to base index 0.   |
| test/system/set-pokemon-caught.test.ts         | Replaced direct DexAttr checks with `getUnlockedVariantsAttr`.   |
| test/system/dex-data.test.ts                   | Updated default dex flags to new `SHINY_*` variant flags.        |
| src/ui/handlers/starter-select-ui-handler.ts   | Refactored shiny variant cycling and passive enable logic.       |
| src/ui/handlers/game-stats-ui-handler.ts       | Updated shiny starter count to consider new `SHINY_*` flags.     |
| src/ui/components/pokemon-info-container.ts    | Switched to `getFormAttr` for form flag computation.            |
| src/ui/components/hatched-pokemon-container.ts | Updated form attr detection to use `getFormAttr`.               |
| src/field/pokemon.ts                           | Updated `getDexAttr` to apply new `SHINY_*` flags.               |
| src/enums/passive.ts                           | Removed unused `Passive` enum.                                   |
| src/data/egg-hatch-data.ts                     | Removed deprecated `passiveAttr` field mapping.                  |
| src/data/dex-attributes.ts                     | Renamed `DexAttr.SHINY` and variant flags; added `PASSIVE`.      |
| src/constants/app-constants.ts                 | Added `SEEN_DIALOGUE_LS_KEY` for local storage.                  |
| src/@types/starter-data.ts                     | Removed `passiveAttr` from `StarterDataEntry`.                   |
</details>





state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T19:32:23Z
user: login: flx-sta
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T19:59:53Z
user: login: flx-sta
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T20:00:18Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T20:35:25Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-21T20:36:52Z
user: login: DayKev
body: The pokemon icons are animating weirdly in the egg hatch summary; they all start out bouncing (except for the shiny for some reason lol) unlike on beta, but otherwise 👍 
<details><summary>Details</summary>
<p>

https://github.com/user-attachments/assets/398b7764-b0c9-4c7b-9d0c-49eb57112f6c

</p>
</details> 



state: DISMISSED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T05:20:16Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T11:26:05Z
user: login: DayKev
state: DISMISSED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T14:05:20Z
user: login: DayKev
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T14:07:10Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T16:12:05Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-24T16:13:32Z
user: login: DayKev
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-25T07:09:38Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-25T07:59:49Z
user: login: MokaStitcher
state: COMMENTED
author_association: CONTRIBUTOR
submitted_at: 2025-05-25T14:43:49Z
user: login: DayKev
state: DISMISSED
author_association: CONTRIBUTOR
submitted_at: 2025-05-25T14:56:08Z
user: login: DayKev
state: APPROVED
author_association: CONTRIBUTOR
submitted_at: 2025-05-27T15:03:23Z
user: login: flx-sta
state: APPROVED
author_association: CONTRIBUTOR
submitted_at: 2025-05-27T19:44:01Z

Review comments:
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: Tempo-anon
body: Having the shinies grouped together is nice but I wonder if it's better to have them at the end in case there might ever be more variants than just 3.
created_at: 2025-05-16T00:04:54Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
+  FEMALE: 32n,
+  DEFAULT_FORM: 64n,
path: src/data/dex-attributes.ts
user: login: Tempo-anon
body: Can you quickly remind me what `DEFAULT_FORM` is for? 
created_at: 2025-05-16T00:05:36Z
author_association: CONTRIBUTOR
diff_hunk: @@ -616,8 +616,16 @@ export abstract class Pokemon extends Phaser.GameObjects.Container {
   getDexAttr(): bigint {
     let ret = 0n;
     ret |= this.gender !== Gender.FEMALE ? DexAttr.MALE : DexAttr.FEMALE;
-    ret |= !this.shiny ? DexAttr.NON_SHINY : DexAttr.SHINY;
-    ret |= this.variant >= 2 ? DexAttr.VARIANT_3 : this.variant === 1 ? DexAttr.VARIANT_2 : DexAttr.DEFAULT_VARIANT;
+    if (!this.shiny) {
+      ret |= DexAttr.NON_SHINY;
+    } else {
+      ret |=
+        this.variant >= 2
+          ? DexAttr.SHINY_EPIC_VARIANT
+          : this.variant === 1
+            ? DexAttr.SHINY_RARE_VARIANT
+            : DexAttr.SHINY_BASE_VARIANT;
path: src/field/pokemon.ts
user: login: Tempo-anon
body: chained ternaries :pikamad:
created_at: 2025-05-16T00:06:11Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1852,35 +1838,32 @@ export class GameData {
     let ret = 0n;
     const dexEntry = this.dexData[species.speciesId];
     const attr = dexEntry.caughtAttr;
-    if (optimistic) {
-      if (attr & DexAttr.SHINY) {
-        ret |= DexAttr.SHINY;
 
-        if (attr & DexAttr.VARIANT_3) {
-          ret |= DexAttr.VARIANT_3;
-        } else if (attr & DexAttr.VARIANT_2) {
-          ret |= DexAttr.VARIANT_2;
-        } else {
-          ret |= DexAttr.DEFAULT_VARIANT;
-        }
+    if (optimistic) {
path: src/system/game-data.ts
user: login: Tempo-anon
body: the function `getSpeciesDefaultDexAttr` should have some documentation. I'm not sure what `optimistic` means off the bat
created_at: 2025-05-16T00:07:42Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: MokaStitcher
body: Not possible, currently the forms are at the end and they have varying lengths depending on species
The only way to allow that would be to move the form to their own attribute
created_at: 2025-05-16T01:01:02Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
+  FEMALE: 32n,
+  DEFAULT_FORM: 64n,
path: src/data/dex-attributes.ts
user: login: MokaStitcher
body: See previous answer, it's the flag for the base form of a species. If a species has multiple forms they will appear after that flag
created_at: 2025-05-16T01:02:17Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1852,35 +1838,32 @@ export class GameData {
     let ret = 0n;
     const dexEntry = this.dexData[species.speciesId];
     const attr = dexEntry.caughtAttr;
-    if (optimistic) {
-      if (attr & DexAttr.SHINY) {
-        ret |= DexAttr.SHINY;
 
-        if (attr & DexAttr.VARIANT_3) {
-          ret |= DexAttr.VARIANT_3;
-        } else if (attr & DexAttr.VARIANT_2) {
-          ret |= DexAttr.VARIANT_2;
-        } else {
-          ret |= DexAttr.DEFAULT_VARIANT;
-        }
+    if (optimistic) {
path: src/system/game-data.ts
user: login: MokaStitcher
body: Lots of game data should have doc yes
It means it'll return the highest tier variant, as opposed to returning the non shiny form, or lowest tier variant if non shiny is not unlocked 
created_at: 2025-05-16T01:03:50Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: Tempo-anon
body: Hm, do you have some examples? Does this mean a Pokemon like Unown will have a different saved dex attr compared to something like a Bulbasaur or Charizard?
created_at: 2025-05-16T16:59:04Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: MokaStitcher
body: Well yes
Bulbasaur would have
`XXXX XX 1` to mark the default (base) form as unlocked 
An unown with say
`XXXX XX 010001` means that the default form (A) is not unlocked but B and F are
created_at: 2025-05-16T17:03:50Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: Tempo-anon
body: Oh hmmm. So the data structure only allows a single arbitrarily length field. My thought process was that an arbitrary length list would make sense for shinies since some pokemon only have 1 while some have 3 and in case in the future adding more shiny versions would result in having to change the data structure completely and break all existing save data
created_at: 2025-05-16T17:20:05Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
+  FEMALE: 32n,
+  DEFAULT_FORM: 64n,
path: src/data/dex-attributes.ts
user: login: Tempo-anon
body: Gotcha. The example you gave above (with Unown) made it clear to me. What follows is a binary sequence where each bit corresponds to whether or not a specific form is owned
created_at: 2025-05-16T17:21:01Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1,12 +1,11 @@
 export const DexAttr = {
   NON_SHINY: 1n,
-  SHINY: 2n,
-  MALE: 4n,
-  FEMALE: 8n,
-  DEFAULT_VARIANT: 16n,
-  VARIANT_2: 32n,
-  VARIANT_3: 64n,
-  DEFAULT_FORM: 128n,
+  SHINY_BASE_VARIANT: 2n,
+  SHINY_RARE_VARIANT: 4n,
+  SHINY_EPIC_VARIANT: 8n,
+  MALE: 16n,
path: src/data/dex-attributes.ts
user: login: MokaStitcher
body: true, but I think 3 shinies is already more than enough both for artist workload and for players if someone wanted to unlock them all :p
created_at: 2025-05-16T20:57:27Z
author_association: CONTRIBUTOR
diff_hunk: @@ -84,22 +85,23 @@ const saveKey = "x0i2O7WRiANTqPmZ"; // Temporary; secure encryption is not yet n
 export function getDataTypeKey(dataType: GameDataType, slotId: number = 0): string {
   switch (dataType) {
     case GameDataType.SYSTEM:
-      return "data";
+      return `${LS_PREFIX}/data_${loggedInUser?.username}`;
     case GameDataType.SESSION: {
       let ret = "sessionData";
       if (slotId) {
         ret += slotId;
       }
-      return ret;
+      // TODO: add LS_PREFIX and remove the speciesId temporary migration in parseSessionData
+      return `${ret}_${loggedInUser?.username}`;
     }
     case GameDataType.SETTINGS:
       return SETTINGS_LS_KEY;
     case GameDataType.TUTORIALS:
       return TUTORIALS_LS_KEY;
     case GameDataType.SEEN_DIALOGUES:
-      return "seenDialogues";
+      return `${LS_PREFIX}/seenDialogues`;
path: src/system/game-data.ts
user: login: flx-sta
body: This should probably be a constant like `SETTINGS_LS_KEY` or `TUTORIALS_LS_KEY`
created_at: 2025-05-16T21:11:34Z
author_association: CONTRIBUTOR
diff_hunk: @@ -2266,95 +2265,77 @@ export class StarterSelectUiHandler extends MessageUiHandler {
    * @param props the current {@linkcode DexAttrProps} for the selected Pokemon
    * @returns `true` if the 'success' sound effect should be played
    */
-  handleCycleShiny(starterPrefs: StarterAttributes, props: DexAttrProps): boolean {
-    if ((!props.shiny && this.canToggleShiny) || (props.shiny && !this.canCycleVariant)) {
-      return this.toggleShinyState(starterPrefs);
+  private handleCycleShiny(starterPrefs: StarterAttributes, props: DexAttrProps): boolean {
+    if (isNil(this.speciesStarterDexEntry)) {
+      return false;
     }
-    if (props.shiny && this.canCycleVariant) {
-      // Find next unlocked variant
-      const previousVariant = isNil(starterPrefs.variant) ? props.variant : starterPrefs.variant;
-      let variant = previousVariant;
-      do {
-        variant = (variant + 1) % 3;
-        if (variant === 0 && this.canToggleShiny) {
-          // If we cycled back to the first variant and have the non shiny form unlocked
-          // we disable shiny state instead of looking through the other variants
-          return this.toggleShinyState(starterPrefs);
-        }
-        if (!isNil(this.speciesStarterDexEntry)) {
-          if (variant === 0 && this.speciesStarterDexEntry.caughtAttr & DexAttr.DEFAULT_VARIANT) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
-          if (variant === 1 && this.speciesStarterDexEntry.caughtAttr & DexAttr.VARIANT_2) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
-          if (variant === 2 && this.speciesStarterDexEntry.caughtAttr & DexAttr.VARIANT_3) {
-            return this.switchToVariant(starterPrefs, variant);
-          }
+
+    const variants = [
+      DexAttr.NON_SHINY,
+      DexAttr.SHINY_BASE_VARIANT,
+      DexAttr.SHINY_RARE_VARIANT,
+      DexAttr.SHINY_EPIC_VARIANT,
+    ];
+    const currentShinyVariant = isNil(starterPrefs.variant) ? props.variant : starterPrefs.variant;
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: DayKev
body: I think this could be simplified to this?
```suggestion
    const currentShinyVariant = starterPrefs.variant ?? props.variant;
```
created_at: 2025-05-20T07:35:29Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1825,7 +1847,12 @@ export class GameData {
     doUpdateIvs(speciesId);
   }
 
-  getSpeciesCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
+  /**
+   * Go through all species in dex data and counts those that fit the given criteria.
+   * @param dexEntryPredicate - Function that should return `true` if the given {@linkcode DexEntry} should be counted.
+   * @returns the number of Species (all Pokemon) that fit the given predicated in the dex data.
path: src/system/game-data.ts
user: login: DayKev
body: ```suggestion
   * @returns the number of Species (all Pokemon) that fit the given predicate in the dex data.
```
created_at: 2025-05-20T07:49:17Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1836,7 +1863,12 @@ export class GameData {
     return speciesCount;
   }
 
-  getStarterCount(dexEntryPredicate: (entry: DexEntry) => boolean): number {
+  /**
+   * Go through all starters in dex data and counts those that fit the given criteria.
+   * @param dexEntryPredicate - Function that should return `true` if the given {@linkcode DexEntry} should be counted.
+   * @returns the number of Starters that fit the given predicated in the dex data.
path: src/system/game-data.ts
user: login: DayKev
body: ```suggestion
   * @returns the number of Starters that fit the given predicate in the dex data.
```
created_at: 2025-05-20T07:50:30Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1848,54 +1880,75 @@ export class GameData {
     return starterCount;
   }
 
-  getSpeciesDefaultDexAttr(species: PokemonSpecies, _forSeen: boolean = false, optimistic: boolean = false): bigint {
+  /**
+   * Get a stripped down version of the caught {@linkcode DexAttr} of the given species,
+   * only keeping the flag for the first unlocked element in each category (gender, form, shiny, ...).
+   * For example, even if all abilities are unlocked, will only return the first ability as unlocked.
+   * @param species - The {@linkcode PokemonSpecies} to consider
+   * @param _forSeen unused. Default: `false` | TODO: remove
+   * @param rarestVariantFirst - Whether it should return the rarest unlocked shiny variant,
+   * or prioritize the non shiny form (or the lowest unlocked variant, if non shiny is not caught). Default: `false`
+   * @returns A dex attribute containing the default unlocked flags for the given species.
+   */
+  public getSpeciesDefaultDexAttr(
+    species: PokemonSpecies,
+    _forSeen: boolean = false,
+    rarestVariantFirst: boolean = false,
+  ): bigint {
     let ret = 0n;
     const dexEntry = this.dexData[species.speciesId];
     const attr = dexEntry.caughtAttr;
-    if (optimistic) {
-      if (attr & DexAttr.SHINY) {
-        ret |= DexAttr.SHINY;
-
-        if (attr & DexAttr.VARIANT_3) {
-          ret |= DexAttr.VARIANT_3;
-        } else if (attr & DexAttr.VARIANT_2) {
-          ret |= DexAttr.VARIANT_2;
-        } else {
-          ret |= DexAttr.DEFAULT_VARIANT;
-        }
+
+    if (rarestVariantFirst) {
+      if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
       } else {
         ret |= DexAttr.NON_SHINY;
-        ret |= DexAttr.DEFAULT_VARIANT;
       }
     } else {
       // Default to non shiny. Fallback to shiny if it's the only thing that's unlocked
-      ret |= attr & DexAttr.NON_SHINY || !(attr & DexAttr.SHINY) ? DexAttr.NON_SHINY : DexAttr.SHINY;
-
-      if (attr & DexAttr.DEFAULT_VARIANT) {
-        ret |= DexAttr.DEFAULT_VARIANT;
-      } else if (attr & DexAttr.VARIANT_2) {
-        ret |= DexAttr.VARIANT_2;
-      } else if (attr & DexAttr.VARIANT_3) {
-        ret |= DexAttr.VARIANT_3;
+      if (attr & DexAttr.NON_SHINY) {
+        ret |= DexAttr.NON_SHINY;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
       } else {
-        ret |= DexAttr.DEFAULT_VARIANT;
+        ret |= DexAttr.NON_SHINY; // Neither shiny and non shiny unlocked, fallback to non shiny
       }
     }
+
     ret |= attr & DexAttr.MALE || !(attr & DexAttr.FEMALE) ? DexAttr.MALE : DexAttr.FEMALE;
     ret |= this.getFormAttr(this.getFormIndex(attr));
     return ret;
   }
 
-  getSpeciesDexAttrProps(_species: PokemonSpecies, dexAttr: bigint): DexAttrProps {
+  /**
+   * Transforms a dex attribute (see {@linkcode DexAttr}) into a human readable object.
+   * Assumes that the input only has a single turned on flag per category (gender, form, variant),
+   * for example as returned by {@linkcode getSpeciesDefaultDexAttr} or obtained from a {@linkcode Pokemon}.
+   * @param _species - unused. TODO: remove
+   * @param dexAttr - The dex attribute to consider.
+   * @returns
path: src/system/game-data.ts
user: login: DayKev
body: Missed the `@returns`.
created_at: 2025-05-20T07:54:14Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1940,7 +2002,71 @@ export class GameData {
     return ret;
   }
 
-  getSpeciesStarterValue(speciesId: SpeciesId): number {
+  /**
+   * Get an ordered list of the {@linkcode DexAttr}s for all unlocked variants of the given caughtAttr.
+   * @param caughtAttr - The dex attribute to consider.
+   * @param getRarestFirst - Whether the returned array should be ordered starting from the rarest unlocked variant, or not. Default: `false`
+   * @returns array of {@linkcode DexAttr}s for the unlocked variants, if any.
+   */
+  getUnlockedVariantsAttr(caughtAttr: bigint, getRarestFirst: boolean = false): bigint[] {
+    const orderedVariants = getRarestFirst
+      ? [DexAttr.SHINY_EPIC_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_BASE_VARIANT]
+      : [DexAttr.SHINY_BASE_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_EPIC_VARIANT];
+    return orderedVariants.filter((v) => (caughtAttr & v) > 0);
+  }
+
+  /**
+   * Get the index of the first unlocked form based on the given dex attribute.
+   * @param attr - The attribute to consider, as stored in dex data.
+   * @returns index of the first form with an active flag, or 0 if none.
+   */
+  public getFormIndex(attr: bigint): number {
+    if (!attr || attr < DexAttr.DEFAULT_FORM) {
+      return 0;
+    }
+    let f = 0;
+    while (!(attr & this.getFormAttr(f))) {
+      f++;
+    }
+    return f;
path: src/system/game-data.ts
user: login: DayKev
body: ```suggestion
    let form = 0;
    while (!(attr & this.getFormAttr(form))) {
      form++;
    }
    return form;
```
created_at: 2025-05-20T08:16:13Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1940,7 +2002,71 @@ export class GameData {
     return ret;
   }
 
-  getSpeciesStarterValue(speciesId: SpeciesId): number {
+  /**
+   * Get an ordered list of the {@linkcode DexAttr}s for all unlocked variants of the given caughtAttr.
+   * @param caughtAttr - The dex attribute to consider.
+   * @param getRarestFirst - Whether the returned array should be ordered starting from the rarest unlocked variant, or not. Default: `false`
+   * @returns array of {@linkcode DexAttr}s for the unlocked variants, if any.
+   */
+  getUnlockedVariantsAttr(caughtAttr: bigint, getRarestFirst: boolean = false): bigint[] {
+    const orderedVariants = getRarestFirst
+      ? [DexAttr.SHINY_EPIC_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_BASE_VARIANT]
+      : [DexAttr.SHINY_BASE_VARIANT, DexAttr.SHINY_RARE_VARIANT, DexAttr.SHINY_EPIC_VARIANT];
+    return orderedVariants.filter((v) => (caughtAttr & v) > 0);
+  }
+
+  /**
+   * Get the index of the first unlocked form based on the given dex attribute.
+   * @param attr - The attribute to consider, as stored in dex data.
+   * @returns index of the first form with an active flag, or 0 if none.
+   */
+  public getFormIndex(attr: bigint): number {
+    if (!attr || attr < DexAttr.DEFAULT_FORM) {
+      return 0;
+    }
+    let f = 0;
+    while (!(attr & this.getFormAttr(f))) {
+      f++;
+    }
+    return f;
+  }
+
+  /**
+   * Get the value of the dex attribute flag corresponding to the given form index.
+   * @param formIndex - The form index to consider.
+   * @returns value of the active flag for that index.
+   */
+  getFormAttr(formIndex: number): bigint {
+    return BigInt(1 << formIndex) * DexAttr.DEFAULT_FORM;
+  }
+
+  /**
+   * Get the luck value associated to a given dex attribute.
+   * Currently 0 if no shiny unlocked, 1, 2 or 3 depending on the highest unlocked shiny variant.
+   * @param dexAttr - The dex attribute to consider.
+   * @returns The luck, between 0 and 3.
path: src/system/game-data.ts
user: login: DayKev
body: ```suggestion
   * @returns The luck, between 0 and 3.
   * @todo Decouple variants (and shinies entirely?) from luck
```
created_at: 2025-05-20T08:17:18Z
author_association: CONTRIBUTOR
diff_hunk: @@ -3369,21 +3378,22 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (species) {
-      this.dexAttrCursor |= (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny))
-        ? DexAttr.NON_SHINY
-        : DexAttr.SHINY;
+      if (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny)) {
+        this.dexAttrCursor |= DexAttr.NON_SHINY;
+      }
+      this.dexAttrCursor |= (variant !== undefined ? !variant : !(variant = oldProps?.variant))
+        ? DexAttr.SHINY_BASE_VARIANT
+        : variant === 1
+          ? DexAttr.SHINY_RARE_VARIANT
+          : DexAttr.SHINY_EPIC_VARIANT;
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: Copilot
body: In `setSpeciesDetails`, the variant flag is OR-ed unconditionally even when `shiny` is false, causing a shiny variant flag to be set for non-shiny Pokémon. Wrap this block so that variant flags are only applied when `shiny === true`, otherwise skip OR-ing any `SHINY_*` flags.
```suggestion
      if (shiny) {
        this.dexAttrCursor |= (variant !== undefined ? !variant : !(variant = oldProps?.variant))
          ? DexAttr.SHINY_BASE_VARIANT
          : variant === 1
            ? DexAttr.SHINY_RARE_VARIANT
            : DexAttr.SHINY_EPIC_VARIANT;
      }
```
created_at: 2025-05-21T19:32:22Z
author_association: CONTRIBUTOR
diff_hunk: @@ -174,17 +175,15 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(unlockedNatures).toContain(Nature.ADAMANT);
 
     expect(bulbaDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+    const bulbaVariantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
+    expect(bulbaVariantsAfter).toHaveLength(1);
+    expect(bulbaVariantsAfter).toContain(DexAttr.SHINY_RARE_VARIANT);
 
     [ivyDexData, venuDexData].forEach((dexData) => {
       expect(dexData.caughtAttr & DexAttr.NON_SHINY).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+      const variantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
path: test/system/set-pokemon-caught.test.ts
user: login: Copilot
body: Inside the loop over `ivyDexData` and `venuDexData`, the test incorrectly uses `bulbaDexData` instead of the loop variable `dexData`. Update it to `gameData.getUnlockedVariantsAttr(dexData.caughtAttr)` to validate the correct entries.
```suggestion
      const variantsAfter = gameData.getUnlockedVariantsAttr(dexData.caughtAttr);
```
created_at: 2025-05-21T19:32:23Z
author_association: CONTRIBUTOR
diff_hunk: @@ -3369,21 +3378,22 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (species) {
-      this.dexAttrCursor |= (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny))
-        ? DexAttr.NON_SHINY
-        : DexAttr.SHINY;
+      if (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny)) {
+        this.dexAttrCursor |= DexAttr.NON_SHINY;
+      }
+      this.dexAttrCursor |= (variant !== undefined ? !variant : !(variant = oldProps?.variant))
+        ? DexAttr.SHINY_BASE_VARIANT
+        : variant === 1
+          ? DexAttr.SHINY_RARE_VARIANT
+          : DexAttr.SHINY_EPIC_VARIANT;
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: flx-sta
body: Is this actually a true statement from the AI?
created_at: 2025-05-21T19:59:53Z
author_association: CONTRIBUTOR
diff_hunk: @@ -174,17 +175,15 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(unlockedNatures).toContain(Nature.ADAMANT);
 
     expect(bulbaDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+    const bulbaVariantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
+    expect(bulbaVariantsAfter).toHaveLength(1);
+    expect(bulbaVariantsAfter).toContain(DexAttr.SHINY_RARE_VARIANT);
 
     [ivyDexData, venuDexData].forEach((dexData) => {
       expect(dexData.caughtAttr & DexAttr.NON_SHINY).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+      const variantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
path: test/system/set-pokemon-caught.test.ts
user: login: flx-sta
body: ~~This seems false~~
created_at: 2025-05-21T20:00:18Z
author_association: CONTRIBUTOR
diff_hunk: @@ -3369,21 +3378,22 @@ export class StarterSelectUiHandler extends MessageUiHandler {
     }
 
     if (species) {
-      this.dexAttrCursor |= (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny))
-        ? DexAttr.NON_SHINY
-        : DexAttr.SHINY;
+      if (shiny !== undefined ? !shiny : !(shiny = oldProps?.shiny)) {
+        this.dexAttrCursor |= DexAttr.NON_SHINY;
+      }
+      this.dexAttrCursor |= (variant !== undefined ? !variant : !(variant = oldProps?.variant))
+        ? DexAttr.SHINY_BASE_VARIANT
+        : variant === 1
+          ? DexAttr.SHINY_RARE_VARIANT
+          : DexAttr.SHINY_EPIC_VARIANT;
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: MokaStitcher
body: I hate setSpeciesDetails so much... But yes. Kind of. Before the default variant was set even if the mon was not shiny. Now it's not anymore so should ensure that
Trying to rewrite this without the nested ternary is hurting my brain though
created_at: 2025-05-21T20:35:24Z
author_association: CONTRIBUTOR
diff_hunk: @@ -174,17 +175,15 @@ describe("Dex Data - Set Pokemon caught", () => {
     expect(unlockedNatures).toContain(Nature.ADAMANT);
 
     expect(bulbaDexData.caughtAttr & DexAttr.NON_SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-    expect(bulbaDexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+    const bulbaVariantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
+    expect(bulbaVariantsAfter).toHaveLength(1);
+    expect(bulbaVariantsAfter).toContain(DexAttr.SHINY_RARE_VARIANT);
 
     [ivyDexData, venuDexData].forEach((dexData) => {
       expect(dexData.caughtAttr & DexAttr.NON_SHINY).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.SHINY).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.DEFAULT_VARIANT).toBeFalsy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_2).toBeTruthy();
-      expect(dexData.caughtAttr & DexAttr.VARIANT_3).toBeFalsy();
+      const variantsAfter = gameData.getUnlockedVariantsAttr(bulbaDexData.caughtAttr);
path: test/system/set-pokemon-caught.test.ts
user: login: MokaStitcher
body: no it's right (the suggestion)
created_at: 2025-05-21T20:36:52Z
author_association: CONTRIBUTOR
diff_hunk: @@ -25,8 +25,9 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        // TODO: we should use getDataTypeKey(GameDataType.SESSION, s) but it creates a circular dependency
+        if (localStorage.getItem(`${SESSION_DATA_LS_KEY_PREFIX}${s ? s : ""}_${loggedInUser.username}`)) {
path: src/account.ts
user: login: MokaStitcher
body: The easiest way to fix this circular dependency that I can see is to add the username as a parameter of getDataTypeKey
Which would kind of make sense but also be weird because everywhere it's called it would be given `loggedInUser.username` as a value

Another option would be to move getDataTypeKey to the account file lol
Maybe that's the way actually. Rename it `get(Account|User)DataStorageKey` or something 🤔 
created_at: 2025-05-24T11:26:05Z
author_association: CONTRIBUTOR
diff_hunk: @@ -0,0 +1,49 @@
+import { loggedInUser } from "#app/account";
+import {
+  SETTINGS_LS_KEY,
+  TUTORIALS_LS_KEY,
+  SEEN_DIALOGUE_LS_KEY,
+  SYSTEM_DATA_LS_KEY_PREFIX,
+  SESSION_DATA_LS_KEY_PREFIX,
+  RUN_HISTORY_LS_KEY_PREFIX,
+  STARTER_PREF_LS_KEY_PREFIX,
+} from "#constants/app-constants";
+import { GameDataType } from "#enums/game-data-type";
+
+/**
+ * Retrieve the local storage key used to store the given data type.
+ * For System data, Session data, Run history and starter preferences the key depends on the username.
+ * @param dataType - The {@linkcode GameDataType} we want to store / retrieve from storage.
+ * @param slotId - The save slot index, only used for session data. Default: `0`.
+ * @returns the key needed to store or retrieve the data.
+ */
+export function getDataTypeKey(dataType: GameDataType, slotId: number = 0): string {
+  let prefix = "";
+  switch (dataType) {
+    // Those data type have a static storage key
+    case GameDataType.SETTINGS:
+      return SETTINGS_LS_KEY;
+    case GameDataType.TUTORIALS:
+      return TUTORIALS_LS_KEY;
+    case GameDataType.SEEN_DIALOGUES:
+      return SEEN_DIALOGUE_LS_KEY;
+    // The other data types have the username appended to the storage key
+    case GameDataType.SYSTEM:
+      prefix = SYSTEM_DATA_LS_KEY_PREFIX;
+      break;
+    case GameDataType.SESSION: {
+      prefix = SESSION_DATA_LS_KEY_PREFIX;
+      if (slotId) {
+        prefix += slotId;
path: src/utils/save-data-utils.ts
user: login: DayKev
body: I wonder if it should just unconditionally append the slot id to the prefix value.
created_at: 2025-05-24T13:58:13Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1842,32 +1856,36 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             ];
 
             // Unlock passive option
-            if (!(passiveAttr & PassiveAttr.UNLOCKED)) {
+            if (
+              Object.hasOwn(starterPassiveAbilities, this.lastSpecies.speciesId)
+              && !(starterData.abilityAttr & AbilityAttr.PASSIVE)
+            ) {
               const passiveCost = getPassiveCandyCount(speciesStarterCosts[this.lastSpecies.speciesId]);
               options.push({
                 label: `x${passiveCost} ${i18next.t("starterSelectUiHandler:unlockPassive")} (${
                   allAbilities[starterPassiveAbilities[this.lastSpecies.speciesId]].name
                 })`,
                 handler: () => {
                   if (Overrides.FREE_CANDY_UPGRADE_OVERRIDE || candyCount >= passiveCost) {
-                    starterData.passiveAttr |= PassiveAttr.UNLOCKED | PassiveAttr.ENABLED;
+                    starterData.abilityAttr |= AbilityAttr.PASSIVE;
                     if (!Overrides.FREE_CANDY_UPGRADE_OVERRIDE) {
                       starterData.candyCount -= passiveCost;
                     }
                     this.pokemonCandyCountText.setText(`x${starterData.candyCount}`);
+                    // TODO: should handle request failure better, and not allow to buy another update until it finishes
                     globalScene.gameData.saveSystem().then((success) => {
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: DayKev
body: Can this not be `await`ed here?
created_at: 2025-05-24T14:00:05Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1848,54 +1843,75 @@ export class GameData {
     return starterCount;
   }
 
-  getSpeciesDefaultDexAttr(species: PokemonSpecies, _forSeen: boolean = false, optimistic: boolean = false): bigint {
+  /**
+   * Get a stripped down version of the caught {@linkcode DexAttr} of the given species,
+   * only keeping the flag for the first unlocked element in each category (gender, form, shiny, ...).
+   * For example, even if all abilities are unlocked, will only return the first ability as unlocked.
+   * @param species - The {@linkcode PokemonSpecies} to consider
+   * @param _forSeen unused. Default: `false` | TODO: remove
+   * @param rarestVariantFirst - Whether it should return the rarest unlocked shiny variant,
+   * or prioritize the non shiny form (or the lowest unlocked variant, if non shiny is not caught). Default: `false`
+   * @returns A dex attribute containing the default unlocked flags for the given species.
+   */
+  public getSpeciesDefaultDexAttr(
+    species: PokemonSpecies,
+    _forSeen: boolean = false,
+    rarestVariantFirst: boolean = false,
+  ): bigint {
     let ret = 0n;
     const dexEntry = this.dexData[species.speciesId];
     const attr = dexEntry.caughtAttr;
-    if (optimistic) {
-      if (attr & DexAttr.SHINY) {
-        ret |= DexAttr.SHINY;
-
-        if (attr & DexAttr.VARIANT_3) {
-          ret |= DexAttr.VARIANT_3;
-        } else if (attr & DexAttr.VARIANT_2) {
-          ret |= DexAttr.VARIANT_2;
-        } else {
-          ret |= DexAttr.DEFAULT_VARIANT;
-        }
+
+    if (rarestVariantFirst) {
+      if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
       } else {
         ret |= DexAttr.NON_SHINY;
-        ret |= DexAttr.DEFAULT_VARIANT;
       }
     } else {
       // Default to non shiny. Fallback to shiny if it's the only thing that's unlocked
-      ret |= attr & DexAttr.NON_SHINY || !(attr & DexAttr.SHINY) ? DexAttr.NON_SHINY : DexAttr.SHINY;
-
-      if (attr & DexAttr.DEFAULT_VARIANT) {
-        ret |= DexAttr.DEFAULT_VARIANT;
-      } else if (attr & DexAttr.VARIANT_2) {
-        ret |= DexAttr.VARIANT_2;
-      } else if (attr & DexAttr.VARIANT_3) {
-        ret |= DexAttr.VARIANT_3;
+      if (attr & DexAttr.NON_SHINY) {
+        ret |= DexAttr.NON_SHINY;
+      } else if (attr & DexAttr.SHINY_BASE_VARIANT) {
+        ret |= DexAttr.SHINY_BASE_VARIANT;
+      } else if (attr & DexAttr.SHINY_RARE_VARIANT) {
+        ret |= DexAttr.SHINY_RARE_VARIANT;
+      } else if (attr & DexAttr.SHINY_EPIC_VARIANT) {
+        ret |= DexAttr.SHINY_EPIC_VARIANT;
       } else {
-        ret |= DexAttr.DEFAULT_VARIANT;
+        ret |= DexAttr.NON_SHINY; // Neither shiny and non shiny unlocked, fallback to non shiny
       }
     }
+
     ret |= attr & DexAttr.MALE || !(attr & DexAttr.FEMALE) ? DexAttr.MALE : DexAttr.FEMALE;
     ret |= this.getFormAttr(this.getFormIndex(attr));
     return ret;
   }
 
-  getSpeciesDexAttrProps(_species: PokemonSpecies, dexAttr: bigint): DexAttrProps {
+  /**
+   * Transforms a dex attribute (see {@linkcode DexAttr}) into a human readable object.
+   * Assumes that the input only has a single turned on flag per category (gender, form, variant),
+   * for example as returned by {@linkcode getSpeciesDefaultDexAttr} or obtained from a {@linkcode Pokemon}.
+   * @param _species - unused. TODO: remove
+   * @param dexAttr - The dex attribute to consider.
+   * @returns {@linkcode DexAttrProps} corresponding to the given dex attribute.
+   */
+  public getSpeciesDexAttrProps(_species: PokemonSpecies, dexAttr: bigint): DexAttrProps {
+    const female = !(dexAttr & DexAttr.MALE); // TODO is that correct for genderless species?
path: src/system/game-data.ts
user: login: DayKev
body: ```suggestion
    const female = !(dexAttr & DexAttr.MALE); // TODO: is that correct for genderless species?
```
created_at: 2025-05-24T14:04:00Z
author_association: CONTRIBUTOR
diff_hunk: @@ -25,8 +25,9 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        // TODO: we should use getDataTypeKey(GameDataType.SESSION, s) but it creates a circular dependency
+        if (localStorage.getItem(`${SESSION_DATA_LS_KEY_PREFIX}${s ? s : ""}_${loggedInUser.username}`)) {
path: src/account.ts
user: login: DayKev
body: `getLocalStorageKey` seems fine as a name for the function. Putting it here is also fine, it's a bit awkward to place anyway.
created_at: 2025-05-24T14:07:10Z
author_association: CONTRIBUTOR
diff_hunk: @@ -1842,32 +1856,36 @@ export class StarterSelectUiHandler extends MessageUiHandler {
             ];
 
             // Unlock passive option
-            if (!(passiveAttr & PassiveAttr.UNLOCKED)) {
+            if (
+              Object.hasOwn(starterPassiveAbilities, this.lastSpecies.speciesId)
+              && !(starterData.abilityAttr & AbilityAttr.PASSIVE)
+            ) {
               const passiveCost = getPassiveCandyCount(speciesStarterCosts[this.lastSpecies.speciesId]);
               options.push({
                 label: `x${passiveCost} ${i18next.t("starterSelectUiHandler:unlockPassive")} (${
                   allAbilities[starterPassiveAbilities[this.lastSpecies.speciesId]].name
                 })`,
                 handler: () => {
                   if (Overrides.FREE_CANDY_UPGRADE_OVERRIDE || candyCount >= passiveCost) {
-                    starterData.passiveAttr |= PassiveAttr.UNLOCKED | PassiveAttr.ENABLED;
+                    starterData.abilityAttr |= AbilityAttr.PASSIVE;
                     if (!Overrides.FREE_CANDY_UPGRADE_OVERRIDE) {
                       starterData.candyCount -= passiveCost;
                     }
                     this.pokemonCandyCountText.setText(`x${starterData.candyCount}`);
+                    // TODO: should handle request failure better, and not allow to buy another update until it finishes
                     globalScene.gameData.saveSystem().then((success) => {
path: src/ui/handlers/starter-select-ui-handler.ts
user: login: MokaStitcher
body: we're not in an async function here and there so many issues with how these requests (and others) are handled, it'll be for another PR
<sub>Looking forward to yeeting all this and rewriting the handler from scratch :pikasmile:
created_at: 2025-05-24T16:12:05Z
author_association: CONTRIBUTOR
diff_hunk: @@ -0,0 +1,49 @@
+import { loggedInUser } from "#app/account";
+import {
+  SETTINGS_LS_KEY,
+  TUTORIALS_LS_KEY,
+  SEEN_DIALOGUE_LS_KEY,
+  SYSTEM_DATA_LS_KEY_PREFIX,
+  SESSION_DATA_LS_KEY_PREFIX,
+  RUN_HISTORY_LS_KEY_PREFIX,
+  STARTER_PREF_LS_KEY_PREFIX,
+} from "#constants/app-constants";
+import { GameDataType } from "#enums/game-data-type";
+
+/**
+ * Retrieve the local storage key used to store the given data type.
+ * For System data, Session data, Run history and starter preferences the key depends on the username.
+ * @param dataType - The {@linkcode GameDataType} we want to store / retrieve from storage.
+ * @param slotId - The save slot index, only used for session data. Default: `0`.
+ * @returns the key needed to store or retrieve the data.
+ */
+export function getDataTypeKey(dataType: GameDataType, slotId: number = 0): string {
+  let prefix = "";
+  switch (dataType) {
+    // Those data type have a static storage key
+    case GameDataType.SETTINGS:
+      return SETTINGS_LS_KEY;
+    case GameDataType.TUTORIALS:
+      return TUTORIALS_LS_KEY;
+    case GameDataType.SEEN_DIALOGUES:
+      return SEEN_DIALOGUE_LS_KEY;
+    // The other data types have the username appended to the storage key
+    case GameDataType.SYSTEM:
+      prefix = SYSTEM_DATA_LS_KEY_PREFIX;
+      break;
+    case GameDataType.SESSION: {
+      prefix = SESSION_DATA_LS_KEY_PREFIX;
+      if (slotId) {
+        prefix += slotId;
path: src/utils/save-data-utils.ts
user: login: MokaStitcher
body: We definitely could, we could also make it not 0 indexed to make things less confusing for players when exporting data. Will look into that
created_at: 2025-05-24T16:13:31Z
author_association: CONTRIBUTOR
diff_hunk: @@ -25,8 +25,9 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        // TODO: we should use getDataTypeKey(GameDataType.SESSION, s) but it creates a circular dependency
+        if (localStorage.getItem(`${SESSION_DATA_LS_KEY_PREFIX}${s ? s : ""}_${loggedInUser.username}`)) {
path: src/account.ts
user: login: DayKev
body: Now that you moved the function you can use it here.
created_at: 2025-05-25T07:09:38Z
author_association: CONTRIBUTOR
diff_hunk: @@ -25,8 +25,9 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        // TODO: we should use getDataTypeKey(GameDataType.SESSION, s) but it creates a circular dependency
+        if (localStorage.getItem(`${SESSION_DATA_LS_KEY_PREFIX}${s ? s : ""}_${loggedInUser.username}`)) {
path: src/account.ts
user: login: MokaStitcher
body: I- :plains:
created_at: 2025-05-25T07:59:49Z
author_association: CONTRIBUTOR
diff_hunk: @@ -25,8 +25,9 @@ export function updateUserInfo(): Promise<[boolean, number]> {
         hasAdminRole: false,
       };
       let lastSessionSlot = -1;
-      for (let s = 0; s < 5; s++) {
-        if (localStorage.getItem(`sessionData${s ? s : ""}_${loggedInUser.username}`)) {
+      for (let s = 0; s < SAVE_SLOT_LIMIT; s++) {
+        // TODO: we should use getDataTypeKey(GameDataType.SESSION, s) but it creates a circular dependency
+        if (localStorage.getItem(`${SESSION_DATA_LS_KEY_PREFIX}${s ? s : ""}_${loggedInUser.username}`)) {
path: src/account.ts
user: login: MokaStitcher
body: done, sorry about that 😂 
created_at: 2025-05-25T14:43:49Z
author_association: CONTRIBUTOR
diff_hunk: @@ -46,3 +57,40 @@ export function updateUserInfo(): Promise<[boolean, number]> {
     });
   });
 }
+
+/**
+ * Retrieve the local storage key used to store the given data type.
+ * For System data, Session data, Run history and starter preferences the key depends on the username.
+ *
+ * Note: needs to be in this file to prevent circular dependencies due to `updateDateUserInfo` calling it.
path: src/account.ts
user: login: DayKev
body: ```suggestion
 * Note: needs to be in this file to prevent circular dependencies due to `updateUserInfo` calling it.
```
created_at: 2025-05-25T14:46:16Z
author_association: CONTRIBUTOR

PR comments:
user: login: flx-sta
created_at: 2025-05-16T20:34:38Z
body: @MokaStitcher  Conflicts to resolve
author_association: CONTRIBUTOR
user: login: MokaStitcher
created_at: 2025-05-21T21:08:16Z
body: ~~found issues while playtesting. marking as draft for now~~
Fixed. Would appreciate any playtesting in case other parts of the code using magic numbers to check the dex attributes got missed
author_association: CONTRIBUTOR
user: login: flx-sta
created_at: 2025-05-21T22:56:45Z
body: <img width="785" alt="image" src="https://github.com/user-attachments/assets/8ee2e5b6-45a2-4e83-a4e0-9de8de06961a" />

Didn't notice anything out of the ordinary so far 
(Been catching back and forth. But **man!** has the game gotten hard with the new level scaling)

[pkty_data_Guest.pkty.txt](https://github.com/user-attachments/files/20377268/pkty_data_Guest.pkty.txt)
author_association: CONTRIBUTOR
user: login: MokaStitcher
created_at: 2025-05-24T06:04:01Z
body: > The pokemon icons are animating weirdly in the egg hatch summary; they all start out bouncing (except for the shiny for some reason lol) unlike on beta, but otherwise 👍
> 

Hmm, they don't seem to have new characteristics that should trigger the bouncing so that's not normal.
I'll look into it, thank you 
author_association: CONTRIBUTOR