From 0c18171f3e4d83df4fa4120b30638b6e82ac1b13 Mon Sep 17 00:00:00 2001 From: user1303836 Date: Fri, 7 Aug 2026 09:53:43 -0400 Subject: [PATCH] feat(hands): overhaul animation, gore, and injury audio --- src/intelstream/hands/static/assets/hands.js | 40 +- web/hands/package.json | 3 +- web/hands/scripts/generate-fighter-glb.ts | 128 +- web/hands/scripts/generate-injury-sounds.py | 94 + web/hands/src/app.ts | 1 + web/hands/src/assets/fighter-glb.ts | 4 +- web/hands/src/assets/fighter-markers.json | 2208 +++++++++--------- web/hands/src/assets/injury-sounds.ts | 1 + web/hands/src/audio.ts | 57 +- web/hands/src/feedback.test.ts | 117 +- web/hands/src/render/animation.ts | 91 +- web/hands/src/render/boxer.ts | 10 +- web/hands/src/render/effects.ts | 437 +++- web/hands/src/render/fighter-asset.test.ts | 164 +- web/hands/src/render/graph.test.ts | 244 +- web/hands/src/render/graph.ts | 400 +++- web/hands/src/render/render.test.ts | 117 +- web/hands/src/render/renderer.test.ts | 74 +- web/hands/src/render/renderer.ts | 383 ++- 19 files changed, 3084 insertions(+), 1489 deletions(-) create mode 100644 web/hands/scripts/generate-injury-sounds.py create mode 100644 web/hands/src/assets/injury-sounds.ts diff --git a/src/intelstream/hands/static/assets/hands.js b/src/intelstream/hands/static/assets/hands.js index 7d5af24..fecf943 100644 --- a/src/intelstream/hands/static/assets/hands.js +++ b/src/intelstream/hands/static/assets/hands.js @@ -1,8 +1,8 @@ -var e=Object.defineProperty,t=(t,n)=>{let r={};for(var i in t)e(r,i,{get:t[i],enumerable:!0});return n||e(r,Symbol.toStringTag,{value:`Module`}),r};(function(){let e=document.createElement(`link`).relList;if(e&&e.supports&&e.supports(`modulepreload`))return;for(let e of document.querySelectorAll(`link[rel="modulepreload"]`))n(e);new MutationObserver(e=>{for(let t of e)if(t.type===`childList`)for(let e of t.addedNodes)e.tagName===`LINK`&&e.rel===`modulepreload`&&n(e)}).observe(document,{childList:!0,subtree:!0});function t(e){let t={};return e.integrity&&(t.integrity=e.integrity),e.referrerPolicy&&(t.referrerPolicy=e.referrerPolicy),e.crossOrigin===`use-credentials`?t.credentials=`include`:e.crossOrigin===`anonymous`?t.credentials=`omit`:t.credentials=`same-origin`,t}function n(e){if(e.ep)return;e.ep=!0;let n=t(e);fetch(e.href,n)}})();var n={jab:{from:520,to:1500,duration:.09},straight:{from:420,to:1150,duration:.12},hook:{from:300,to:880,duration:.14},uppercut:{from:240,to:820,duration:.15}},r=class{settings;context=null;master=null;noiseBuffer=null;crowdGain=null;unlocked=!1;unlockPromise=null;crowdStarted=!1;destroyed=!1;timers=new Set;lastBreathTick=-300;lastHeartbeatTick=-300;unlockListener=()=>{this.unlock().catch(()=>void 0)};visibility=()=>{let e=this.context;if(e===null)return;let t=document.hidden?e.suspend():this.unlocked?e.resume():null;t!==null&&t.catch(()=>void 0)};constructor(e){this.settings=e,window.addEventListener(`pointerdown`,this.unlockListener),window.addEventListener(`keydown`,this.unlockListener),document.addEventListener(`visibilitychange`,this.visibility)}unlock(){return this.destroyed||this.unlocked?Promise.resolve():(this.unlockPromise===null&&(this.unlockPromise=this.performUnlock().finally(()=>{this.unlockPromise=null})),this.unlockPromise)}async performUnlock(){this.context===null&&(this.context=new AudioContext,this.master=this.context.createGain(),this.master.gain.value=Math.min(.8,Math.max(0,this.settings().volume)),this.master.connect(this.context.destination)),this.context.state===`suspended`&&await 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t=l(e,`fighter`);u(t,`player_id.x.y.facing.velocity_x.velocity_y.stance.defense.stamina.maximum_stamina.conditioning.guard.poise.trauma.knockdowns.warnings.deductions.stunned_ticks.is_downed.action.action_hand.action_target.action_power.action_id.action_key.action_start_tick.action_startup_ticks.action_active_ticks.action_recovery_ticks.action_contact_tick.queued_actions.clinch_startup_ticks.clinch_ticks.is_foul_recovery_target.taunt_ticks.get_up_prompt.get_up_meter.get_up_required.get_up_count.get_up_window_start_tick.get_up_window_end_tick`.split(`.`));let n=t.action===null?null:h(t.action,v,`action`),r=t.action_hand===null?null:h(t.action_hand,_,`action hand`),a=t.action_target===null?null:h(t.action_target,y,`action target`),o=t.action_power===null?null:h(t.action_power,b,`action power`);if([n,r,a,o].some(e=>e===null)&&[n,r,a,o].some(e=>e!==null))throw new i(`partial punch action`);let s=t.action_id===null?null:p(t.action_id,`action_id`,32),c=t.action_key===null?null:p(t.action_key,`action_key`,64);if([s,c].some(e=>e===null)!==[s,c].every(e=>e===null))throw new i(`partial action instance`);if(s!==null&&n===null)throw new i(`action instance without class`);let m=t.get_up_prompt===null?null:h(t.get_up_prompt,[`get_up_left`,`get_up_right`],`get-up prompt`),g=d(t.maximum_stamina,`maximum_stamina`,330,1e3),C=d(t.stamina,`stamina`,0,g),w=d(t.get_up_required,`get_up_required`,0,169),T=d(t.facing,`facing`,-1,1);if(T===0)throw new i(`invalid facing`);if(w!==0&&w<34)throw new i(`invalid get-up 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ne(e){let t=l(e,`event`);return u(t,[`event_id`,`tick`,`kind`,`actor_id`,`target_id`,`amount`,`detail`,`blood`,`direction`,`action_id`]),{event_id:d(t.event_id,`event_id`),tick:d(t.tick,`tick`),kind:p(t.kind,`event kind`,32),actor_id:m(t.actor_id,`actor_id`),target_id:m(t.target_id,`target_id`),amount:d(t.amount,`amount`,-1e4,1e4),detail:p(t.detail,`detail`,96,0),blood:d(t.blood,`blood`,0,100),direction:d(t.direction,`direction`,-1,1),action_id:t.action_id===null?null:p(t.action_id,`action_id`,32)}}function re(e){let t=l(e,`judge card`);u(t,[`judge`,`player_one`,`player_two`]);let n=e=>g(e,`round scores`,15).map(e=>d(e,`score`,6,10)),r=n(t.player_one),a=n(t.player_two);if(r.length!==a.length)throw new i(`scorecard round mismatch`);return{judge:p(t.judge,`judge`,80),player_one:r,player_two:a}}function ie(e){let t=g(e,`scorecards`,3).map(re);if(t.length!==3)throw new i(`exactly three scorecards required`);return t}function ae(e,t){if(t===`draw`!=(e===null))throw new i(`incoherent finish 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ae(a,o),{match_id:p(t.match_id,`match_id`),activity_instance_id:p(t.activity_instance_id,`activity_instance_id`),guild_id:p(t.guild_id,`guild_id`),player_one_id:n,player_two_id:r,winner_id:a,finish_method:o,round_number:d(t.round_number,`round`,1,15),tick:d(t.tick,`tick`),scorecards:ie(t.scorecards),player_one_knockdowns:d(t.player_one_knockdowns,`knockdowns`,0,3),player_two_knockdowns:d(t.player_two_knockdowns,`knockdowns`,0,3),player_one_damage:d(t.player_one_damage,`damage`),player_two_damage:d(t.player_two_damage,`damage`)}}function se(e){let t=l(e,`snapshot`);u(t,[`tick`,`phase`,`round_number`,`phase_ticks_remaining`,`fighters`,`events`,`result`,`checksum`]);let n=g(t.fighters,`fighters`,2).map(te);if(n.length!==2||n[0]?.player_id===n[1]?.player_id)throw new i(`snapshot requires two distinct fighters`);let r=p(t.checksum,`checksum`,64);if(!/^[a-f0-9]{64}$/u.test(r))throw new i(`invalid 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for "GET_RELATIONSHIPS" Command`),Sr=W.object({user_id:W.string(),content:W.string().min(0).max(1024).optional()}).describe(`Request for "INVITE_USER_EMBEDDED" Command`),Cr=W.object({id:W.string().max(64)}).describe(`Request for "GET_USER" Command`),wr=W.union([W.object({id:W.string(),username:W.string(),global_name:W.union([W.string(),W.null()]).optional(),discriminator:W.string(),avatar:W.union([W.string(),W.null()]).optional(),flags:W.number(),bot:W.boolean(),avatar_decoration_data:W.union([W.object({asset:W.union([W.string(),W.null()]).optional(),skuId:W.string().optional(),expiresAt:W.number().optional()}),W.null()]).optional(),premium_type:W.union([W.number(),W.null()]).optional()}),W.null()]),Tr=W.object({quest_id:W.string()}).describe(`Request for "GET_QUEST_ENROLLMENT_STATUS" Command`),Er=W.object({quest_id:W.string(),is_enrolled:W.boolean(),enrolled_at:W.union([W.string(),W.null()]).optional()}).describe(`Response for "GET_QUEST_ENROLLMENT_STATUS" 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Mr=W.object({}).optional().nullable(),Nr=W.void(),Pr={[jr.INITIATE_IMAGE_UPLOAD]:{request:Nr,response:fr},[jr.OPEN_SHARE_MOMENT_DIALOG]:{request:pr,response:Mr},[jr.AUTHENTICATE]:{request:mr,response:hr},[jr.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS]:{request:Nr,response:gr},[jr.SHARE_INTERACTION]:{request:_r,response:vr},[jr.SHARE_LINK]:{request:yr,response:br},[jr.GET_RELATIONSHIPS]:{request:Nr,response:xr},[jr.INVITE_USER_EMBEDDED]:{request:Sr,response:Mr},[jr.GET_USER]:{request:Cr,response:wr},[jr.GET_QUEST_ENROLLMENT_STATUS]:{request:Tr,response:Er},[jr.QUEST_START_TIMER]:{request:Dr,response:Or},[jr.GET_QUEST]:{request:Nr,response:kr},[jr.REQUEST_PROXY_TICKET_REFRESH]:{request:Nr,response:Ar}},Fr=t({Activity:()=>Yr,Attachment:()=>ii,CertifiedDevice:()=>wi,CertifiedDeviceTypeObject:()=>Ci,Channel:()=>$r,ChannelMention:()=>ri,ChannelTypesObject:()=>Qr,Commands:()=>G,DISPATCH:()=>Ir,Embed:()=>di,EmbedAuthor:()=>li,EmbedField:()=>ui,EmbedFooter:()=>ai,EmbedProvider:()=>ci,Emoji:()=>Wr,Entitlement:()=>Oi,EntitlementTypesObject:()=>Di,Guild:()=>ni,GuildMember:()=>Hr,GuildMemberRPC:()=>Ur,Image:()=>oi,KeyTypesObject:()=>vi,LayoutMode:()=>Ii,LayoutModeTypeObject:()=>Fi,Message:()=>gi,MessageActivity:()=>pi,MessageApplication:()=>mi,MessageReference:()=>hi,Orientation:()=>Pi,OrientationLockState:()=>Ai,OrientationLockStateTypeObject:()=>ki,OrientationTypeObject:()=>Ni,PermissionOverwrite:()=>Zr,PermissionOverwriteTypeObject:()=>Xr,PresenceUpdate:()=>ei,Reaction:()=>fi,ReceiveFramePayload:()=>Lr,Relationship:()=>Br,Role:()=>ti,Scopes:()=>zr,ScopesObject:()=>Rr,ShortcutKey:()=>yi,Sku:()=>Ei,SkuTypeObject:()=>Ti,Status:()=>Jr,StatusObject:()=>qr,ThermalState:()=>Mi,ThermalStateTypeObject:()=>ji,User:()=>Vr,UserVoiceState:()=>Kr,Video:()=>si,VoiceDevice:()=>_i,VoiceSettingModeTypeObject:()=>bi,VoiceSettingsIO:()=>Si,VoiceSettingsMode:()=>xi,VoiceState:()=>Gr}),Ir=`DISPATCH`,G;(function(e){e.AUTHORIZE=`AUTHORIZE`,e.GET_GUILDS=`GET_GUILDS`,e.GET_GUILD=`GET_GUILD`,e.GET_CHANNEL=`GET_CHANNEL`,e.GET_CHANNELS=`GET_CHANNELS`,e.SELECT_VOICE_CHANNEL=`SELECT_VOICE_CHANNEL`,e.SELECT_TEXT_CHANNEL=`SELECT_TEXT_CHANNEL`,e.SUBSCRIBE=`SUBSCRIBE`,e.UNSUBSCRIBE=`UNSUBSCRIBE`,e.CAPTURE_SHORTCUT=`CAPTURE_SHORTCUT`,e.SET_CERTIFIED_DEVICES=`SET_CERTIFIED_DEVICES`,e.SET_ACTIVITY=`SET_ACTIVITY`,e.GET_SKUS=`GET_SKUS`,e.GET_ENTITLEMENTS=`GET_ENTITLEMENTS`,e.GET_SKUS_EMBEDDED=`GET_SKUS_EMBEDDED`,e.GET_ENTITLEMENTS_EMBEDDED=`GET_ENTITLEMENTS_EMBEDDED`,e.START_PURCHASE=`START_PURCHASE`,e.SET_CONFIG=`SET_CONFIG`,e.SEND_ANALYTICS_EVENT=`SEND_ANALYTICS_EVENT`,e.USER_SETTINGS_GET_LOCALE=`USER_SETTINGS_GET_LOCALE`,e.OPEN_EXTERNAL_LINK=`OPEN_EXTERNAL_LINK`,e.ENCOURAGE_HW_ACCELERATION=`ENCOURAGE_HW_ACCELERATION`,e.CAPTURE_LOG=`CAPTURE_LOG`,e.SET_ORIENTATION_LOCK_STATE=`SET_ORIENTATION_LOCK_STATE`,e.OPEN_INVITE_DIALOG=`OPEN_INVITE_DIALOG`,e.GET_PLATFORM_BEHAVIORS=`GET_PLATFORM_BEHAVIORS`,e.GET_CHANNEL_PERMISSIONS=`GET_CHANNEL_PERMISSIONS`,e.AUTHENTICATE=`AUTHENTICATE`,e.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS=`GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS`,e.GET_QUEST=`GET_QUEST`,e.GET_QUEST_ENROLLMENT_STATUS=`GET_QUEST_ENROLLMENT_STATUS`,e.GET_RELATIONSHIPS=`GET_RELATIONSHIPS`,e.GET_USER=`GET_USER`,e.INITIATE_IMAGE_UPLOAD=`INITIATE_IMAGE_UPLOAD`,e.INVITE_USER_EMBEDDED=`INVITE_USER_EMBEDDED`,e.OPEN_SHARE_MOMENT_DIALOG=`OPEN_SHARE_MOMENT_DIALOG`,e.QUEST_START_TIMER=`QUEST_START_TIMER`,e.REQUEST_PROXY_TICKET_REFRESH=`REQUEST_PROXY_TICKET_REFRESH`,e.SHARE_INTERACTION=`SHARE_INTERACTION`,e.SHARE_LINK=`SHARE_LINK`})(G||={});var Lr=U({cmd:V(),data:un(),evt:cn(),nonce:V()}).passthrough(),Rr=Object.assign(Object.assign({},hr.shape.scopes.element.overlayType._def.innerType.options[0].Values),{UNHANDLED:-1}),zr=ur(Rr),Br=xr.shape.relationships.element,Vr=U({id:V(),username:V(),discriminator:V(),global_name:V().optional().nullable(),avatar:V().optional().nullable(),avatar_decoration_data:U({asset:V(),sku_id:V().optional()}).nullable(),bot:rn(),flags:H().optional().nullable(),premium_type:H().optional().nullable()}),Hr=U({user:Vr,nick:V().optional().nullable(),roles:pn(V()),joined_at:V(),deaf:rn(),mute:rn()}),Ur=U({user_id:V(),nick:V().optional().nullable(),guild_id:V(),avatar:V().optional().nullable(),avatar_decoration_data:U({asset:V(),sku_id:V().optional().nullable()}).optional().nullable(),color_string:V().optional().nullable()}),Wr=U({id:V(),name:V().optional().nullable(),roles:pn(V()).optional().nullable(),user:Vr.optional().nullable(),require_colons:rn().optional().nullable(),managed:rn().optional().nullable(),animated:rn().optional().nullable(),available:rn().optional().nullable()}),Gr=U({mute:rn(),deaf:rn(),self_mute:rn(),self_deaf:rn(),suppress:rn()}),Kr=U({mute:rn(),nick:V(),user:Vr,voice_state:Gr,volume:H()}),qr={UNHANDLED:-1,IDLE:`idle`,DND:`dnd`,ONLINE:`online`,OFFLINE:`offline`},Jr=ur(qr),Yr=U({name:V(),type:H(),url:V().optional().nullable(),created_at:H().optional().nullable(),timestamps:U({start:H(),end:H()}).partial().optional().nullable(),application_id:V().optional().nullable(),details:V().optional().nullable(),details_url:V().url().optional().nullable(),state:V().optional().nullable(),state_url:V().url().optional().nullable(),emoji:Wr.optional().nullable(),party:U({id:V().optional().nullable(),size:pn(H()).optional().nullable()}).optional().nullable(),assets:U({large_image:V().nullable(),large_text:V().nullable(),large_url:V().url().optional().nullable(),small_image:V().nullable(),small_text:V().nullable(),small_url:V().url().optional().nullable()}).partial().optional().nullable(),secrets:U({join:V(),match:V()}).partial().optional().nullable(),instance:rn().optional().nullable(),flags:H().optional().nullable()}),Xr={UNHANDLED:-1,ROLE:0,MEMBER:1},Zr=U({id:V(),type:ur(Xr),allow:V(),deny:V()}),Qr={UNHANDLED:-1,DM:1,GROUP_DM:3,GUILD_TEXT:0,GUILD_VOICE:2,GUILD_CATEGORY:4,GUILD_ANNOUNCEMENT:5,GUILD_STORE:6,ANNOUNCEMENT_THREAD:10,PUBLIC_THREAD:11,PRIVATE_THREAD:12,GUILD_STAGE_VOICE:13,GUILD_DIRECTORY:14,GUILD_FORUM:15},$r=U({id:V(),type:ur(Qr),guild_id:V().optional().nullable(),position:H().optional().nullable(),permission_overwrites:pn(Zr).optional().nullable(),name:V().optional().nullable(),topic:V().optional().nullable(),nsfw:rn().optional().nullable(),last_message_id:V().optional().nullable(),bitrate:H().optional().nullable(),user_limit:H().optional().nullable(),rate_limit_per_user:H().optional().nullable(),recipients:pn(Vr).optional().nullable(),icon:V().optional().nullable(),owner_id:V().optional().nullable(),application_id:V().optional().nullable(),parent_id:V().optional().nullable(),last_pin_timestamp:V().optional().nullable()}),ei=U({user:Vr,guild_id:V(),status:Jr,activities:pn(Yr),client_status:U({desktop:Jr,mobile:Jr,web:Jr}).partial()}),ti=U({id:V(),name:V(),color:H(),hoist:rn(),position:H(),permissions:V(),managed:rn(),mentionable:rn()}),ni=U({id:V(),name:V(),owner_id:V(),icon:V().nullable(),icon_hash:V().optional().nullable(),splash:V().nullable(),discovery_splash:V().nullable(),owner:rn().optional().nullable(),permissions:V().optional().nullable(),region:V(),afk_channel_id:V().nullable(),afk_timeout:H(),widget_enabled:rn().optional().nullable(),widget_channel_id:V().optional().nullable(),verification_level:H(),default_message_notifications:H(),explicit_content_filter:H(),roles:pn(ti),emojis:pn(Wr),features:pn(V()),mfa_level:H(),application_id:V().nullable(),system_channel_id:V().nullable(),system_channel_flags:H(),rules_channel_id:V().nullable(),joined_at:V().optional().nullable(),large:rn().optional().nullable(),unavailable:rn().optional().nullable(),member_count:H().optional().nullable(),voice_states:pn(Gr).optional().nullable(),members:pn(Hr).optional().nullable(),channels:pn($r).optional().nullable(),presences:pn(ei).optional().nullable(),max_presences:H().optional().nullable(),max_members:H().optional().nullable(),vanity_url_code:V().nullable(),description:V().nullable(),banner:V().nullable(),premium_tier:H(),premium_subscription_count:H().optional().nullable(),preferred_locale:V(),public_updates_channel_id:V().nullable(),max_video_channel_users:H().optional().nullable(),approximate_member_count:H().optional().nullable(),approximate_presence_count:H().optional().nullable()}),ri=U({id:V(),guild_id:V(),type:H(),name:V()}),ii=U({id:V(),filename:V(),size:H(),url:V(),proxy_url:V(),height:H().optional().nullable(),width:H().optional().nullable()}),ai=U({text:V(),icon_url:V().optional().nullable(),proxy_icon_url:V().optional().nullable()}),oi=U({url:V().optional().nullable(),proxy_url:V().optional().nullable(),height:H().optional().nullable(),width:H().optional().nullable()}),si=oi.omit({proxy_url:!0}),ci=U({name:V().optional().nullable(),url:V().optional().nullable()}),li=U({name:V().optional().nullable(),url:V().optional().nullable(),icon_url:V().optional().nullable(),proxy_icon_url:V().optional().nullable()}),ui=U({name:V(),value:V(),inline:rn()}),di=U({title:V().optional().nullable(),type:V().optional().nullable(),description:V().optional().nullable(),url:V().optional().nullable(),timestamp:V().optional().nullable(),color:H().optional().nullable(),footer:ai.optional().nullable(),image:oi.optional().nullable(),thumbnail:oi.optional().nullable(),video:si.optional().nullable(),provider:ci.optional().nullable(),author:li.optional().nullable(),fields:pn(ui).optional().nullable()}),fi=U({count:H(),me:rn(),emoji:Wr}),pi=U({type:H(),party_id:V().optional().nullable()}),mi=U({id:V(),cover_image:V().optional().nullable(),description:V(),icon:V().optional().nullable(),name:V()}),hi=U({message_id:V().optional().nullable(),channel_id:V().optional().nullable(),guild_id:V().optional().nullable()}),gi=U({id:V(),channel_id:V(),guild_id:V().optional().nullable(),author:Vr.optional().nullable(),member:Hr.optional().nullable(),content:V(),timestamp:V(),edited_timestamp:V().optional().nullable(),tts:rn(),mention_everyone:rn(),mentions:pn(Vr),mention_roles:pn(V()),mention_channels:pn(ri),attachments:pn(ii),embeds:pn(di),reactions:pn(fi).optional().nullable(),nonce:hn([V(),H()]).optional().nullable(),pinned:rn(),webhook_id:V().optional().nullable(),type:H(),activity:pi.optional().nullable(),application:mi.optional().nullable(),message_reference:hi.optional().nullable(),flags:H().optional().nullable(),stickers:pn(un()).optional().nullable(),referenced_message:un().optional().nullable()}),_i=U({id:V(),name:V()}),vi={UNHANDLED:-1,KEYBOARD_KEY:0,MOUSE_BUTTON:1,KEYBOARD_MODIFIER_KEY:2,GAMEPAD_BUTTON:3},yi=U({type:ur(vi),code:H(),name:V()}),bi={UNHANDLED:-1,PUSH_TO_TALK:`PUSH_TO_TALK`,VOICE_ACTIVITY:`VOICE_ACTIVITY`},xi=U({type:ur(bi),auto_threshold:rn(),threshold:H(),shortcut:pn(yi),delay:H()}),Si=U({device_id:V(),volume:H(),available_devices:pn(_i)}),Ci={UNHANDLED:-1,AUDIO_INPUT:`AUDIO_INPUT`,AUDIO_OUTPUT:`AUDIO_OUTPUT`,VIDEO_INPUT:`VIDEO_INPUT`},wi=U({type:ur(Ci),id:V(),vendor:U({name:V(),url:V()}),model:U({name:V(),url:V()}),related:pn(V()),echo_cancellation:rn().optional().nullable(),noise_suppression:rn().optional().nullable(),automatic_gain_control:rn().optional().nullable(),hardware_mute:rn().optional().nullable()}),Ti={UNHANDLED:-1,APPLICATION:1,DLC:2,CONSUMABLE:3,BUNDLE:4,SUBSCRIPTION:5},Ei=U({id:V(),name:V(),type:ur(Ti),price:U({amount:H(),currency:V()}),application_id:V(),flags:H(),release_date:V().nullable()}),Di={UNHANDLED:-1,PURCHASE:1,PREMIUM_SUBSCRIPTION:2,DEVELOPER_GIFT:3,TEST_MODE_PURCHASE:4,FREE_PURCHASE:5,USER_GIFT:6,PREMIUM_PURCHASE:7},Oi=U({id:V(),sku_id:V(),application_id:V(),user_id:V(),gift_code_flags:H(),type:ur(Di),gifter_user_id:V().optional().nullable(),branches:pn(V()).optional().nullable(),starts_at:V().optional().nullable(),ends_at:V().optional().nullable(),parent_id:V().optional().nullable(),consumed:rn().optional().nullable(),deleted:rn().optional().nullable(),gift_code_batch_id:V().optional().nullable()}),ki={UNHANDLED:-1,UNLOCKED:1,PORTRAIT:2,LANDSCAPE:3},Ai=ur(ki),ji={UNHANDLED:-1,NOMINAL:0,FAIR:1,SERIOUS:2,CRITICAL:3},Mi=ur(ji),Ni={UNHANDLED:-1,PORTRAIT:0,LANDSCAPE:1},Pi=ur(Ni),Fi={UNHANDLED:-1,FOCUSED:0,PIP:1,GRID:2},Ii=ur(Fi),Li=`ERROR`,Ri;(function(e){e.READY=`READY`,e.VOICE_STATE_UPDATE=`VOICE_STATE_UPDATE`,e.SPEAKING_START=`SPEAKING_START`,e.SPEAKING_STOP=`SPEAKING_STOP`,e.ACTIVITY_LAYOUT_MODE_UPDATE=`ACTIVITY_LAYOUT_MODE_UPDATE`,e.ORIENTATION_UPDATE=`ORIENTATION_UPDATE`,e.CURRENT_USER_UPDATE=`CURRENT_USER_UPDATE`,e.CURRENT_GUILD_MEMBER_UPDATE=`CURRENT_GUILD_MEMBER_UPDATE`,e.ENTITLEMENT_CREATE=`ENTITLEMENT_CREATE`,e.THERMAL_STATE_UPDATE=`THERMAL_STATE_UPDATE`,e.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE=`ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE`,e.RELATIONSHIP_UPDATE=`RELATIONSHIP_UPDATE`,e.ACTIVITY_JOIN=`ACTIVITY_JOIN`,e.QUEST_ENROLLMENT_STATUS_UPDATE=`QUEST_ENROLLMENT_STATUS_UPDATE`})(Ri||={});var zi=Lr.extend({evt:En(Ri),nonce:V().nullable(),cmd:wn(Ir),data:U({}).passthrough()}),Bi=Lr.extend({evt:wn(Li),data:U({code:H(),message:V().optional()}).passthrough(),cmd:En(G),nonce:V().nullable()}),Vi=hn([zi,zi.extend({evt:V()}),Bi]);function Hi(e){let t=e.evt;if(!(t in Ri))throw Error(`Unrecognized event type ${e.evt}`);return Ui[t].payload.parse(e)}var Ui={[Ri.READY]:{payload:zi.extend({evt:wn(Ri.READY),data:U({v:H(),config:U({cdn_host:V().optional(),api_endpoint:V(),environment:V()}),user:U({id:V(),username:V(),discriminator:V(),avatar:V().optional()}).optional()})})},[Ri.VOICE_STATE_UPDATE]:{payload:zi.extend({evt:wn(Ri.VOICE_STATE_UPDATE),data:Kr}),subscribeArgs:U({channel_id:V()})},[Ri.SPEAKING_START]:{payload:zi.extend({evt:wn(Ri.SPEAKING_START),data:U({lobby_id:V().optional(),channel_id:V().optional(),user_id:V()})}),subscribeArgs:U({lobby_id:V().nullable().optional(),channel_id:V().nullable().optional()})},[Ri.SPEAKING_STOP]:{payload:zi.extend({evt:wn(Ri.SPEAKING_STOP),data:U({lobby_id:V().optional(),channel_id:V().optional(),user_id:V()})}),subscribeArgs:U({lobby_id:V().nullable().optional(),channel_id:V().nullable().optional()})},[Ri.ACTIVITY_LAYOUT_MODE_UPDATE]:{payload:zi.extend({evt:wn(Ri.ACTIVITY_LAYOUT_MODE_UPDATE),data:U({layout_mode:ur(Fi)})})},[Ri.ORIENTATION_UPDATE]:{payload:zi.extend({evt:wn(Ri.ORIENTATION_UPDATE),data:U({screen_orientation:ur(Ni),orientation:En(cr)})})},[Ri.CURRENT_USER_UPDATE]:{payload:zi.extend({evt:wn(Ri.CURRENT_USER_UPDATE),data:Vr})},[Ri.CURRENT_GUILD_MEMBER_UPDATE]:{payload:zi.extend({evt:wn(Ri.CURRENT_GUILD_MEMBER_UPDATE),data:Ur}),subscribeArgs:U({guild_id:V()})},[Ri.ENTITLEMENT_CREATE]:{payload:zi.extend({evt:wn(Ri.ENTITLEMENT_CREATE),data:U({entitlement:Oi})})},[Ri.THERMAL_STATE_UPDATE]:{payload:zi.extend({evt:wn(Ri.THERMAL_STATE_UPDATE),data:U({thermal_state:Mi})})},[Ri.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE]:{payload:zi.extend({evt:wn(Ri.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE),data:U({participants:gr.shape.participants})})},[Ri.RELATIONSHIP_UPDATE]:{payload:zi.extend({evt:wn(Ri.RELATIONSHIP_UPDATE),data:Br})},[Ri.ACTIVITY_JOIN]:{payload:zi.extend({evt:wn(Ri.ACTIVITY_JOIN),data:U({applicationId:V(),secret:V()})})},[Ri.QUEST_ENROLLMENT_STATUS_UPDATE]:{payload:zi.extend({evt:wn(Ri.QUEST_ENROLLMENT_STATUS_UPDATE),data:U({quest_id:V(),is_enrolled:rn(),enrolled_at:V().date()})})}};function Wi(e,t){throw t}var Gi=U({}).nullable(),Ki=U({code:V()}),qi=U({guilds:pn(U({id:V(),name:V()}))}),Ji=U({id:V(),name:V(),icon_url:V().optional(),members:pn(Hr)}),Yi=U({id:V(),type:ur(Qr),guild_id:V().optional().nullable(),name:V().optional().nullable(),topic:V().optional().nullable(),bitrate:H().optional().nullable(),user_limit:H().optional().nullable(),position:H().optional().nullable(),voice_states:pn(Kr),messages:pn(gi)}),Xi=U({channels:pn($r)});Yi.nullable();var Zi=Yi.nullable(),Qi=Yi.nullable();U({input:Si,output:Si,mode:xi,automatic_gain_control:rn(),echo_cancellation:rn(),noise_suppression:rn(),qos:rn(),silence_warning:rn(),deaf:rn(),mute:rn()});var $i=U({evt:V()}),ea=U({shortcut:yi}),ta=Yr,na=U({skus:pn(Ei)}),ra=U({entitlements:pn(Oi)}),ia=pn(Oi).nullable(),aa=U({use_interactive_pip:rn()}),oa=U({locale:V()}),sa=U({enabled:rn()}),ca=U({permissions:nn().or(V())}),la=dr(U({opened:rn().or(cn())}).default({opened:null})),ua=U({iosKeyboardResizesView:kn(rn())}),da=Lr.extend({cmd:En(G),evt:cn()});function fa({cmd:e,data:t}){switch(e){case G.AUTHORIZE:return Ki.parse(t);case G.CAPTURE_SHORTCUT:return ea.parse(t);case G.ENCOURAGE_HW_ACCELERATION:return sa.parse(t);case G.GET_CHANNEL:return Yi.parse(t);case G.GET_CHANNELS:return Xi.parse(t);case G.GET_CHANNEL_PERMISSIONS:return ca.parse(t);case G.GET_GUILD:return Ji.parse(t);case G.GET_GUILDS:return qi.parse(t);case G.GET_PLATFORM_BEHAVIORS:return ua.parse(t);case G.GET_CHANNEL:return Yi.parse(t);case G.SELECT_TEXT_CHANNEL:return Qi.parse(t);case G.SELECT_VOICE_CHANNEL:return Zi.parse(t);case G.SET_ACTIVITY:return ta.parse(t);case G.GET_SKUS_EMBEDDED:return na.parse(t);case G.GET_ENTITLEMENTS_EMBEDDED:return ra.parse(t);case G.SET_CONFIG:return aa.parse(t);case G.START_PURCHASE:return ia.parse(t);case G.SUBSCRIBE:case G.UNSUBSCRIBE:return $i.parse(t);case G.USER_SETTINGS_GET_LOCALE:return oa.parse(t);case G.OPEN_EXTERNAL_LINK:return la.parse(t);case G.SET_ORIENTATION_LOCK_STATE:case G.SET_CERTIFIED_DEVICES:case G.SEND_ANALYTICS_EVENT:case G.OPEN_INVITE_DIALOG:case G.CAPTURE_LOG:case G.GET_SKUS:case G.GET_ENTITLEMENTS:return Gi.parse(t);case G.AUTHENTICATE:case G.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS:case G.GET_QUEST:case G.GET_QUEST_ENROLLMENT_STATUS:case G.GET_RELATIONSHIPS:case G.GET_USER:case G.INITIATE_IMAGE_UPLOAD:case G.INVITE_USER_EMBEDDED:case G.OPEN_SHARE_MOMENT_DIALOG:case G.QUEST_START_TIMER:case G.REQUEST_PROXY_TICKET_REFRESH:case G.SHARE_INTERACTION:case G.SHARE_LINK:let{response:n}=Pr[e];return n.parse(t);default:Wi(e,Error(`Unrecognized command ${e}`))}}function pa(e){return Object.assign(Object.assign({},e),{data:fa(e)})}U({frame_id:V(),platform:En(lr).optional().nullable()}),U({v:wn(1),encoding:wn(`json`).optional(),client_id:V(),frame_id:V()});var ma=U({code:H(),message:V().optional()}),ha=U({evt:V().nullable(),nonce:V().nullable(),data:un().nullable(),cmd:V()}).passthrough();function ga(e){let t=ha.parse(e);return t.evt==null?pa(da.passthrough().parse(t)):t.evt===`ERROR`?Bi.parse(t):Hi(Vi.parse(t))}function _a(e,t,n,r=()=>void 0){let i=Lr.extend({cmd:wn(t),data:n});return async n=>{let a=await e({cmd:t,args:n,transfer:r(n)});return i.parse(a).data}}function va(e,t=()=>void 0){let n=Pr[e].response,r=Lr.extend({cmd:wn(e),data:n});return n=>async i=>{let a=await n({cmd:e,args:i,transfer:t(i)});return r.parse(a).data}}var ya=e=>_a(e,G.AUTHORIZE,Ki),ba=e=>_a(e,G.CAPTURE_LOG,Gi),xa=e=>_a(e,G.ENCOURAGE_HW_ACCELERATION,sa),Sa=e=>_a(e,G.GET_CHANNEL,Yi),Ca=e=>_a(e,G.GET_ENTITLEMENTS_EMBEDDED,ra),wa=e=>_a(e,G.GET_SKUS_EMBEDDED,na),Ta=e=>_a(e,G.GET_CHANNEL_PERMISSIONS,ca),Ea=e=>_a(e,G.GET_PLATFORM_BEHAVIORS,ua),Da=e=>_a(e,G.OPEN_EXTERNAL_LINK,la),Oa=e=>_a(e,G.OPEN_INVITE_DIALOG,Gi);Yr.pick({state:!0,state_url:!0,details:!0,details_url:!0,timestamps:!0,assets:!0,party:!0,secrets:!0,instance:!0,type:!0}).extend({type:Yr.shape.type.optional(),instance:Yr.shape.instance.optional()}).nullable();var ka=e=>_a(e,G.SET_ACTIVITY,ta),Aa=e=>_a(e,G.SET_CONFIG,aa);function ja({sendCommand:e,cmd:t,response:n,fallbackTransform:r,transferTransform:i=()=>void 0}){let a=Lr.extend({cmd:wn(t),data:n});return async n=>{try{let r=await e({cmd:t,args:n,transfer:i(n)});return a.parse(r).data}catch(o){if(o.code===sr.INVALID_PAYLOAD){let o=r(n),s=await e({cmd:t,args:o,transfer:i(o)});return a.parse(s).data}else throw o}}}var Ma=e=>({lock_state:e.lock_state,picture_in_picture_lock_state:e.picture_in_picture_lock_state}),Na=e=>ja({sendCommand:e,cmd:G.SET_ORIENTATION_LOCK_STATE,response:Gi,fallbackTransform:Ma}),Pa=e=>_a(e,G.START_PURCHASE,ia),Fa=e=>_a(e,G.USER_SETTINGS_GET_LOCALE,oa),Ia=va(jr.AUTHENTICATE),La=va(jr.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS),Ra=va(jr.GET_QUEST),za=va(jr.GET_QUEST_ENROLLMENT_STATUS),Ba=va(jr.GET_RELATIONSHIPS),Va=va(jr.GET_USER),Ha=va(jr.INITIATE_IMAGE_UPLOAD),Ua=va(jr.INVITE_USER_EMBEDDED),Wa=va(jr.OPEN_SHARE_MOMENT_DIALOG),Ga=va(jr.QUEST_START_TIMER),Ka=va(jr.REQUEST_PROXY_TICKET_REFRESH),qa=va(jr.SHARE_INTERACTION),Ja=va(jr.SHARE_LINK);function 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0)}catch{}}},as={KeyF:[`left`,`jab`],KeyJ:[`right`,`jab`],KeyR:[`left`,`straight`],KeyU:[`right`,`straight`],KeyG:[`left`,`hook`],KeyH:[`right`,`hook`],KeyT:[`left`,`uppercut`],KeyY:[`right`,`uppercut`]},os={KeyZ:{kind:`slip_left`},KeyX:{kind:`slip_right`},KeyC:{kind:`weave`},KeyV:{kind:`pull`},KeyB:{kind:`clinch`},KeyN:{kind:`switch_stance`},KeyM:{kind:`taunt`},Digit1:{kind:`foul`,foul:`low_blow`},Digit2:{kind:`foul`,foul:`headbutt`},ArrowLeft:{kind:`get_up_left`},ArrowRight:{kind:`get_up_right`}},ss=new Set([...Object.keys(as),...Object.keys(os),`KeyW`,`KeyA`,`KeyS`,`KeyD`,`KeyQ`,`KeyE`,`ShiftLeft`,`ShiftRight`,`AltLeft`,`AltRight`]),cs=[`Move: W up · S down · A left · D right`,`High / low guard: Q / E`,`Left/right jab: F / J`,`Left/right straight: R / U`,`Left/right hook: G / H`,`Left/right uppercut: T / Y`,`Body: Shift · Power: Alt`,`Slip: Z / X · Weave: C · Pull: V`,`Clinch: B · Stance: N · Taunt: M · Fouls: 1 / 2`,`Get-up rhythm: ← / →`,`Controller move: left stick. High / low guard: left / right shoulder (independent of punches).`,`Controller face classes: bottom jab · right straight · left hook · top uppercut.`,`Controller face hand: hold D-pad left for left hand or D-pad right for right hand, then press a face punch; otherwise punches use the right hand. A direction used for a punch is consumed and does not evade.`,`Controller modifiers: left trigger body · right trigger power.`,`Controller actions: left stick press clinch · right stick press switch stance · hold right trigger + right stick press to taunt · D-pad up weave · D-pad down pull · tap and release D-pad left/right to slip; while down, D-pad left/right performs the private get-up rhythm immediately.`,`Controller fouls: View/Back low blow · Menu/Start headbutt.`,`Right-stick gesture: horizontal 0–22.5° hook · 22.5–45° jab · 45–70° straight · 70–90° uppercut; left/right direction selects hand.`];function ls(e,t){return e.kind===t.kind?e.kind===`punch`&&t.kind===`punch`?e.hand===t.hand&&e.class===t.class&&e.target===t.target&&e.power===t.power:e.kind===`foul`&&t.kind===`foul`?e.foul===t.foul:!0:!1}function us(e,t,n){if(n<1||e.length>0&&ls(e.at(-1),t))return;let r=e.length-n+1;r>0&&e.splice(0,r),e.push(t)}var ds=class{maximum;queue=[];counter=0;listener=null;constructor(e=1){this.maximum=e}setListener(e){this.listener=e}push(e,t){if(this.maximum<1)return;let n=this.queue.at(-1);if(n!==void 0&&ls(n.action,t)){n.source=e;return}let r={...t,id:`c${this.counter+=1}`},i=this.queue.length-this.maximum+1;i>0&&this.queue.splice(0,i),this.queue.push({action:r,source:e}),this.listener?.(r)}clear(){this.queue.length=0}clearSource(e){let t=this.queue.filter(t=>t.source!==e);this.queue.splice(0,this.queue.length,...t)}drain(e){return this.queue.splice(0,e).map(e=>e.action)}};function fs(e,t,n=.18){let r=Math.hypot(e,t);if(!Number.isFinite(r)||r<=n)return{x:0,y:0};let i=(Math.min(1,r)-n)/(1-n);return{x:e/r*i,y:t/r*i}}var ps=(e,t)=>{let n=Math.atan2(Math.abs(t),Math.abs(e))*180/Math.PI;return n<22.5?`hook`:n<45?`jab`:n<70?`straight`:`uppercut`},ms=class{active=!1;hand=`right`;target=`head`;power=`normal`;peak={x:0,y:0};peakMagnitude=0;update(e,t,n,r){let i=Math.hypot(e,t);if(!this.active&&i>=.55&&Math.abs(e)>=.12)return this.active=!0,this.hand=e<0?`left`:`right`,this.target=n?`body`:`head`,this.power=r?`power`:`normal`,this.peak={x:e,y:t},this.peakMagnitude=i,null;if(!this.active)return null;if(i>this.peakMagnitude&&(this.peak={x:e,y:t},this.peakMagnitude=i),i<=.25){let e={kind:`punch`,hand:this.hand,class:ps(this.peak.x,this.peak.y),target:this.target,power:this.power};return this.reset(),e}return null}reset(){this.active=!1,this.peak={x:0,y:0},this.peakMagnitude=0}},hs=[`jab`,`straight`,`hook`,`uppercut`],gs=(e,t)=>e.buttons[t]?.pressed===!0;function _s(){let e=navigator.getGamepads;if(typeof e!=`function`)return null;try{return[...e.call(navigator)].find(e=>e!==null&&e.connected&&e.mapping===`standard`)??null}catch{return null}}var vs=class{maximumQueue;sharedActions;gesture=new ms;queue=[];previous=new Set;selectorConsumed=new Map;raf=0;currentId=null;moveX=0;moveY=0;defense=`none`;knockdown=!1;enabled=!0;disconnect=e=>{e.gamepad.id===this.currentId&&this.reset()};constructor(e=1,t){this.maximumQueue=e,this.sharedActions=t,window.addEventListener(`gamepaddisconnected`,this.disconnect),this.raf=requestAnimationFrame(()=>this.poll())}push(e){this.sharedActions===void 0?us(this.queue,e,this.maximumQueue):this.sharedActions.push(`gamepad`,e)}clearActions(){this.queue.length=0,this.sharedActions?.clear()}poll(){if(!this.enabled){this.reset(),this.schedulePoll();return}let e=_s();if(e===null){this.currentId!==null&&this.reset(),this.schedulePoll();return}this.currentId!==null&&this.currentId!==e.id&&this.reset(),this.currentId=e.id;let t=fs(e.axes[0]??0,e.axes[1]??0);this.moveX=Math.round(t.x*1e3),this.moveY=Math.round(-t.y*1e3);let n=gs(e,4)?`guard_high`:gs(e,5)?`guard_low`:`none`;n!==`none`&&n!==this.defense&&this.clearActions(),this.defense=n;let r=this.gesture.update(e.axes[2]??0,e.axes[3]??0,gs(e,6),gs(e,7));r!==null&&this.push(r);let i=hs.some((t,n)=>gs(e,n)&&!this.previous.has(n));for(let t of[14,15]){let n=gs(e,t),r=this.previous.has(t);this.knockdown?(n&&!r&&this.push({kind:t===14?`get_up_left`:`get_up_right`}),this.selectorConsumed.delete(t)):n?(r||this.selectorConsumed.set(t,!1),i&&this.selectorConsumed.set(t,!0)):r&&(this.selectorConsumed.get(t)===!1&&this.push({kind:t===14?`slip_left`:`slip_right`}),this.selectorConsumed.delete(t))}for(let t=0;tthis.poll())}setKnockdown(e){this.knockdown=e}setEnabled(e){this.enabled=e,e||this.reset()}frame(e=4){let t=this.sharedActions===void 0?this.queue.splice(0,e):[];return{moveX:this.moveX,moveY:this.moveY,defense:this.defense,actions:t}}reset(){this.currentId=null,this.moveX=this.moveY=0,this.defense=`none`,this.queue.length=0,this.sharedActions?.clearSource(`gamepad`),this.previous.clear(),this.selectorConsumed.clear(),this.gesture.reset()}destroy(){cancelAnimationFrame(this.raf),window.removeEventListener(`gamepaddisconnected`,this.disconnect),this.reset()}},ys=class{target;maximumQueue;sharedActions;held=new Set;queue=[];enabled=!0;keydown=e=>{if(!this.enabled||!ss.has(e.code)||(e.preventDefault(),e.repeat))return;this.held.add(e.code),(e.code===`KeyQ`||e.code===`KeyE`)&&this.clearActions();let t=as[e.code];if(t!==void 0)this.push({kind:`punch`,hand:t[0],class:t[1],target:this.hasShift()?`body`:`head`,power:this.hasAlt()?`power`:`normal`});else{let t=os[e.code];t!==void 0&&this.push(t)}};keyup=e=>{ss.has(e.code)&&(this.enabled&&e.preventDefault(),this.held.delete(e.code))};visibility=()=>{document.hidden&&this.reset()};blur=()=>this.reset();constructor(e=window,t=1,n){this.target=e,this.maximumQueue=t,this.sharedActions=n,e.addEventListener(`keydown`,this.keydown),e.addEventListener(`keyup`,this.keyup),e.addEventListener(`blur`,this.blur),document.addEventListener(`visibilitychange`,this.visibility)}hasShift(){return this.held.has(`ShiftLeft`)||this.held.has(`ShiftRight`)}hasAlt(){return this.held.has(`AltLeft`)||this.held.has(`AltRight`)}push(e){this.sharedActions===void 0?us(this.queue,e,this.maximumQueue):this.sharedActions.push(`keyboard`,e)}clearActions(){this.queue.length=0,this.sharedActions?.clear()}setEnabled(e){this.enabled=e,e||this.reset()}frame(e=4){let t=(this.held.has(`KeyD`)?1e3:0)-(this.held.has(`KeyA`)?1e3:0),n=(this.held.has(`KeyW`)?1e3:0)-(this.held.has(`KeyS`)?1e3:0);t!==0&&n!==0&&(t=Math.sign(t)*707,n=Math.sign(n)*707);let r=this.held.has(`KeyQ`)?`guard_high`:this.held.has(`KeyE`)?`guard_low`:`none`;return{moveX:t,moveY:n,defense:r,actions:this.sharedActions===void 0?this.queue.splice(0,e):[]}}reset(){this.held.clear(),this.queue.length=0,this.sharedActions?.clearSource(`keyboard`)}destroy(){this.reset(),this.target.removeEventListener(`keydown`,this.keydown),this.target.removeEventListener(`keyup`,this.keyup),this.target.removeEventListener(`blur`,this.blur),document.removeEventListener(`visibilitychange`,this.visibility)}},bs=class{actions=new ds(1);keyboard;gamepad;reset=()=>{this.keyboard.reset(),this.gamepad.reset(),this.actions.clear(),this.gamepad.setKnockdown(!1)};constructor(){this.keyboard=new ys(window,1,this.actions),this.gamepad=new vs(1,this.actions),window.addEventListener(`blur`,this.reset),document.addEventListener(`visibilitychange`,this.visibility)}visibility=()=>{document.hidden&&this.reset()};setActive(e){this.keyboard.setEnabled(e),this.gamepad.setEnabled(e)}setKnockdown(e){this.gamepad.setKnockdown(e)}onAction(e){this.actions.setListener(e)}frame(){let e=this.keyboard.frame(0),t=this.gamepad.frame(0);return{moveX:t.moveX===0?e.moveX:t.moveX,moveY:t.moveY===0?e.moveY:t.moveY,defense:t.defense===`none`?e.defense:t.defense,actions:this.actions.drain(4)}}destroy(){window.removeEventListener(`blur`,this.reset),document.removeEventListener(`visibilitychange`,this.visibility),this.keyboard.destroy(),this.gamepad.destroy()}},xs=(e,t,n)=>e+(t-e)*n,Ss=(e,t,n)=>({...t,x:xs(e.x,t.x,n),y:xs(e.y,t.y,n),facing:xs(e.facing,t.facing,n),velocity_x:xs(e.velocity_x,t.velocity_x,n),velocity_y:xs(e.velocity_y,t.velocity_y,n),stamina:xs(e.stamina,t.stamina,n),maximum_stamina:xs(e.maximum_stamina,t.maximum_stamina,n),conditioning:xs(e.conditioning,t.conditioning,n),guard:xs(e.guard,t.guard,n),poise:xs(e.poise,t.poise,n)}),Cs=class{maximum;snapshots=[];constructor(e=6){this.maximum=e}push(e){let t=this.snapshots.at(-1);return t!==void 0&&e.tick<=t.tick?!1:(this.snapshots.push(e),this.snapshots.length>this.maximum&&this.snapshots.shift(),!0)}latest(){return this.snapshots.at(-1)??null}sample(e){let t=this.snapshots.findIndex(t=>t.tick>=e);if(t<=0)return this.snapshots[Math.max(0,t)]??this.latest();let n=this.snapshots[t-1],r=this.snapshots[t];if(n.phase!==r.phase||n.fighters.some((e,t)=>e.knockdowns!==r.fighters[t]?.knockdowns))return r;let i=Math.max(0,Math.min(1,(e-n.tick)/Math.max(1,r.tick-n.tick)));return{...r,fighters:[Ss(n.fighters[0],r.fighters[0],i),Ss(n.fighters[1],r.fighters[1],i)]}}clear(){this.snapshots.length=0}},ws=class{highest=-1;accept(e){let t=new Set,n=e.filter(e=>e.event_id<=this.highest||t.has(e.event_id)?!1:(t.add(e.event_id),!0)).sort((e,t)=>e.event_id-t.event_id);for(let e of n)this.highest=Math.max(this.highest,e.event_id);return n}reset(){this.highest=-1}};function Ts(e=window.location){let t=new URL(`/api/hands/ws`,e.origin);if(e.protocol===`https:`)t.protocol=`wss:`;else if(e.protocol===`http:`&&[`localhost`,`127.0.0.1`,`::1`].includes(e.hostname))t.protocol=`ws:`;else throw Error(`insecure_websocket_origin`);return t.search=``,t.hash=``,t.toString()}var Es=1,Ds={moveX:0,moveY:0,defense:`none`,actions:[]},Os=class{getInput;callbacks;makeSocket;now;socket=null;reconnectTicket;reconnectTimer=null;opponentPauseTimer=null;inputTimer=null;reconnectDeadline=0;opponentPauseDeadline=0;opponentPaused=!1;attempts=0;nextSequence=0;serverTick=0;role=null;active=!1;disposed=!1;terminal=!1;inputSuppressed=!1;listenersBound=!1;constructor(e,t,n,r=e=>new WebSocket(e),i=()=>performance.now()){this.getInput=t,this.callbacks=n,this.makeSocket=r,this.now=i,this.reconnectTicket=e}start(){this.disposed||this.listenersBound||(this.listenersBound=!0,window.addEventListener(`blur`,this.onInputLoss),window.addEventListener(`focus`,this.onInputRegain),document.addEventListener(`visibilitychange`,this.onVisibilityChange),this.connect(),!this.disposed&&!this.terminal&&(this.inputTimer=window.setInterval(()=>this.flushInput(),40)))}setActive(e){this.active=e}onInputLoss=()=>{this.inputSuppressed||=(this.sendInput(Ds),!0)};onInputRegain=()=>{!document.hidden&&document.hasFocus()&&(this.inputSuppressed=!1)};onVisibilityChange=()=>{document.hidden?this.onInputLoss():this.onInputRegain()};connect(){if(this.disposed||this.terminal)return;let e=this.reconnectTicket;if(e===null){this.terminal=!0,this.stopInputLifecycle(),this.callbacks.onFreshAuth();return}let t;try{t=this.makeSocket(Ts())}catch{this.terminal=!0,this.stopInputLifecycle(),this.callbacks.onFatal(`network_unavailable`);return}this.socket=t,t.binaryType=`arraybuffer`,t.onopen=()=>{if(!(this.socket!==t||this.disposed))try{t.send(JSON.stringify({version:2,type:`authenticate`,ticket:e})),this.reconnectTicket=null}catch{this.handleClose(t)}},t.onmessage=e=>this.handleMessage(t,e),t.onerror=()=>void 0,t.onclose=()=>this.handleClose(t)}handleMessage(e,t){if(!(this.socket!==e||this.disposed||this.terminal))try{if(typeof t.data!=`string`&&!(t.data instanceof ArrayBuffer))throw Error(`unsupported_frame`);let n=A(t.data);if(this.applyMessage(n),n.type===`ticket`){try{e.send(JSON.stringify({version:2,type:`ticket_ack`,refresh_id:n.refresh_id}))}catch{this.handleClose(e)}return}this.callbacks.onMessage(n),n.type===`error`?this.terminate(n.code,e):n.type===`final`&&(this.terminal=!0,this.clearTransportReconnect(!0),this.clearOpponentPause(!0),this.stopInputLifecycle(),this.socket===e&&(this.socket=null),e.onopen=e.onmessage=e.onclose=e.onerror=null,e.close(1e3,`complete`))}catch(e){this.callbacks.onFatal(ge(e)),this.dispose()}}applyMessage(e){if(e.type===`welcome`){if(e.reconnect_ticket===void 0)throw Error(`missing_reconnect_ticket`);this.reconnectTicket=e.reconnect_ticket,this.serverTick=e.server_tick,this.role=e.role,e.role===`fighter`?this.nextSequence=Math.max(this.nextSequence,e.next_sequence):this.stopInputLifecycle(),this.attempts=0,this.clearTransportReconnect(!0)}else e.type===`ticket`?this.reconnectTicket=e.reconnect_ticket:e.type===`snapshot`?(this.serverTick=Math.max(this.serverTick,e.payload.tick),this.active=[`countdown`,`fight`,`knockdown`,`foul_recovery`].includes(e.payload.phase)):e.type===`paused`?(this.active=!1,this.startOpponentPause(e.grace_ms)):e.type===`resumed`?(this.active=!0,this.attempts=0,this.clearOpponentPause(!0)):e.type===`ready`?this.active=!0:e.type===`waiting`?this.active=!1:(e.type===`final`||e.type===`error`)&&(this.active=!1,this.clearOpponentPause(!0))}terminate(e,t){this.terminal=!0,this.active=!1,this.clearTransportReconnect(!0),this.clearOpponentPause(!0),this.stopInputLifecycle(),this.callbacks.onFatal(e),this.socket===t&&(this.socket=null,t.onopen=t.onmessage=t.onclose=t.onerror=null,t.close(1e3,`terminal`))}handleClose(e){if(this.socket!==e||(this.socket=null,this.active=!1,this.disposed||this.terminal))return;if(this.reconnectTicket===null){this.terminal=!0,this.stopInputLifecycle(),this.callbacks.onFreshAuth();return}this.clearOpponentPause(!1),this.reconnectDeadline===0&&(this.reconnectDeadline=this.now()+2e4);let t=Math.max(0,this.reconnectDeadline-this.now());if(this.callbacks.onReconnect(t),t<=0){this.terminal=!0,this.stopInputLifecycle(),this.callbacks.onFreshAuth();return}let n=Math.min(3e3,250*2**Math.min(this.attempts,4),t);this.attempts+=1,this.reconnectTimer=window.setTimeout(()=>{this.reconnectTimer=null,this.callbacks.onReconnect(Math.max(0,this.reconnectDeadline-this.now())),this.connect()},n)}sendInput(e){let t=this.socket;if(!(this.role!==`fighter`||!this.active||this.disposed||this.terminal||t?.readyState!==Es))try{t.send(le(this.nextSequence,this.serverTick,{...e,actions:e.actions.slice(0,4)})),this.nextSequence+=1}catch{this.handleClose(t)}}flushInput(){this.inputSuppressed||document.hidden||!document.hasFocus()||this.sendInput(this.getInput())}startOpponentPause(e){this.clearOpponentPause(!1),this.opponentPaused=!0,this.opponentPauseDeadline=this.now()+e,this.callbacks.onReconnect(e),e>0&&this.scheduleOpponentPauseTick()}scheduleOpponentPauseTick(){let e=Math.max(0,this.opponentPauseDeadline-this.now());if(e<=0){this.opponentPauseDeadline=0,this.callbacks.onReconnect(0);return}this.opponentPauseTimer=window.setTimeout(()=>{this.opponentPauseTimer=null;let e=Math.max(0,this.opponentPauseDeadline-this.now());this.callbacks.onReconnect(e),e>0?this.scheduleOpponentPauseTick():this.opponentPauseDeadline=0},Math.min(250,e))}clearOpponentPause(e){let t=this.opponentPaused;this.opponentPaused=!1,this.opponentPauseDeadline=0,this.opponentPauseTimer!==null&&(clearTimeout(this.opponentPauseTimer),this.opponentPauseTimer=null),e&&t&&this.callbacks.onReconnect(0)}cancelReconnect(){this.reconnectTimer!==null&&(clearTimeout(this.reconnectTimer),this.reconnectTimer=null)}clearTransportReconnect(e){let t=this.reconnectDeadline!==0;this.reconnectDeadline=0,this.cancelReconnect(),e&&t&&this.callbacks.onReconnect(0)}stopInputLifecycle(){this.inputTimer!==null&&(clearInterval(this.inputTimer),this.inputTimer=null),this.listenersBound&&=(window.removeEventListener(`blur`,this.onInputLoss),window.removeEventListener(`focus`,this.onInputRegain),document.removeEventListener(`visibilitychange`,this.onVisibilityChange),!1)}dispose(){if(this.disposed)return;this.disposed=!0,this.active=!1,this.reconnectTicket=null,this.clearTransportReconnect(!0),this.clearOpponentPause(!0),this.stopInputLifecycle();let 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s!==null&&e.gripSpace&&(i=t.getPose(e.gripSpace,n),i!==null&&(s.matrix.fromArray(i.transform.matrix),s.matrix.decompose(s.position,s.rotation,s.scale),s.matrixWorldNeedsUpdate=!0,i.linearVelocity?(s.hasLinearVelocity=!0,s.linearVelocity.copy(i.linearVelocity)):s.hasLinearVelocity=!1,i.angularVelocity?(s.hasAngularVelocity=!0,s.angularVelocity.copy(i.angularVelocity)):s.hasAngularVelocity=!1,s.eventsEnabled&&s.dispatchEvent({type:`gripUpdated`,data:e,target:this})));o!==null&&(r=t.getPose(e.targetRaySpace,n),r===null&&i!==null&&(r=i),r!==null&&(o.matrix.fromArray(r.transform.matrix),o.matrix.decompose(o.position,o.rotation,o.scale),o.matrixWorldNeedsUpdate=!0,r.linearVelocity?(o.hasLinearVelocity=!0,o.linearVelocity.copy(r.linearVelocity)):o.hasLinearVelocity=!1,r.angularVelocity?(o.hasAngularVelocity=!0,o.angularVelocity.copy(r.angularVelocity)):o.hasAngularVelocity=!1,this.dispatchEvent(Yu)))}return o!==null&&(o.visible=r!==null),s!==null&&(s.visible=i!==null),c!==null&&(c.visible=a!==null),this}_getHandJoint(e,t){if(e.joints[t.jointName]===void 0){let n=new Ju;n.matrixAutoUpdate=!1,n.visible=!1,e.joints[t.jointName]=n,e.add(n)}return e.joints[t.jointName]}},Zu={aliceblue:15792383,antiquewhite:16444375,aqua:65535,aquamarine:8388564,azure:15794175,beige:16119260,bisque:16770244,black:0,blanchedalmond:16772045,blue:255,blueviolet:9055202,brown:10824234,burlywood:14596231,cadetblue:6266528,chartreuse:8388352,chocolate:13789470,coral:16744272,cornflowerblue:6591981,cornsilk:16775388,crimson:14423100,cyan:65535,darkblue:139,darkcyan:35723,darkgoldenrod:12092939,darkgray:11119017,darkgreen:25600,darkgrey:11119017,darkkhaki:12433259,darkmagenta:9109643,darkolivegreen:5597999,darkorange:16747520,darkorchid:10040012,darkred:9109504,darksalmon:15308410,darkseagreen:9419919,darkslateblue:4734347,darkslategray:3100495,darkslategrey:3100495,darkturquoise:52945,darkviolet:9699539,deeppink:16716947,deepskyblue:49151,dimgray:6908265,dimgrey:6908265,dodgerblue:2003199,firebrick:11674146,floralwhite:16775920,forestgreen:2263842,fuchsia:16711935,gainsboro:14474460,ghostwhite:16316671,gold:16766720,goldenrod:14329120,gray:8421504,green:32768,greenyellow:11403055,grey:8421504,honeydew:15794160,hotpink:16738740,indianred:13458524,indigo:4915330,ivory:16777200,khaki:15787660,lavender:15132410,lavenderblush:16773365,lawngreen:8190976,lemonchiffon:16775885,lightblue:11393254,lightcoral:15761536,lightcyan:14745599,lightgoldenrodyellow:16448210,lightgray:13882323,lightgreen:9498256,lightgrey:13882323,lightpink:16758465,lightsalmon:16752762,lightseagreen:2142890,lightskyblue:8900346,lightslategray:7833753,lightslategrey:7833753,lightsteelblue:11584734,lightyellow:16777184,lime:65280,limegreen:3329330,linen:16445670,magenta:16711935,maroon:8388608,mediumaquamarine:6737322,mediumblue:205,mediumorchid:12211667,mediumpurple:9662683,mediumseagreen:3978097,mediumslateblue:8087790,mediumspringgreen:64154,mediumturquoise:4772300,mediumvioletred:13047173,midnightblue:1644912,mintcream:16121850,mistyrose:16770273,moccasin:16770229,navajowhite:16768685,navy:128,oldlace:16643558,olive:8421376,olivedrab:7048739,orange:16753920,orangered:16729344,orchid:14315734,palegoldenrod:15657130,palegreen:10025880,paleturquoise:11529966,palevioletred:14381203,papayawhip:16773077,peachpuff:16767673,peru:13468991,pink:16761035,plum:14524637,powderblue:11591910,purple:8388736,rebeccapurple:6697881,red:16711680,rosybrown:12357519,royalblue:4286945,saddlebrown:9127187,salmon:16416882,sandybrown:16032864,seagreen:3050327,seashell:16774638,sienna:10506797,silver:12632256,skyblue:8900331,slateblue:6970061,slategray:7372944,slategrey:7372944,snow:16775930,springgreen:65407,steelblue:4620980,tan:13808780,teal:32896,thistle:14204888,tomato:16737095,turquoise:4251856,violet:15631086,wheat:16113331,white:16777215,whitesmoke:16119285,yellow:16776960,yellowgreen:10145074},Qu={h:0,s:0,l:0},$u={h:0,s:0,l:0};function ed(e,t,n){return n<0&&(n+=1),n>1&&--n,n<1/6?e+(t-e)*6*n:n<1/2?t:n<2/3?e+(t-e)*6*(2/3-n):e}var Z=class{constructor(e,t,n){return this.isColor=!0,this.r=1,this.g=1,this.b=1,this.set(e,t,n)}set(e,t,n){if(t===void 0&&n===void 0){let t=e;t&&t.isColor?this.copy(t):typeof t==`number`?this.setHex(t):typeof t==`string`&&this.setStyle(t)}else this.setRGB(e,t,n);return this}setScalar(e){return this.r=e,this.g=e,this.b=e,this}setHex(e,t=rl){return e=Math.floor(e),this.r=(e>>16&255)/255,this.g=(e>>8&255)/255,this.b=(e&255)/255,iu.colorSpaceToWorking(this,t),this}setRGB(e,t,n,r=iu.workingColorSpace){return this.r=e,this.g=t,this.b=n,iu.colorSpaceToWorking(this,r),this}setHSL(e,t,n,r=iu.workingColorSpace){if(e=kl(e,1),t=Ol(t,0,1),n=Ol(n,0,1),t===0)this.r=this.g=this.b=n;else{let r=n<=.5?n*(1+t):n+t-n*t,i=2*n-r;this.r=ed(i,r,e+1/3),this.g=ed(i,r,e),this.b=ed(i,r,e-1/3)}return iu.colorSpaceToWorking(this,r),this}setStyle(e,t=rl){function n(t){t!==void 0&&parseFloat(t)<1&&J(`Color: Alpha component of 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X){this.a=e,this.b=t,this.c=n}static getNormal(e,t,n,r){r.subVectors(n,t),id.subVectors(e,t),r.cross(id);let i=r.lengthSq();return i>0?r.multiplyScalar(1/Math.sqrt(i)):r.set(0,0,0)}static getBarycoord(e,t,n,r,i){id.subVectors(r,t),ad.subVectors(n,t),od.subVectors(e,t);let a=id.dot(id),o=id.dot(ad),s=id.dot(od),c=ad.dot(ad),l=ad.dot(od),u=a*c-o*o;if(u===0)return i.set(0,0,0),null;let d=1/u,f=(c*s-o*l)*d,p=(a*l-o*s)*d;return i.set(1-f-p,p,f)}static containsPoint(e,t,n,r){return this.getBarycoord(e,t,n,r,sd)!==null&&sd.x>=0&&sd.y>=0&&sd.x+sd.y<=1}static getInterpolation(e,t,n,r,i,a,o,s){return this.getBarycoord(e,t,n,r,sd)===null?(s.x=0,s.y=0,`z`in s&&(s.z=0),`w`in s&&(s.w=0),null):(s.setScalar(0),s.addScaledVector(i,sd.x),s.addScaledVector(a,sd.y),s.addScaledVector(o,sd.z),s)}static getInterpolatedAttribute(e,t,n,r,i,a){return md.setScalar(0),hd.setScalar(0),gd.setScalar(0),md.fromBufferAttribute(e,t),hd.fromBufferAttribute(e,n),gd.fromBufferAttribute(e,r),a.setScalar(0),a.addScaledVector(md,i.x),a.addScaledVector(hd,i.y),a.addScaledVector(gd,i.z),a}static isFrontFacing(e,t,n,r){return id.subVectors(n,t),ad.subVectors(e,t),id.cross(ad).dot(r)<0}set(e,t,n){return this.a.copy(e),this.b.copy(t),this.c.copy(n),this}setFromPointsAndIndices(e,t,n,r){return this.a.copy(e[t]),this.b.copy(e[n]),this.c.copy(e[r]),this}setFromAttributeAndIndices(e,t,n,r){return this.a.fromBufferAttribute(e,t),this.b.fromBufferAttribute(e,n),this.c.fromBufferAttribute(e,r),this}clone(){return new this.constructor().copy(this)}copy(e){return this.a.copy(e.a),this.b.copy(e.b),this.c.copy(e.c),this}getArea(){return id.subVectors(this.c,this.b),ad.subVectors(this.a,this.b),id.cross(ad).length()*.5}getMidpoint(e){return e.addVectors(this.a,this.b).add(this.c).multiplyScalar(1/3)}getNormal(t){return e.getNormal(this.a,this.b,this.c,t)}getPlane(e){return e.setFromCoplanarPoints(this.a,this.b,this.c)}getBarycoord(t,n){return e.getBarycoord(t,this.a,this.b,this.c,n)}getInterpolation(t,n,r,i,a){return e.getInterpolation(t,this.a,this.b,this.c,n,r,i,a)}containsPoint(t){return e.containsPoint(t,this.a,this.b,this.c)}isFrontFacing(t){return e.isFrontFacing(this.a,this.b,this.c,t)}intersectsBox(e){return e.intersectsTriangle(this)}closestPointToPoint(e,t){let n=this.a,r=this.b,i=this.c,a,o;cd.subVectors(r,n),ld.subVectors(i,n),dd.subVectors(e,n);let s=cd.dot(dd),c=ld.dot(dd);if(s<=0&&c<=0)return t.copy(n);fd.subVectors(e,r);let l=cd.dot(fd),u=ld.dot(fd);if(l>=0&&u<=l)return t.copy(r);let d=s*u-l*c;if(d<=0&&s>=0&&l<=0)return a=s/(s-l),t.copy(n).addScaledVector(cd,a);pd.subVectors(e,i);let f=cd.dot(pd),p=ld.dot(pd);if(p>=0&&f<=p)return t.copy(i);let m=f*c-s*p;if(m<=0&&c>=0&&p<=0)return o=c/(c-p),t.copy(n).addScaledVector(ld,o);let h=l*p-f*u;if(h<=0&&u-l>=0&&f-p>=0)return ud.subVectors(i,r),o=(u-l)/(u-l+(f-p)),t.copy(r).addScaledVector(ud,o);let g=1/(h+m+d);return a=m*g,o=d*g,t.copy(n).addScaledVector(cd,a).addScaledVector(ld,o)}equals(e){return e.a.equals(this.a)&&e.b.equals(this.b)&&e.c.equals(this.c)}},vd=class{constructor(e=new X(1/0,1/0,1/0),t=new X(-1/0,-1/0,-1/0)){this.isBox3=!0,this.min=e,this.max=t}set(e,t){return this.min.copy(e),this.max.copy(t),this}setFromArray(e){this.makeEmpty();for(let t=0,n=e.length;t=this.min.x&&e.x<=this.max.x&&e.y>=this.min.y&&e.y<=this.max.y&&e.z>=this.min.z&&e.z<=this.max.z}containsBox(e){return this.min.x<=e.min.x&&e.max.x<=this.max.x&&this.min.y<=e.min.y&&e.max.y<=this.max.y&&this.min.z<=e.min.z&&e.max.z<=this.max.z}getParameter(e,t){return t.set((e.x-this.min.x)/(this.max.x-this.min.x),(e.y-this.min.y)/(this.max.y-this.min.y),(e.z-this.min.z)/(this.max.z-this.min.z))}intersectsBox(e){return e.max.x>=this.min.x&&e.min.x<=this.max.x&&e.max.y>=this.min.y&&e.min.y<=this.max.y&&e.max.z>=this.min.z&&e.min.z<=this.max.z}intersectsSphere(e){return this.clampPoint(e.center,bd),bd.distanceToSquared(e.center)<=e.radius*e.radius}intersectsPlane(e){let t,n;return e.normal.x>0?(t=e.normal.x*this.min.x,n=e.normal.x*this.max.x):(t=e.normal.x*this.max.x,n=e.normal.x*this.min.x),e.normal.y>0?(t+=e.normal.y*this.min.y,n+=e.normal.y*this.max.y):(t+=e.normal.y*this.max.y,n+=e.normal.y*this.min.y),e.normal.z>0?(t+=e.normal.z*this.min.z,n+=e.normal.z*this.max.z):(t+=e.normal.z*this.max.z,n+=e.normal.z*this.min.z),t<=-e.constant&&n>=-e.constant}intersectsTriangle(e){if(this.isEmpty())return!1;this.getCenter(Od),kd.subVectors(this.max,Od),Sd.subVectors(e.a,Od),Cd.subVectors(e.b,Od),wd.subVectors(e.c,Od),Td.subVectors(Cd,Sd),Ed.subVectors(wd,Cd),Dd.subVectors(Sd,wd);let t=[0,-Td.z,Td.y,0,-Ed.z,Ed.y,0,-Dd.z,Dd.y,Td.z,0,-Td.x,Ed.z,0,-Ed.x,Dd.z,0,-Dd.x,-Td.y,Td.x,0,-Ed.y,Ed.x,0,-Dd.y,Dd.x,0];return!Md(t,Sd,Cd,wd,kd)||(t=[1,0,0,0,1,0,0,0,1],!Md(t,Sd,Cd,wd,kd))?!1:(Ad.crossVectors(Td,Ed),t=[Ad.x,Ad.y,Ad.z],Md(t,Sd,Cd,wd,kd))}clampPoint(e,t){return t.copy(e).clamp(this.min,this.max)}distanceToPoint(e){return this.clampPoint(e,bd).distanceTo(e)}getBoundingSphere(e){return this.isEmpty()?e.makeEmpty():(this.getCenter(e.center),e.radius=this.getSize(bd).length()*.5),e}intersect(e){return this.min.max(e.min),this.max.min(e.max),this.isEmpty()&&this.makeEmpty(),this}union(e){return this.min.min(e.min),this.max.max(e.max),this}applyMatrix4(e){return this.isEmpty()?this:(yd[0].set(this.min.x,this.min.y,this.min.z).applyMatrix4(e),yd[1].set(this.min.x,this.min.y,this.max.z).applyMatrix4(e),yd[2].set(this.min.x,this.max.y,this.min.z).applyMatrix4(e),yd[3].set(this.min.x,this.max.y,this.max.z).applyMatrix4(e),yd[4].set(this.max.x,this.min.y,this.min.z).applyMatrix4(e),yd[5].set(this.max.x,this.min.y,this.max.z).applyMatrix4(e),yd[6].set(this.max.x,this.max.y,this.min.z).applyMatrix4(e),yd[7].set(this.max.x,this.max.y,this.max.z).applyMatrix4(e),this.setFromPoints(yd),this)}translate(e){return this.min.add(e),this.max.add(e),this}equals(e){return e.min.equals(this.min)&&e.max.equals(this.max)}toJSON(){return{min:this.min.toArray(),max:this.max.toArray()}}fromJSON(e){return this.min.fromArray(e.min),this.max.fromArray(e.max),this}},yd=[new X,new X,new X,new X,new X,new X,new X,new X],bd=new X,xd=new vd,Sd=new X,Cd=new X,wd=new X,Td=new X,Ed=new X,Dd=new X,Od=new X,kd=new X,Ad=new X,jd=new X;function Md(e,t,n,r,i){for(let a=0,o=e.length-3;a<=o;a+=3){jd.fromArray(e,a);let o=i.x*Math.abs(jd.x)+i.y*Math.abs(jd.y)+i.z*Math.abs(jd.z),s=t.dot(jd),c=n.dot(jd),l=r.dot(jd);if(Math.max(-Math.max(s,c,l),Math.min(s,c,l))>o)return!1}return!0}var Nd=new X,Pd=new Y,Fd=0,Id=class extends Sl{constructor(e,t,n=!1){if(super(),Array.isArray(e))throw TypeError(`THREE.BufferAttribute: array should be a Typed Array.`);this.isBufferAttribute=!0,Object.defineProperty(this,"id",{value:Fd++}),this.name=``,this.array=e,this.itemSize=t,this.count=e===void 0?0:e.length/t,this.normalized=n,this.usage=cl,this.updateRanges=[],this.gpuType=Gs,this.version=0}onUploadCallback(){}set needsUpdate(e){e===!0&&this.version++}setUsage(e){return this.usage=e,this}addUpdateRange(e,t){this.updateRanges.push({start:e,count:t})}clearUpdateRanges(){this.updateRanges.length=0}copy(e){return this.name=e.name,this.array=new e.array.constructor(e.array),this.itemSize=e.itemSize,this.count=e.count,this.normalized=e.normalized,this.usage=e.usage,this.gpuType=e.gpuType,this}copyAt(e,t,n){e*=this.itemSize,n*=t.itemSize;for(let r=0,i=this.itemSize;rthis.radius*this.radius&&(t.sub(this.center).normalize(),t.multiplyScalar(this.radius).add(this.center)),t}getBoundingBox(e){return this.isEmpty()?(e.makeEmpty(),e):(e.set(this.center,this.center),e.expandByScalar(this.radius),e)}applyMatrix4(e){return this.center.applyMatrix4(e),this.radius*=e.getMaxScaleOnAxis(),this}translate(e){return this.center.add(e),this}expandByPoint(e){if(this.isEmpty())return this.center.copy(e),this.radius=0,this;Vd.subVectors(e,this.center);let t=Vd.lengthSq();if(t>this.radius*this.radius){let e=Math.sqrt(t),n=(e-this.radius)*.5;this.center.addScaledVector(Vd,n/e),this.radius+=n}return this}union(e){return e.isEmpty()?this:this.isEmpty()?(this.copy(e),this):(this.center.equals(e.center)===!0?this.radius=Math.max(this.radius,e.radius):(Hd.subVectors(e.center,this.center).setLength(e.radius),this.expandByPoint(Vd.copy(e.center).add(Hd)),this.expandByPoint(Vd.copy(e.center).sub(Hd))),this)}equals(e){return e.center.equals(this.center)&&e.radius===this.radius}clone(){return new this.constructor().copy(this)}toJSON(){return{radius:this.radius,center:this.center.toArray()}}fromJSON(e){return this.radius=e.radius,this.center.fromArray(e.center),this}},Wd=0,Gd=new bu,Kd=new qu,qd=new X,Jd=new vd,Yd=new vd,Xd=new X,Zd=class e extends Sl{constructor(){super(),this.isBufferGeometry=!0,Object.defineProperty(this,"id",{value:Wd++}),this.uuid=Dl(),this.name=``,this.type=`BufferGeometry`,this.index=null,this.indirect=null,this.indirectOffset=0,this.attributes={},this.morphAttributes={},this.morphTargetsRelative=!1,this.groups=[],this.boundingBox=null,this.boundingSphere=null,this.drawRange={start:0,count:1/0},this.userData={},this._transformed=!1}getIndex(){return this.index}setIndex(e){return Array.isArray(e)?this.index=new(dl(e)?Rd:Ld)(e,1):this.index=e,this}setIndirect(e,t=0){return this.indirect=e,this.indirectOffset=t,this}getIndirect(){return this.indirect}getAttribute(e){return this.attributes[e]}setAttribute(e,t){return this.attributes[e]=t,this}deleteAttribute(e){return delete this.attributes[e],this}hasAttribute(e){return this.attributes[e]!==void 0}addGroup(e,t,n=0){this.groups.push({start:e,count:t,materialIndex:n})}clearGroups(){this.groups=[]}setDrawRange(e,t){this.drawRange.start=e,this.drawRange.count=t}applyMatrix4(e){let t=this.attributes.position;t!==void 0&&(t.applyMatrix4(e),t.needsUpdate=!0);let n=this.attributes.normal;if(n!==void 0){let t=new $l().getNormalMatrix(e);n.applyNormalMatrix(t),n.needsUpdate=!0}let r=this.attributes.tangent;return r!==void 0&&(r.transformDirection(e),r.needsUpdate=!0),this.boundingBox!==null&&this.computeBoundingBox(),this.boundingSphere!==null&&this.computeBoundingSphere(),this._transformed=!0,this}applyQuaternion(e){return Gd.makeRotationFromQuaternion(e),this.applyMatrix4(Gd),this}rotateX(e){return Gd.makeRotationX(e),this.applyMatrix4(Gd),this}rotateY(e){return Gd.makeRotationY(e),this.applyMatrix4(Gd),this}rotateZ(e){return Gd.makeRotationZ(e),this.applyMatrix4(Gd),this}translate(e,t,n){return Gd.makeTranslation(e,t,n),this.applyMatrix4(Gd),this}scale(e,t,n){return Gd.makeScale(e,t,n),this.applyMatrix4(Gd),this}lookAt(e){return Kd.lookAt(e),Kd.updateMatrix(),this.applyMatrix4(Kd.matrix),this}center(){return this.computeBoundingBox(),this.boundingBox.getCenter(qd).negate(),this.translate(qd.x,qd.y,qd.z),this}setFromPoints(e){let t=this.getAttribute(`position`);if(t===void 0){let t=[];for(let n=0,r=e.length;nt.count&&J(`BufferGeometry: Buffer size too small for points data. 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t=0,r=n.length;t0&&(r[t]=a,i=!0)}i&&(e.data.morphAttributes=r,e.data.morphTargetsRelative=this.morphTargetsRelative);let a=this.groups;a.length>0&&(e.data.groups=JSON.parse(JSON.stringify(a)));let o=this.boundingSphere;return o!==null&&(e.data.boundingSphere=o.toJSON()),e}clone(){return new this.constructor().copy(this)}copy(e){this.index=null,this.attributes={},this.morphAttributes={},this.groups=[],this.boundingBox=null,this.boundingSphere=null;let t={};this.name=e.name;let n=e.index;n!==null&&this.setIndex(n.clone());let r=e.attributes;for(let e in r){let n=r[e];this.setAttribute(e,n.clone(t))}let i=e.morphAttributes;for(let e in i){let n=[],r=i[e];for(let e=0,i=r.length;e0!=e>0&&this.version++,this._alphaTest=e}onBeforeRender(){}onBeforeCompile(){}customProgramCacheKey(){return this.onBeforeCompile.toString()}setValues(e){if(e!==void 0)for(let t in e){let n=e[t];if(n===void 0){J(`Material: parameter '${t}' has value of undefined.`);continue}let r=this[t];if(r===void 0){J(`Material: '${t}' is not a property of THREE.${this.type}.`);continue}r&&r.isColor?r.set(n):r&&r.isVector2&&n&&n.isVector2||r&&r.isEuler&&n&&n.isEuler||r&&r.isVector3&&n&&n.isVector3?r.copy(n):this[t]=n}}toJSON(e){let t=e===void 0||typeof e==`string`;t&&(e={textures:{},images:{}});let n={metadata:{version:4.7,type:`Material`,generator:`Material.toJSON`}};n.uuid=this.uuid,n.type=this.type,this.name!==``&&(n.name=this.name),this.color&&this.color.isColor&&(n.color=this.color.getHex()),this.roughness!==void 0&&(n.roughness=this.roughness),this.metalness!==void 0&&(n.metalness=this.metalness),this.sheen!==void 0&&(n.sheen=this.sheen),this.sheenColor&&this.sheenColor.isColor&&(n.sheenColor=this.sheenColor.getHex()),this.sheenRoughness!==void 0&&(n.sheenRoughness=this.sheenRoughness),this.emissive&&this.emissive.isColor&&(n.emissive=this.emissive.getHex()),this.emissiveIntensity!==void 0&&this.emissiveIntensity!==1&&(n.emissiveIntensity=this.emissiveIntensity),this.specular&&this.specular.isColor&&(n.specular=this.specular.getHex()),this.specularIntensity!==void 0&&(n.specularIntensity=this.specularIntensity),this.specularColor&&this.specularColor.isColor&&(n.specularColor=this.specularColor.getHex()),this.shininess!==void 0&&(n.shininess=this.shininess),this.clearcoat!==void 0&&(n.clearcoat=this.clearcoat),this.clearcoatRoughness!==void 0&&(n.clearcoatRoughness=this.clearcoatRoughness),this.clearcoatMap&&this.clearcoatMap.isTexture&&(n.clearcoatMap=this.clearcoatMap.toJSON(e).uuid),this.clearcoatRoughnessMap&&this.clearcoatRoughnessMap.isTexture&&(n.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(e).uuid),this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(n.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(e).uuid,n.clearcoatNormalScale=this.clearcoatNormalScale.toArray()),this.sheenColorMap&&this.sheenColorMap.isTexture&&(n.sheenColorMap=this.sheenColorMap.toJSON(e).uuid),this.sheenRoughnessMap&&this.sheenRoughnessMap.isTexture&&(n.sheenRoughnessMap=this.sheenRoughnessMap.toJSON(e).uuid),this.dispersion!==void 0&&(n.dispersion=this.dispersion),this.iridescence!==void 0&&(n.iridescence=this.iridescence),this.iridescenceIOR!==void 0&&(n.iridescenceIOR=this.iridescenceIOR),this.iridescenceThicknessRange!==void 0&&(n.iridescenceThicknessRange=this.iridescenceThicknessRange),this.iridescenceMap&&this.iridescenceMap.isTexture&&(n.iridescenceMap=this.iridescenceMap.toJSON(e).uuid),this.iridescenceThicknessMap&&this.iridescenceThicknessMap.isTexture&&(n.iridescenceThicknessMap=this.iridescenceThicknessMap.toJSON(e).uuid),this.anisotropy!==void 0&&(n.anisotropy=this.anisotropy),this.anisotropyRotation!==void 0&&(n.anisotropyRotation=this.anisotropyRotation),this.anisotropyMap&&this.anisotropyMap.isTexture&&(n.anisotropyMap=this.anisotropyMap.toJSON(e).uuid),this.map&&this.map.isTexture&&(n.map=this.map.toJSON(e).uuid),this.matcap&&this.matcap.isTexture&&(n.matcap=this.matcap.toJSON(e).uuid),this.alphaMap&&this.alphaMap.isTexture&&(n.alphaMap=this.alphaMap.toJSON(e).uuid),this.lightMap&&this.lightMap.isTexture&&(n.lightMap=this.lightMap.toJSON(e).uuid,n.lightMapIntensity=this.lightMapIntensity),this.aoMap&&this.aoMap.isTexture&&(n.aoMap=this.aoMap.toJSON(e).uuid,n.aoMapIntensity=this.aoMapIntensity),this.bumpMap&&this.bumpMap.isTexture&&(n.bumpMap=this.bumpMap.toJSON(e).uuid,n.bumpScale=this.bumpScale),this.normalMap&&this.normalMap.isTexture&&(n.normalMap=this.normalMap.toJSON(e).uuid,n.normalMapType=this.normalMapType,n.normalScale=this.normalScale.toArray()),this.displacementMap&&this.displacementMap.isTexture&&(n.displacementMap=this.displacementMap.toJSON(e).uuid,n.displacementScale=this.displacementScale,n.displacementBias=this.displacementBias),this.roughnessMap&&this.roughnessMap.isTexture&&(n.roughnessMap=this.roughnessMap.toJSON(e).uuid),this.metalnessMap&&this.metalnessMap.isTexture&&(n.metalnessMap=this.metalnessMap.toJSON(e).uuid),this.emissiveMap&&this.emissiveMap.isTexture&&(n.emissiveMap=this.emissiveMap.toJSON(e).uuid),this.specularMap&&this.specularMap.isTexture&&(n.specularMap=this.specularMap.toJSON(e).uuid),this.specularIntensityMap&&this.specularIntensityMap.isTexture&&(n.specularIntensityMap=this.specularIntensityMap.toJSON(e).uuid),this.specularColorMap&&this.specularColorMap.isTexture&&(n.specularColorMap=this.specularColorMap.toJSON(e).uuid),this.envMap&&this.envMap.isTexture&&(n.envMap=this.envMap.toJSON(e).uuid,this.combine!==void 0&&(n.combine=this.combine)),this.envMapRotation!==void 0&&(n.envMapRotation=this.envMapRotation.toArray()),this.envMapIntensity!==void 0&&(n.envMapIntensity=this.envMapIntensity),this.reflectivity!==void 0&&(n.reflectivity=this.reflectivity),this.refractionRatio!==void 0&&(n.refractionRatio=this.refractionRatio),this.gradientMap&&this.gradientMap.isTexture&&(n.gradientMap=this.gradientMap.toJSON(e).uuid),this.transmission!==void 0&&(n.transmission=this.transmission),this.transmissionMap&&this.transmissionMap.isTexture&&(n.transmissionMap=this.transmissionMap.toJSON(e).uuid),this.thickness!==void 0&&(n.thickness=this.thickness),this.thicknessMap&&this.thicknessMap.isTexture&&(n.thicknessMap=this.thicknessMap.toJSON(e).uuid),this.attenuationDistance!==void 0&&this.attenuationDistance!==1/0&&(n.attenuationDistance=this.attenuationDistance),this.attenuationColor!==void 0&&(n.attenuationColor=this.attenuationColor.getHex()),this.size!==void 0&&(n.size=this.size),this.shadowSide!==null&&(n.shadowSide=this.shadowSide),this.sizeAttenuation!==void 0&&(n.sizeAttenuation=this.sizeAttenuation),this.blending!==1&&(n.blending=this.blending),this.side!==0&&(n.side=this.side),this.vertexColors===!0&&(n.vertexColors=!0),this.opacity<1&&(n.opacity=this.opacity),this.transparent===!0&&(n.transparent=!0),this.blendSrc!==204&&(n.blendSrc=this.blendSrc),this.blendDst!==205&&(n.blendDst=this.blendDst),this.blendEquation!==100&&(n.blendEquation=this.blendEquation),this.blendSrcAlpha!==null&&(n.blendSrcAlpha=this.blendSrcAlpha),this.blendDstAlpha!==null&&(n.blendDstAlpha=this.blendDstAlpha),this.blendEquationAlpha!==null&&(n.blendEquationAlpha=this.blendEquationAlpha),this.blendColor&&this.blendColor.isColor&&(n.blendColor=this.blendColor.getHex()),this.blendAlpha!==0&&(n.blendAlpha=this.blendAlpha),this.depthFunc!==3&&(n.depthFunc=this.depthFunc),this.depthTest===!1&&(n.depthTest=this.depthTest),this.depthWrite===!1&&(n.depthWrite=this.depthWrite),this.colorWrite===!1&&(n.colorWrite=this.colorWrite),this.stencilWriteMask!==255&&(n.stencilWriteMask=this.stencilWriteMask),this.stencilFunc!==519&&(n.stencilFunc=this.stencilFunc),this.stencilRef!==0&&(n.stencilRef=this.stencilRef),this.stencilFuncMask!==255&&(n.stencilFuncMask=this.stencilFuncMask),this.stencilFail!==7680&&(n.stencilFail=this.stencilFail),this.stencilZFail!==7680&&(n.stencilZFail=this.stencilZFail),this.stencilZPass!==7680&&(n.stencilZPass=this.stencilZPass),this.stencilWrite===!0&&(n.stencilWrite=this.stencilWrite),this.rotation!==void 0&&this.rotation!==0&&(n.rotation=this.rotation),this.polygonOffset===!0&&(n.polygonOffset=!0),this.polygonOffsetFactor!==0&&(n.polygonOffsetFactor=this.polygonOffsetFactor),this.polygonOffsetUnits!==0&&(n.polygonOffsetUnits=this.polygonOffsetUnits),this.linewidth!==void 0&&this.linewidth!==1&&(n.linewidth=this.linewidth),this.dashSize!==void 0&&(n.dashSize=this.dashSize),this.gapSize!==void 0&&(n.gapSize=this.gapSize),this.scale!==void 0&&(n.scale=this.scale),this.dithering===!0&&(n.dithering=!0),this.alphaTest>0&&(n.alphaTest=this.alphaTest),this.alphaHash===!0&&(n.alphaHash=!0),this.alphaToCoverage===!0&&(n.alphaToCoverage=!0),this.premultipliedAlpha===!0&&(n.premultipliedAlpha=!0),this.forceSinglePass===!0&&(n.forceSinglePass=!0),this.allowOverride===!1&&(n.allowOverride=!1),this.wireframe===!0&&(n.wireframe=!0),this.wireframeLinewidth>1&&(n.wireframeLinewidth=this.wireframeLinewidth),this.wireframeLinecap!==`round`&&(n.wireframeLinecap=this.wireframeLinecap),this.wireframeLinejoin!==`round`&&(n.wireframeLinejoin=this.wireframeLinejoin),this.flatShading===!0&&(n.flatShading=!0),this.visible===!1&&(n.visible=!1),this.toneMapped===!1&&(n.toneMapped=!1),this.fog===!1&&(n.fog=!1),Object.keys(this.userData).length>0&&(n.userData=this.userData);function r(e){let t=[];for(let n in e){let r=e[n];delete r.metadata,t.push(r)}return t}if(t){let t=r(e.textures),i=r(e.images);t.length>0&&(n.textures=t),i.length>0&&(n.images=i)}return n}fromJSON(e,t){if(e.uuid!==void 0&&(this.uuid=e.uuid),e.name!==void 0&&(this.name=e.name),e.color!==void 0&&this.color!==void 0&&this.color.setHex(e.color),e.roughness!==void 0&&(this.roughness=e.roughness),e.metalness!==void 0&&(this.metalness=e.metalness),e.sheen!==void 0&&(this.sheen=e.sheen),e.sheenColor!==void 0&&(this.sheenColor=new Z().setHex(e.sheenColor)),e.sheenRoughness!==void 0&&(this.sheenRoughness=e.sheenRoughness),e.emissive!==void 0&&this.emissive!==void 0&&this.emissive.setHex(e.emissive),e.specular!==void 0&&this.specular!==void 0&&this.specular.setHex(e.specular),e.specularIntensity!==void 0&&(this.specularIntensity=e.specularIntensity),e.specularColor!==void 0&&this.specularColor!==void 0&&this.specularColor.setHex(e.specularColor),e.shininess!==void 0&&(this.shininess=e.shininess),e.clearcoat!==void 0&&(this.clearcoat=e.clearcoat),e.clearcoatRoughness!==void 0&&(this.clearcoatRoughness=e.clearcoatRoughness),e.dispersion!==void 0&&(this.dispersion=e.dispersion),e.iridescence!==void 0&&(this.iridescence=e.iridescence),e.iridescenceIOR!==void 0&&(this.iridescenceIOR=e.iridescenceIOR),e.iridescenceThicknessRange!==void 0&&(this.iridescenceThicknessRange=e.iridescenceThicknessRange),e.transmission!==void 0&&(this.transmission=e.transmission),e.thickness!==void 0&&(this.thickness=e.thickness),e.attenuationDistance!==void 0&&(this.attenuationDistance=e.attenuationDistance),e.attenuationColor!==void 0&&this.attenuationColor!==void 0&&this.attenuationColor.setHex(e.attenuationColor),e.anisotropy!==void 0&&(this.anisotropy=e.anisotropy),e.anisotropyRotation!==void 0&&(this.anisotropyRotation=e.anisotropyRotation),e.fog!==void 0&&(this.fog=e.fog),e.flatShading!==void 0&&(this.flatShading=e.flatShading),e.blending!==void 0&&(this.blending=e.blending),e.combine!==void 0&&(this.combine=e.combine),e.side!==void 0&&(this.side=e.side),e.shadowSide!==void 0&&(this.shadowSide=e.shadowSide),e.opacity!==void 0&&(this.opacity=e.opacity),e.transparent!==void 0&&(this.transparent=e.transparent),e.alphaTest!==void 0&&(this.alphaTest=e.alphaTest),e.alphaHash!==void 0&&(this.alphaHash=e.alphaHash),e.depthFunc!==void 0&&(this.depthFunc=e.depthFunc),e.depthTest!==void 0&&(this.depthTest=e.depthTest),e.depthWrite!==void 0&&(this.depthWrite=e.depthWrite),e.colorWrite!==void 0&&(this.colorWrite=e.colorWrite),e.blendSrc!==void 0&&(this.blendSrc=e.blendSrc),e.blendDst!==void 0&&(this.blendDst=e.blendDst),e.blendEquation!==void 0&&(this.blendEquation=e.blendEquation),e.blendSrcAlpha!==void 0&&(this.blendSrcAlpha=e.blendSrcAlpha),e.blendDstAlpha!==void 0&&(this.blendDstAlpha=e.blendDstAlpha),e.blendEquationAlpha!==void 0&&(this.blendEquationAlpha=e.blendEquationAlpha),e.blendColor!==void 0&&this.blendColor!==void 0&&this.blendColor.setHex(e.blendColor),e.blendAlpha!==void 0&&(this.blendAlpha=e.blendAlpha),e.stencilWriteMask!==void 0&&(this.stencilWriteMask=e.stencilWriteMask),e.stencilFunc!==void 0&&(this.stencilFunc=e.stencilFunc),e.stencilRef!==void 0&&(this.stencilRef=e.stencilRef),e.stencilFuncMask!==void 0&&(this.stencilFuncMask=e.stencilFuncMask),e.stencilFail!==void 0&&(this.stencilFail=e.stencilFail),e.stencilZFail!==void 0&&(this.stencilZFail=e.stencilZFail),e.stencilZPass!==void 0&&(this.stencilZPass=e.stencilZPass),e.stencilWrite!==void 0&&(this.stencilWrite=e.stencilWrite),e.wireframe!==void 0&&(this.wireframe=e.wireframe),e.wireframeLinewidth!==void 0&&(this.wireframeLinewidth=e.wireframeLinewidth),e.wireframeLinecap!==void 0&&(this.wireframeLinecap=e.wireframeLinecap),e.wireframeLinejoin!==void 0&&(this.wireframeLinejoin=e.wireframeLinejoin),e.rotation!==void 0&&(this.rotation=e.rotation),e.linewidth!==void 0&&(this.linewidth=e.linewidth),e.dashSize!==void 0&&(this.dashSize=e.dashSize),e.gapSize!==void 0&&(this.gapSize=e.gapSize),e.scale!==void 0&&(this.scale=e.scale),e.polygonOffset!==void 0&&(this.polygonOffset=e.polygonOffset),e.polygonOffsetFactor!==void 0&&(this.polygonOffsetFactor=e.polygonOffsetFactor),e.polygonOffsetUnits!==void 0&&(this.polygonOffsetUnits=e.polygonOffsetUnits),e.dithering!==void 0&&(this.dithering=e.dithering),e.alphaToCoverage!==void 0&&(this.alphaToCoverage=e.alphaToCoverage),e.premultipliedAlpha!==void 0&&(this.premultipliedAlpha=e.premultipliedAlpha),e.forceSinglePass!==void 0&&(this.forceSinglePass=e.forceSinglePass),e.allowOverride!==void 0&&(this.allowOverride=e.allowOverride),e.visible!==void 0&&(this.visible=e.visible),e.toneMapped!==void 0&&(this.toneMapped=e.toneMapped),e.userData!==void 0&&(this.userData=e.userData),e.vertexColors!==void 0&&(typeof e.vertexColors==`number`?this.vertexColors=e.vertexColors>0:this.vertexColors=e.vertexColors),e.size!==void 0&&(this.size=e.size),e.sizeAttenuation!==void 0&&(this.sizeAttenuation=e.sizeAttenuation),e.map!==void 0&&(this.map=t[e.map]||null),e.matcap!==void 0&&(this.matcap=t[e.matcap]||null),e.alphaMap!==void 0&&(this.alphaMap=t[e.alphaMap]||null),e.bumpMap!==void 0&&(this.bumpMap=t[e.bumpMap]||null),e.bumpScale!==void 0&&(this.bumpScale=e.bumpScale),e.normalMap!==void 0&&(this.normalMap=t[e.normalMap]||null),e.normalMapType!==void 0&&(this.normalMapType=e.normalMapType),e.normalScale!==void 0){let t=e.normalScale;Array.isArray(t)===!1&&(t=[t,t]),this.normalScale=new Y().fromArray(t)}return e.displacementMap!==void 0&&(this.displacementMap=t[e.displacementMap]||null),e.displacementScale!==void 0&&(this.displacementScale=e.displacementScale),e.displacementBias!==void 0&&(this.displacementBias=e.displacementBias),e.roughnessMap!==void 0&&(this.roughnessMap=t[e.roughnessMap]||null),e.metalnessMap!==void 0&&(this.metalnessMap=t[e.metalnessMap]||null),e.emissiveMap!==void 0&&(this.emissiveMap=t[e.emissiveMap]||null),e.emissiveIntensity!==void 0&&(this.emissiveIntensity=e.emissiveIntensity),e.specularMap!==void 0&&(this.specularMap=t[e.specularMap]||null),e.specularIntensityMap!==void 0&&(this.specularIntensityMap=t[e.specularIntensityMap]||null),e.specularColorMap!==void 0&&(this.specularColorMap=t[e.specularColorMap]||null),e.envMap!==void 0&&(this.envMap=t[e.envMap]||null),e.envMapRotation!==void 0&&this.envMapRotation.fromArray(e.envMapRotation),e.envMapIntensity!==void 0&&(this.envMapIntensity=e.envMapIntensity),e.reflectivity!==void 0&&(this.reflectivity=e.reflectivity),e.refractionRatio!==void 0&&(this.refractionRatio=e.refractionRatio),e.lightMap!==void 0&&(this.lightMap=t[e.lightMap]||null),e.lightMapIntensity!==void 0&&(this.lightMapIntensity=e.lightMapIntensity),e.aoMap!==void 0&&(this.aoMap=t[e.aoMap]||null),e.aoMapIntensity!==void 0&&(this.aoMapIntensity=e.aoMapIntensity),e.gradientMap!==void 0&&(this.gradientMap=t[e.gradientMap]||null),e.clearcoatMap!==void 0&&(this.clearcoatMap=t[e.clearcoatMap]||null),e.clearcoatRoughnessMap!==void 0&&(this.clearcoatRoughnessMap=t[e.clearcoatRoughnessMap]||null),e.clearcoatNormalMap!==void 0&&(this.clearcoatNormalMap=t[e.clearcoatNormalMap]||null),e.clearcoatNormalScale!==void 0&&(this.clearcoatNormalScale=new Y().fromArray(e.clearcoatNormalScale)),e.iridescenceMap!==void 0&&(this.iridescenceMap=t[e.iridescenceMap]||null),e.iridescenceThicknessMap!==void 0&&(this.iridescenceThicknessMap=t[e.iridescenceThicknessMap]||null),e.transmissionMap!==void 0&&(this.transmissionMap=t[e.transmissionMap]||null),e.thicknessMap!==void 0&&(this.thicknessMap=t[e.thicknessMap]||null),e.anisotropyMap!==void 0&&(this.anisotropyMap=t[e.anisotropyMap]||null),e.sheenColorMap!==void 0&&(this.sheenColorMap=t[e.sheenColorMap]||null),e.sheenRoughnessMap!==void 0&&(this.sheenRoughnessMap=t[e.sheenRoughnessMap]||null),this}clone(){return new this.constructor().copy(this)}copy(e){this.name=e.name,this.blending=e.blending,this.side=e.side,this.vertexColors=e.vertexColors,this.opacity=e.opacity,this.transparent=e.transparent,this.blendSrc=e.blendSrc,this.blendDst=e.blendDst,this.blendEquation=e.blendEquation,this.blendSrcAlpha=e.blendSrcAlpha,this.blendDstAlpha=e.blendDstAlpha,this.blendEquationAlpha=e.blendEquationAlpha,this.blendColor.copy(e.blendColor),this.blendAlpha=e.blendAlpha,this.depthFunc=e.depthFunc,this.depthTest=e.depthTest,this.depthWrite=e.depthWrite,this.stencilWriteMask=e.stencilWriteMask,this.stencilFunc=e.stencilFunc,this.stencilRef=e.stencilRef,this.stencilFuncMask=e.stencilFuncMask,this.stencilFail=e.stencilFail,this.stencilZFail=e.stencilZFail,this.stencilZPass=e.stencilZPass,this.stencilWrite=e.stencilWrite;let t=e.clippingPlanes,n=null;if(t!==null){let e=t.length;n=Array(e);for(let r=0;r!==e;++r)n[r]=t[r].clone()}return this.clippingPlanes=n,this.clipIntersection=e.clipIntersection,this.clipShadows=e.clipShadows,this.shadowSide=e.shadowSide,this.colorWrite=e.colorWrite,this.precision=e.precision,this.polygonOffset=e.polygonOffset,this.polygonOffsetFactor=e.polygonOffsetFactor,this.polygonOffsetUnits=e.polygonOffsetUnits,this.dithering=e.dithering,this.alphaTest=e.alphaTest,this.alphaHash=e.alphaHash,this.alphaToCoverage=e.alphaToCoverage,this.premultipliedAlpha=e.premultipliedAlpha,this.forceSinglePass=e.forceSinglePass,this.allowOverride=e.allowOverride,this.visible=e.visible,this.toneMapped=e.toneMapped,this.userData=JSON.parse(JSON.stringify(e.userData)),this}dispose(){this.dispatchEvent({type:`dispose`})}set needsUpdate(e){e===!0&&this.version++}},rf=new X,af=new X,of=new X,sf=new X,cf=new X,lf=new X,uf=new X,df=class{constructor(e=new X,t=new X(0,0,-1)){this.origin=e,this.direction=t}set(e,t){return this.origin.copy(e),this.direction.copy(t),this}copy(e){return this.origin.copy(e.origin),this.direction.copy(e.direction),this}at(e,t){return t.copy(this.origin).addScaledVector(this.direction,e)}lookAt(e){return this.direction.copy(e).sub(this.origin).normalize(),this}recast(e){return this.origin.copy(this.at(e,rf)),this}closestPointToPoint(e,t){t.subVectors(e,this.origin);let n=t.dot(this.direction);return n<0?t.copy(this.origin):t.copy(this.origin).addScaledVector(this.direction,n)}distanceToPoint(e){return Math.sqrt(this.distanceSqToPoint(e))}distanceSqToPoint(e){let t=rf.subVectors(e,this.origin).dot(this.direction);return t<0?this.origin.distanceToSquared(e):(rf.copy(this.origin).addScaledVector(this.direction,t),rf.distanceToSquared(e))}distanceSqToSegment(e,t,n,r){af.copy(e).add(t).multiplyScalar(.5),of.copy(t).sub(e).normalize(),sf.copy(this.origin).sub(af);let i=e.distanceTo(t)*.5,a=-this.direction.dot(of),o=sf.dot(this.direction),s=-sf.dot(of),c=sf.lengthSq(),l=Math.abs(1-a*a),u,d,f,p;if(l>0)if(u=a*s-o,d=a*o-s,p=i*l,u>=0)if(d>=-p)if(d<=p){let e=1/l;u*=e,d*=e,f=u*(u+a*d+2*o)+d*(a*u+d+2*s)+c}else d=i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;else d=-i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;else d<=-p?(u=Math.max(0,-(-a*i+o)),d=u>0?-i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c):d<=p?(u=0,d=Math.min(Math.max(-i,-s),i),f=d*(d+2*s)+c):(u=Math.max(0,-(a*i+o)),d=u>0?i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c);else d=a>0?-i:i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;return n&&n.copy(this.origin).addScaledVector(this.direction,u),r&&r.copy(af).addScaledVector(of,d),f}intersectSphere(e,t){rf.subVectors(e.center,this.origin);let n=rf.dot(this.direction),r=rf.dot(rf)-n*n,i=e.radius*e.radius;if(r>i)return null;let a=Math.sqrt(i-r),o=n-a,s=n+a;return s<0?null:o<0?this.at(s,t):this.at(o,t)}intersectsSphere(e){return e.radius<0?!1:this.distanceSqToPoint(e.center)<=e.radius*e.radius}distanceToPlane(e){let t=e.normal.dot(this.direction);if(t===0)return e.distanceToPoint(this.origin)===0?0:null;let n=-(this.origin.dot(e.normal)+e.constant)/t;return n>=0?n:null}intersectPlane(e,t){let n=this.distanceToPlane(e);return n===null?null:this.at(n,t)}intersectsPlane(e){let t=e.distanceToPoint(this.origin);return t===0||e.normal.dot(this.direction)*t<0}intersectBox(e,t){let n,r,i,a,o,s,c=1/this.direction.x,l=1/this.direction.y,u=1/this.direction.z,d=this.origin;return c>=0?(n=(e.min.x-d.x)*c,r=(e.max.x-d.x)*c):(n=(e.max.x-d.x)*c,r=(e.min.x-d.x)*c),l>=0?(i=(e.min.y-d.y)*l,a=(e.max.y-d.y)*l):(i=(e.max.y-d.y)*l,a=(e.min.y-d.y)*l),n>a||i>r||((i>n||isNaN(n))&&(n=i),(a=0?(o=(e.min.z-d.z)*u,s=(e.max.z-d.z)*u):(o=(e.max.z-d.z)*u,s=(e.min.z-d.z)*u),n>s||o>r)||((o>n||n!==n)&&(n=o),(s=0?n:r,t)}intersectsBox(e){return this.intersectBox(e,rf)!==null}intersectTriangle(e,t,n,r,i){cf.subVectors(t,e),lf.subVectors(n,e),uf.crossVectors(cf,lf);let a=this.direction.dot(uf),o;if(a>0){if(r)return null;o=1}else if(a<0)o=-1,a=-a;else return null;sf.subVectors(this.origin,e);let s=o*this.direction.dot(lf.crossVectors(sf,lf));if(s<0)return null;let c=o*this.direction.dot(cf.cross(sf));if(c<0||s+c>a)return null;let l=-o*sf.dot(uf);return l<0?null:this.at(l/a,i)}applyMatrix4(e){return this.origin.applyMatrix4(e),this.direction.transformDirection(e),this}equals(e){return e.origin.equals(this.origin)&&e.direction.equals(this.direction)}clone(){return new this.constructor().copy(this)}},ff=class extends nf{constructor(e){super(),this.isMeshBasicMaterial=!0,this.type=`MeshBasicMaterial`,this.color=new Z(16777215),this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new Au,this.combine=0,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.specularMap=e.specularMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.envMapRotation.copy(e.envMapRotation),this.combine=e.combine,this.reflectivity=e.reflectivity,this.refractionRatio=e.refractionRatio,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.fog=e.fog,this}},pf=new bu,mf=new df,hf=new Ud,gf=new X,_f=new X,vf=new X,yf=new X,bf=new X,xf=new X,Sf=new X,Cf=new X,Q=class extends qu{constructor(e=new Zd,t=new ff){super(),this.isMesh=!0,this.type=`Mesh`,this.geometry=e,this.material=t,this.morphTargetDictionary=void 0,this.morphTargetInfluences=void 0,this.count=1,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),e.morphTargetInfluences!==void 0&&(this.morphTargetInfluences=e.morphTargetInfluences.slice()),e.morphTargetDictionary!==void 0&&(this.morphTargetDictionary=Object.assign({},e.morphTargetDictionary)),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}updateMorphTargets(){let e=this.geometry.morphAttributes,t=Object.keys(e);if(t.length>0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;e(e.far-e.near)**2))&&(pf.copy(i).invert(),mf.copy(e.ray).applyMatrix4(pf),!(n.boundingBox!==null&&mf.intersectsBox(n.boundingBox)===!1)&&this._computeIntersections(e,t,mf)))}_computeIntersections(e,t,n){let r,i=this.geometry,a=this.material,o=i.index,s=i.attributes.position,c=i.attributes.uv,l=i.attributes.uv1,u=i.attributes.normal,d=i.groups,f=i.drawRange;if(o!==null)if(Array.isArray(a))for(let i=0,s=d.length;in.far?null:{distance:l,point:Cf.clone(),object:e}}function Tf(e,t,n,r,i,a,o,s,c,l){e.getVertexPosition(s,_f),e.getVertexPosition(c,vf),e.getVertexPosition(l,yf);let u=wf(e,t,n,r,_f,vf,yf,Sf);if(u){let e=new X;_d.getBarycoord(Sf,_f,vf,yf,e),i&&(u.uv=_d.getInterpolatedAttribute(i,s,c,l,e,new Y)),a&&(u.uv1=_d.getInterpolatedAttribute(a,s,c,l,e,new Y)),o&&(u.normal=_d.getInterpolatedAttribute(o,s,c,l,e,new X),u.normal.dot(r.direction)>0&&u.normal.multiplyScalar(-1));let t={a:s,b:c,c:l,normal:new X,materialIndex:0};_d.getNormal(_f,vf,yf,t.normal),u.face=t,u.barycoord=e}return u}var Ef=new hu,Df=new hu,Of=new hu,kf=new hu,Af=new bu,jf=new X,Mf=new Ud,Nf=new bu,Pf=new df,Ff=class extends Q{constructor(e,t){super(e,t),this.isSkinnedMesh=!0,this.type=`SkinnedMesh`,this.bindMode=ks,this.bindMatrix=new bu,this.bindMatrixInverse=new bu,this.boundingBox=null,this.boundingSphere=null}computeBoundingBox(){let e=this.geometry;this.boundingBox===null&&(this.boundingBox=new vd),this.boundingBox.makeEmpty();let t=e.getAttribute(`position`);for(let e=0;e1)?null:t.copy(e.start).addScaledVector(r,a)}intersectsLine(e){let t=this.distanceToPoint(e.start),n=this.distanceToPoint(e.end);return t<0&&n>0||n<0&&t>0}intersectsBox(e){return e.intersectsPlane(this)}intersectsSphere(e){return e.intersectsPlane(this)}coplanarPoint(e){return e.copy(this.normal).multiplyScalar(-this.constant)}applyMatrix4(e,t){let n=t||Qf.getNormalMatrix(e),r=this.coplanarPoint(Xf).applyMatrix4(e),i=this.normal.applyMatrix3(n).normalize();return this.constant=-r.dot(i),this}translate(e){return this.constant-=e.dot(this.normal),this}equals(e){return 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t=this.planes;for(let n=0;n<6;n++)if(t[n].distanceToPoint(e)<0)return!1;return!0}clone(){return new this.constructor().copy(this)}},ip=class extends nf{constructor(e){super(),this.isLineBasicMaterial=!0,this.type=`LineBasicMaterial`,this.color=new Z(16777215),this.map=null,this.linewidth=1,this.linecap=`round`,this.linejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.linewidth=e.linewidth,this.linecap=e.linecap,this.linejoin=e.linejoin,this.fog=e.fog,this}},ap=new X,op=new X,sp=new bu,cp=new df,lp=new Ud,up=new X,dp=new X,fp=class extends qu{constructor(e=new Zd,t=new ip){super(),this.isLine=!0,this.type=`Line`,this.geometry=e,this.material=t,this.morphTargetDictionary=void 0,this.morphTargetInfluences=void 0,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[0];for(let e=1,r=t.count;e0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;er)return;up.applyMatrix4(e.matrixWorld);let c=t.ray.origin.distanceTo(up);if(!(ct.far))return{distance:c,point:dp.clone().applyMatrix4(e.matrixWorld),index:o,face:null,faceIndex:null,barycoord:null,object:e}}var mp=new X,hp=new X,gp=class extends fp{constructor(e,t){super(e,t),this.isLineSegments=!0,this.type=`LineSegments`}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[];for(let e=0,r=t.count;e0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;ei.far)return;a.push({distance:c,distanceToRay:Math.sqrt(s),point:n,index:t,face:null,faceIndex:null,barycoord:null,object:o})}}var Tp=class extends mu{constructor(e=[],t=301,n,r,i,a,o,s,c,l){super(e,t,n,r,i,a,o,s,c,l),this.isCubeTexture=!0,this.flipY=!1}get images(){return this.image}set images(e){this.image=e}},Ep=class extends mu{constructor(e,t,n,r,i,a,o,s,c){super(e,t,n,r,i,a,o,s,c),this.isCanvasTexture=!0,this.needsUpdate=!0}},Dp=class extends mu{constructor(e,t,n=Ws,r,i,a,o=Ns,s=Ns,c,l=tc,u=1){if(l!==1026&&l!==1027)throw Error(`THREE.DepthTexture: format must be either THREE.DepthFormat or THREE.DepthStencilFormat`);super({width:e,height:t,depth:u},r,i,a,o,s,l,n,c),this.isDepthTexture=!0,this.flipY=!1,this.generateMipmaps=!1,this.compareFunction=null}copy(e){return super.copy(e),this.source=new uu(Object.assign({},e.image)),this.compareFunction=e.compareFunction,this}toJSON(e){let t=super.toJSON(e);return this.compareFunction!==null&&(t.compareFunction=this.compareFunction),t}},Op=class extends Dp{constructor(e,t=Ws,n=301,r,i,a=Ns,o=Ns,s,c=tc){let l={width:e,height:e,depth:1},u=[l,l,l,l,l,l];super(e,e,t,n,r,i,a,o,s,c),this.image=u,this.isCubeDepthTexture=!0,this.isCubeTexture=!0}get images(){return this.image}set images(e){this.image=e}},kp=class extends mu{constructor(e=null){super(),this.sourceTexture=e,this.isExternalTexture=!0}copy(e){return super.copy(e),this.sourceTexture=e.sourceTexture,this}},Ap=class e extends Zd{constructor(e=1,t=1,n=1,r=1,i=1,a=1){super(),this.type=`BoxGeometry`,this.parameters={width:e,height:t,depth:n,widthSegments:r,heightSegments:i,depthSegments:a};let o=this;r=Math.floor(r),i=Math.floor(i),a=Math.floor(a);let s=[],c=[],l=[],u=[],d=0,f=0;p(`z`,`y`,`x`,-1,-1,n,t,e,a,i,0),p(`z`,`y`,`x`,1,-1,n,t,-e,a,i,1),p(`x`,`z`,`y`,1,1,e,n,t,r,a,2),p(`x`,`z`,`y`,1,-1,e,n,-t,r,a,3),p(`x`,`y`,`z`,1,-1,e,t,n,r,i,4),p(`x`,`y`,`z`,-1,-1,e,t,-n,r,i,5),this.setIndex(s),this.setAttribute(`position`,new zd(c,3)),this.setAttribute(`normal`,new zd(l,3)),this.setAttribute(`uv`,new zd(u,2));function p(e,t,n,r,i,a,p,m,h,g,_){let v=a/h,y=p/g,b=a/2,x=p/2,S=m/2,C=h+1,w=g+1,T=0,E=0,D=new X;for(let a=0;a0?1:-1,l.push(D.x,D.y,D.z),u.push(s/h),u.push(1-a/g),T+=1}for(let e=0;e0){let e=(_-1)*m;for(let t=0;t0&&v(!0),t>0&&v(!1)),this.setIndex(l),this.setAttribute(`position`,new zd(u,3)),this.setAttribute(`normal`,new zd(d,3)),this.setAttribute(`uv`,new zd(f,2));function _(){let a=new X,_=new X,v=0,y=(t-e)/n;for(let c=0;c<=i;c++){let l=[],g=c/i,v=g*(t-e)+e;for(let e=0;e<=r;e++){let t=e/r,i=t*s+o,c=Math.sin(i),m=Math.cos(i);_.x=v*c,_.y=-g*n+h,_.z=v*m,u.push(_.x,_.y,_.z),a.set(c,y,m).normalize(),d.push(a.x,a.y,a.z),f.push(t,1-g),l.push(p++)}m.push(l)}for(let n=0;n0||r!==0)&&(l.push(a,o,c),v+=3),(t>0||r!==i-1)&&(l.push(o,s,c),v+=3)}c.addGroup(g,v,0),g+=v}function v(n){let i=p,a=new Y,m=new X,_=0,v=n===!0?e:t,y=n===!0?1:-1;for(let e=1;e<=r;e++)u.push(0,h*y,0),d.push(0,y,0),f.push(.5,.5),p++;let b=p;for(let e=0;e<=r;e++){let 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`},{name:`dismember_right`,sampleRate:12e3,frames:6960,wav:`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ME68REw0Oh7PBhvvIdr+ydO+VrUJsNOuXq7ZriOyKLaau7jBycdQ0IXW8NyJ4KXhJef16Ynx1/urBagTYSLaL1k/N0jzUVZXcVqiW4NaslfeUx5L9T5aLEIVXv6T5sTSk8OXuCeyLq9Urp+vKbHxtJi5qL6swijHLsuU0GDSTNZ72jzg9ulZ+HoGrhUfJRU23kTLT0RYoVxwX2Bg41/iW7dUdkcrNQgdigFN6PrRcsEct8ywBa/arkqwxLINtXK5jb7cwTbHtcrLzHLOR9T62QXjtO3U/qwP3R8ONONEhVF2WrJgx2P/ZLBkeWKoXDtT/EIkL1ASN/Vo29jHHLufsvGthatMq4Cu17F4tHG4jruiu4e947+RwKrDock30iTcl+xvAokZ/C+aREdSD1yFY6ZnZGlBaZdmUWFnWHBJejX5GyYA5uQR0YzC87lLs/Wve7A3sFKzELbuuvO9ir+9wT7DqcOxxnPJZM7a0w7i7PRoCgokszniS4VZ+2IGadlqY2owaEdjZVrATBA4ECCXBE7sftcJyP297LdQtLOy5rK/s3e1rLdYugq6ILlLuYG6AbxCvibCicrS1ALkOPx2Fhku70ExU9te1Gbxao5td2y9aKlivFhsSsA3dB7ZBNno7NbAx6K/6buZt6W1urUbtci2AbY/t2+2wrONsw+y0LCSs2e4zL6UynvYQewMBNkdejiOTDVbW2Vpan1tqG7ibVBrUGU8XBlPcjtBJU4PKPeF4WHSLMdhwLm6G7pduwW7RrpeuRK3v7XUsaKw+a+Trs+tI7HPtmy/8s2Y4C/1Og3cJVc/sFJDX9tmfmutblJwl24Ba5JlF13iUYlDnjBWGev/ju5o4KvTs8oQwuq+Frwluv6567ijtyS0VLBFrt+rWKnEqJWpQqv6rWa2dcJa07jlg/8tGaMufEOTVUpfMmbaamZtNW0rbDhqFmWeXIJSbkNJMVUeyAqK+K3oCN1K0wvLGccJxOXBkr93vtG8irk9t7i0AbGTrYGq86dHpwenQao2r8626MEn0b7l1/5EFkcvJkQHUgddnmPBZ9RpV2rbaWBnSmHsWpdRu0a3ONsmFxbWBIP0NepK4ZfXwdDyzZvLkcigxk7FPcNKvQ27D7iCtJix1q5PrPSqF6rjq+quLLNZuBzA3s3B233wWwbDHToylEFKT3pZJWDQZDdm1meAZ5Bl5mLrXs5Y+E+jRVw6Eyw0HfYOyQKe97/w1uhk4tjdJ9dN1MrRtc+wzHjJdsbfwlO/qL0guJ6zVbDSq7KoVqmwqcyrIa6Vtd++iMuq2oDubP/LFrkpIjv2RnhQD1dfXAxfuGB+YDZgCF40XOJYbVJ7SktCtzfNLcMhGRiTCuT+YvrC9L7wzO+i6vLlauSF4Abe7tk41WbP1MguxPbA5bqhuVq2HbIGsfCuEK+OsFGwI7M6tgK8WMST0JXhIe+NAs4TdSUYM8g+UUmZTr1SDFiMWTRctVyKWxxbI1n4VrZS2EvpQ1Y6fjDCKIkcFA8jBJf75vXi8HvrN+cY45XfbODp3Uja69Zn1EzREsvvx53DR76DuiG4FbVHs2uxa7EusfGxh7S8t6O8JsImynvV1OHK788AXw7yHDIreThLQvRHrU1oUOFTS1U/VrNWMlZVU9VSIVDGTLRGfkLAPA4xiyl+ICQVBw9KCtQDuPwJ+BD56fFY8arthOdw4Nbcetrp1KvPist1xzvD475PvMe4lbUksxWxmq9Irm6vnbFhtaK5dL8HyrDTnuLS9R4IeRj1JWsxnzuCQo9JSE7oULpRR1KyUjdTM1OhUNxOLkuGR5hEYkCCOegxTynOI2EbLBRNDEMDAP/b/Kj6GvRU8KzrNegJ40HeI9oa1G3MfsjpxTHCI72nuc+2M7N1sJGvRa+HrSuuurCNtBi6hMCKyy/ZHOnv+/YLzhwmK/81F0AcSEdMyk6MUIxSQ1NYUkNS80+gTIZJ8kZ+Qi8+BzeWL+slwh9fGxkV3Q0SDZ8G8gHq/nH55PV38FjrDeRl263Umc5UyaXEPL4muRK09LBprkqshaxdq7ysVa9OshK5A8GryjPb+OjS+zULhxm5KP01uD9RR61Kkk7FUaBTHVVFUy9Rnk1bSu9GoEHAO1w07SoIJxofrhx6FTYQSAujBPv/g/0F94ryuelW47DYGc9byZfC/bp0tb+vG60qqlqp4KmmqQ2rZ66zs/O9DMeg1nTqzfx5EWEjWjKsPhFHZ04gU8xU11QfVftSsFC8TDFGBUCHN5YwRCtkJG0gzBvJFiEUFRByC5cHvAIr93vtgeXW2n/TdMnmwFC3TLAZreuq2Kc4p82lVKeQqt6woLlNxdLU1uUs+rMQlSXxNI4/3kicTnZSyFSkVP1S0lBbTmBKBEWWPSA3rjHWLEUokyE8GpkUvgtTCe79RvNh6VnettLjxZu6TbLSqPykCqHsnqOetZ/somKpe7N/wRTTnO3qB0QeBzHhQsxLTVJaVmZYblgnVsZSDlCzSCFEYjuqOEYw2ygZJHggaRkqFloQwgu6/tPzdOL20jrDxba7qhGiiJw+mq2ZRpusnYSjOKw3u+rQ0OzJCP8gnDVER5dQ21bGWUBaZFnGVQxTRk+GSPZCpTxDOQg2Sy/IK4YiVxotE9IEmvWp4NrMxbvorX+jmpyNlzmWD5cYma2dO6aStPzL/eV+BXEhdzalR8xRh1fhV1hXD1e6Uj9NBkfeQRJA+jucOsA2ojCDLHAlvBcGCUj08eB/yrq3taoon6KYVJWylCqV45jwoJyueMD23cb87x1fMSNDcU6vU45Wo1atUkxP/Ed/RIU++jpFOxM6ujbkMvUtOCYiFxoBE+cDz3C4dqi4nXCXUZQ4kxiWTJyzpki3S9DP62oHCSKgOJBF302WT4NPu06KTDNJiEQoQf5AZj7GPNk6WjLgKssflA1W9qzam8FQrtCga5k0lNmRc5Lflrifn664w+DgTwGVH0I2BUUWTQlRIVBkUDhNEEpSR6JEG0a6RBREfkQhPokzYyPzDGrwtdHauX+nzJuolR+TMpMnls+eF6zEwBjeXfxjFiwstjt0RxxLQk3WS8lJ0khuShJL8Uy+S1hLo0h1Q4I4GSSPCVzrm8qwsjCi0JdDkmaQ0JFclkefRq+txn/koALOHpgwVT5KRcRI9kjgR0RGu0fFSEZMLE0+Tg1O7ko0Q+411CANBGjjHsVTr1Gg65h+lZ6VfJh5nxetkMGy2/D40xDVJgQ0RzxYQYlBS0UERfhGjUl7TFJQQFPGU+BQaUfhOkckJAj55LDE0q0XoDuZdZamlUaZpqDmrQvBr9qJ9KgJEh3/LUA2ITpJPj1CLUOaR6FN01GpU+JUXFUSUoxJdjwaJBQEWuLsxHSx+KMnnECZcJknnR+k16+9wD3Xie5OAtMTziCdKHwv1TJFOBc7HUHcR6dNrFBqVK1UaVLoSu09jCf9CaPn98pmsx+m854DnD2cWZ/3pWSxM8IM11Dr/P1KDeYYBB6bJRApqy4gNUE9LERHTFdR9VbwVtxV1k9tRdgzmhqA+a7Zjb8lr8Skv6Bnn5SgC6VSrG+3PcdA2PjrcvvHBskPKhi6IDUn9C3/NUY/BkfXTrRUGlflVgpV7k6qRCowFxW39bLXpsDfsOSncaPsoSykJaiArvG3OsVU1eDkffRlAY4JUA9eFbkbhiGdK+E2+kCzSKFPIFXCVzZXXlVZT5RD6jHqGLH6Lt5Sxhi4e67iqRSo1ah+rO+yB7sAx2zUwuG87Nj3dv9DB0IMxxOkGyYkIC6CN9xAWUnCThxT3VOlUiBOK0cGOpQmpwtF8fjWscQquD6y1a36rJ2uM7KQtgq+u8dl0ZDbwedW8Xv2Uf0/BKYLOxQcHzUqMjKMPHFGMk21UQ1UyVNSUZNMEkZpOdgkdgrc73TXK8ctvam18rASsKCx7bSWuSXAyMbRzj3W394s5vbsxvCh9ej6vAPKC0cY0COdL4E5mEPQSipQ51EAU/FQrE2+Rbk6bSvjFvn7Eucp0oDE/rovtpmza7JCs562wLnwvrfEP8u10jLZi95D40jn0+wi9Af8fQauETkdtipvNkVBVUlmT0tT3lQ6VX1U7lEMTD1D6jOFH6oGWu0Q2FzH/7vgtNqxE7Dkr6KyP7X8uRLAkMX/zO/QhNiN3kDih+Up6Sru9vNb/rgK/hc8JLYwoz6dRs9MzlHKVNZVPFVNU9RO70f4PkEyOR/GBkDvhNvgy0LDEbzLtoKyKbPVtFm3QruQvxrDl8aSy6rRe9Kl03jX7tpj3wfj9unM8nj8agwMGwoncjN2QAhJPE+dUrpVXlY0VoNU2VDMSSFAVjLpIAILvPYm4h7TFcjnvoO6NLhhtoW3PLcgupW7jbzUv7bDJsjRznLR9tUB2YDeCuRP6TPvCPZW/b4HdxQhJ9QzkUECTPVS5lbSWsBcC12bWn1Yt1SMTPxAfzPNH34JVfQY4gfUPMZgv9i6tLd8tna2Abh4uZe73r5GwYLEH8YoyMnJbMrAyonKu8tZzVLRM9ol48fwtgHgE3YlSTbjRDRPLFUEWn5dtl78X/9faVwQWnRS8UtdPiUq+xS5/sfnYNriy13D8bruuL222LWdtU23Z7nGt2C5ibrIuq6+478Qv1G+tb0Wv5fEvcczzBTSsN5Y7rX/aRULK7k4s0aNUola0l41YgZjIGOIYbxeI1rVUydJnjsKKskW7gB18Gjfd9P/xZC9QLrztou4lLjyttS5brpzvCS+vrv1vF+8w7v9u6S8Wrx6vRvFb86N15vkefhVDe0fATOGRL1NKVfZXdVic2ViZqpl+2R4YdJeG1k9ThhACy9WG2UI+fSl6GLZJs0MyAXDl77Kvvm+pb+vvWC8nbsduAe2RLb1s+qybbIhsq+zG7jUvszJtNTJ5Yv51A9pJ2w4UEn+Vb5dAWNSZvtmc2WlY9th4FumUnlGTjigJUEToQZ38angNNKzysbJusIbwGS+WLmCu5O6qLviu2e0lLS9sIevPrD/rfqv7rI0uDTDX9JJ5yYAShvGM05H/lQ0YD1oa2qQbGRso2s0aR9lxV2OUzlCQzOnH+0MKvbv54Lbq9dRzo/NxspvyYHHTMXgwsi/rrl8tq2u56v9qiuqNqujrEGyt7xAyYPfQPZpEuYrrD+QUnxfJ2YTa15ti27Ha+ZnN2MRWVdIBjhFJUoSg/3o73fiXNmP0gHR+Mtey0TFIL10t7uyxqv3pwqlRqLBnjmhaKePrQ64ycoS4O/3FhVsM+lJm1hdZFJp6WsHbIlrXWmRYdlVhkj4Ms4hKw1g/x/uwN4X2LTSW81JyvvHtsLVuzK2xq9Oq4GmHKNwoH+fJKN7qlS0f8W42fjzFBX2M0JLsFrfYkloy2mUadBnk2IhW15OSj2hLW0dzhBlBXv8O/Ly61rneOFd1trMUsMyucKtwqSXntKcp5tQnsmjK66jvcvXO/t5G8k2f0zgWghjOWbQZlhlKWHvWidR6UTfNG0k4BZDDh0CBPl+8ZvnZ9wD0UfHarlyrJejO50imv6YjpoUn4am4rUzzO/uvROzL4pGe1ZcX9hil2OzY0teFVdfTmtBhDTIJ34eHhe/DewG3f3C9BrptNhnyvS5+qxgpZagsJ7Inv+jBK06u8bU3PREFwY0EkdCVRRcE2CFXw5cL1XhSzdBEzYSK8AefBMHDAYESf6A8pDkVdSawd6zQqmzoYidppsvnIefTqjsuQ/UJ/X+Fxw0cEgjU1RasltUWYlUr06xR3A+JzaBL60krh66F6wP3APS9Bji7szhuw2wBqY/oZCfWKFZpdavWML93RIBGiX6OxhLc1L5VX9X31REUB9I/j5KNvMvgyjrI64bThP2Bur5Eeat0YC9x7BJqLGijaDToUylqq5xv8TaPvcAFFEsUD1sRu1KVUxOSqNEVkDfOzg4pjWEMXEsXSPsGiULZPl8477MkrkUrs2nGKWxpIeoI6/3uu7SLPJ3D5Ep/DlnQ7xHvkqOSUtEjT+NPEg40DSFMrovcSjjIvIWEATc6ifSnL+rssSqe6f8ptWoHq+/vEfSZvDwDZ4nPDZgPxpFikbQROlBmD3QOV83CzjFNvUzby9uJu4X4AOU7DXTNL++saGrqaeip9CqgLGcvd/T8+4KCtoeli8ROdg8Qz8qP5A9ITzzOxg8yTxOPPw6WTVjLCgaDAGf5QHOabv9r0mqLqhZqCys+rQPxIjYOvWEEL8jfjChNxU83Tw5PGs7sDrxOic8jj0IPiw7tjS/KS8XoPy14KjImbekrt6p9qhyqpSvjLj6yOPg/vp0EQ4jFS0DM202zDelNx84zTj2Oso8Nj7XPkU72DYaKvgUV/tD35PIJ7mor8KrLaroq0mxq7qlyfHdFvaZClUaoyTwKysv0jH+NPY3PzooP8lCLkUtRqJFckDCNOsgCwnx6SrPR7zrsKiqM6lZqnyurbQZwdbRKOgt/UQPqhnCIaEmHizFLf4xXDcoPLVB70Z8SUxKsUekQm82DCIQCDDovc0AvLKxA6zRqVKra64qtUrAQM9G4S3y8wKbEOYYniDpJoAtJDIVOPE+skSKSMFLikyLSlpEWjrZJikNfu7D0lC+WrGqqsunhqfYqk2wyrkIyCnY8evn+8gJtBO7GLUeASPVKBIwdjcWP49G60yCUa9SUFFsTUpFOzVYH9gBt+FxyKa3oK5gqaandqlVrGaxwbsOyCjY4+fr9u3/1wgiEekZkSG0KuExbjqJQ75LLVE8VfNWZVVmUfJJtjs5JScIVOjJzV+69a9yqcmmvabwqEuuXrYOwJ3NNdjI4sfssvSx++4CEAjJEOAZFSZ3NBZA4ErhUWNWZFlzWeZWfVFURT0zHxtq/eLgcMl/uCmvPqlIp+CnK6q9r4q1dr/3yL7RYNwi5YztzfK9+C8D2gkyFjUkhjG6PLFH4FEMWTpcQl5xXY5Zx1E/SHg2nx2z/Z/iUsqRuiyvyKh7pQ+mmqhFrJKxG7mcw9bNMdgc4brmiOlN8+v30QCJBzoT6SB3Loc7KknyUb9aOV6JYEhhl18dW2VRTkICLQ4S9/hr3fPFx7V/q62m9qP8o5SkmabUqwOzBboYwPvDCcpqz+PWjt7J5N3tY/d3BXIbgysVOt1ITFQQXJRiZWYIaNJnlmb5Yr9b8E9JPfUjrQk67ubT6MC2s2aqIaVCpFOkP6UnqXStL7Jbtpu7Y8HMxQXLz8+f0kzZ/uAd6bf2fQUaGGgkmzGNQIxOe1ntYZ1lJWYiZhxllmJKWxBP4zuvJGUJHfCV1RfCtbOyqxKnnKRUo8qkkKZKq86w8bOOuLa5k7xNvwHBG8QayHPNdNUr3n3qqvuWDO8f9DN4QiRROF3kY5ppSmzzbA1sWGkQZfZbp04lPAgkFAZ+7aHXMMhYvAuyKqy6q9OqT63Jroyxg7P+tmi96r+FwnjDKMQeyRTLgc5D1L3cn+lq8xUFHBcyKIg7F0u7Vt1ei2XBaTBsSW19bSxrx2a2Xt1TTkJgMekYKf9Y57rSXcMauBOymaxHqruqh6wfrOOsBLHftPu1OriXuaO7u7xmvEG+1bvDwJfIlda14mzwLwVrHDo2u0vpWXViaWjsbARv/G5wbh5qFmXqWmNMUjsxJWYOGvdC4rnShMROvBy287IVsjOxh7BDskyyhrPqtKW4/Lv6ueS1+LaAtd24i7zZwrHJCdIE4cH7dw+oJRs5qEq8VUNfWGXaaZBqVWw7a3Jo3GMvXLpO3z8oKboV9/qz63jbe89+yF3EDMB+vpu82r5avZK7uLj+tuG0s7PysVGxy6+jr0KvhrNquc/GhNBs5qn9DhRZK0hEA1FYWg5gw2VvZ3VnMGZwYvFcJFZhTiBBoi59GVwFRfdE6KDa69GCygXIesXjxwzHKMTSw0DErcKCv8S5MLbAsu2yELSrt3G7LMTA0xzpkQLOGqYymES6USJby19VY/hkSmRPY2de4FhCTwVFezi2Jc8Sogb/74/kNNsb16zQHM1Hy73JssPJxSfDrL/bvU+8drf4tUu2sLmhvA7HHtOt4Sb0UxA1JaA6Y0nXVEdaWV/1YUxinmDxXYtWKU0AQBYxLBxfBsD1rOm23y/ZfdWf0PrOx807y9zEO7+lun22drOasMeueK8XsV+3b7+7zZ7hCPkAFTst9D6VTP1Uf1rqW5BbNln/VIxM10ONOBgnchRkAzv5Qe5258jhBNrz1AzWfNIZ0PXJt8WTwJu7RLnvtvazdrezvO7EYtSc588CixszNONF4VDDVmdajVqGWXdWuFGxSAQ/Py5JIIASMAcx/vX2wu5M53zgFdx5073K6sGjujC0GrDRryWwdbKNt67BDdW+66oI5SVaOA5FxE7vU/lV41SJUpFMHUWrO08x+iInFuMJi/0x9ovwkuda4A/Ysc/ixqu9N7gss1CwI68fsZi0LL21yg7i3PynGzI0gkSGTLFSNFQmUxxPZUidP041tygSHjURFQcpAd/8zPei7vHjuNd+ypbBQrnnsreuS63QrduxjLpQygzhsP40Gp0zm0JgS6dPA1LRUIdMvEUfPjgx0yeJHZMTaQe7/0X2Le8z6G7cxs1sw1W5CLQCr1iun68zs068EsvZ4Q4AixxmNvBC3klYTeNOvE2BSTBCGjl+LTkmMh4HFioO1QYm/PrxtuOi1U7HNrtts5+tuasLrVqy4LwXz7boZwuMKFM9/Uh7TuhOyUzWRxNCjDgwMLco4iCgG4MW6BA/CYj/uO8s3tPLFr9etUKwkK6Jr9SyD777z+XusA4wKoE9v0dsTTVQrE4oSgxDajxyNHIs4yeOIEIZGRGoBZf1e+IO0PC/JbTWrcep+am/rXi2RMb54GIBTCDCNiRFpEqUTWpMqUgtQnU72jJiLpUqPygiIjYaNQ79/GjoKNXVv5uxs6mdptWmxanCsnbEsN0jAQki7TdHRWdLgk1lTJxGDENUO3c1LjDiK9ooRSLxFnQHb+25103DD7R9qRCkBKP1pBys5rrN0uXyshQ6LyY/z0jXSyVMWUpMRq9BSD8SPRA9+ziMMxwqXBpCBL7n2MvXti2p0KJUoOeg3qWjsMDE3+FhBqol+jlqRiZMC02SSsNJ/0bKQ0FBTD8DPDY4IjBdJMINNPBx0Wy55qo/o/6e/57RomirPL6b2Y77rhgIMP89wUUlSQNJYEe/RtpEQEXJRQVGFkP4OSYrGBVm9pbVdLqTp3ydi5kFmUqdTaT6ssbMm+0LD7soCDYQQbVCB0UJRkpGBEUDRi5H2EjoRe1BBjZlH8EAid+hwbGsvKBlm+mYUJvTomGw9MZI5EcEEB+1LrY6NT9OQNZBokK3QzdHSUmiTV5N9knRQdsvBRjn9kTSXLdEpGCbrZe5l4Cch6XwtejND+usCTUe1C5wOE48yD0TPqJBPEVYSU9QR1KcU2dPGkdVNkca6fec0zu0UqO3mVaWLJaxmrqkVbS3y47oWgVaG24pbjIoOWM89D1HQpNIjkzyUORVP1dJU65JITvnIeD9BNe5uGKkVpmulC2Uf5eDneGoqLxs1mnwMgpTHBQq6y+DNfY62z9RRfNMsFIEWatbCV30WelRnUK7J8AFn99dvjmoY5t+lqmVJJg5nx2pjLrfzyro5f5REfccEyanKysyozkCQhFLPFRFWslf22J+Y1teZFNpP/Qh9PpZ1HC3l6MMmFeUYpN6lsicoaemtr/IIN7O8voADQ+OGKQfgiUZL405lkLnTJxXhF0eYfph+19XV1JHKy+bDTDl9cGJqlmdmJYalGOVKJmkoKGsfL1u0SXkNvXLBW4PtBgUICgpiTOOPD1I31MHW5phUmXeZuxkyl6VVPE/ex8M+oDWCLp7p2acEJiTlouYX51rpvqwor/Yz6zfqu0N+iYEnAy5E9EdcCjiNMdCvE+uWGdgeGQGZ/hmyWMmW/VLHjFXD6jq08o5tKukDZ11mfCYsZxxoqiqcraiw/vP/dxy6FXxtPj0/yEJ9xOUHt0tRDmuRlxUZFy9YoBlgGV0YwBeU1PKQM8jqgLN3qvD76+ApXafyp5qoLeitKcDsUC7mMda0KDZX+Ah56DvPfZF/ecGEhJiId4xoz/jSyJVTlx7YC9iwWFwXWFVxkfDMrAXh/rw3VfDLrOFqjClaaMepBCnjqoQsKa4gMKnyinVx9045WbtwPQE/VIGJg+YG0IpXTfQREhPwVYwXIJfSWARX25ZH1HaQrQtZBUs91rdVsl/ueKvIqpsqKqoQ6rfrhq0S7v6wYXKQdGc2Gjeo+M654TtQPUcAgUQACG2LZY8sUh2UqRZkF1rX/Ne/lwvWMRPRUPPLlMTJPRZ3mvKAbwotUmv0axqreaw8bVSubi/Bsh0zRLU9tdc3kzfw+Ql6lry7fjkBIQTCiXmNeRERE8rV2hahV2iXfxcWllNUoVEUDG+F90Aj+Rszg6+g7Rcr6itSq5jr0WxqLXivDPDu8g4zLnRKtTL1gjbcd815e/taPjjBmEXlyfON3pE+054VXVYYloQWoFXkVL9SdI8QCnvEpn8A+Xm0n3Hk8DhvBa5orhUuOe6e75Kw+XF4sm5y2zSWNLT09vXi97E5dbw1/2AD34eGTLyQjZMklNxV4dZeVl9V89TzkwaQSkvnhmW/wzqadj6y9TCCb7vuI+6prplvp/AbMKwxETGmMckzCzKtsz/zkXTkNxN5xb3ngilGaotPDobRk5Pt1NgViFXTVXuUZ1LbkIqMscapQLg69/WtMsAxFK+GroVuvW5TrxXvdnBQsVPxyTJcsvGzKjQftLb1oLek+li+Y8MCyFSMzxCLUpiUjBVpFVUVFBQ/kqZPoYtiRknAYjqDtp1zu/I3sLdwsTC98RPxSzKj8gmyvnIdsh/xr/G+cpE0AvYruZT9T0KCSBfNSlDoUuYUUxU+lWLVI9RREsRQHov+hv4BF3tPNww0jbJ98UNxU3G9sZcx8/Itchqx4zGD8VsxevFMsuA1u3hr/GMCF4iQTj9RnxRgVaKWB1auli1VO5MJUHsLbkWLQDv7HbekNb2z+3Ke8Z0xUbFZ8aXxITA7L2xvPS+lcKIyKLSzd+d82gMLSZbOTFGAFAPVqZY9VcLVatOzkKaNc8iAg0M9mnkxNa+zbLLKsv4ybDHYcWBw0i+LL1qu6u69rxXwUXOfN7l9RMWPjBFRKJSFll4XB5co1lVVFdJpDhoJHcJEPIk42DZzNLCzlbLrcnIx4fDWMAZu4+3ybXitkm7VMJj0YXo7wUZJmc9/E4fVwRbe1wYW2ZUA0r2ODglfQut+MDq5uKR2UvW49DQy4LDBrwwtT2xIq1jrEixK7pxyovmhgq7LT5FeVMaXOJdOF5QWqVR0ELhLMIWKgPj8WXke9xb12TTz896zEvD67sxs3awc675rnC0y8A51nr4Xx3RPFJPFlokX3BgCl+MVpRLTTmNJE0P//2E7zDoOd+f2RjPn8cgvXq0lazUp2+mW6lxslXFK+KwC4Yx0UiOWAhfxmH5YM1abk+bPhMo+xSjA7H5Ou555sHdxNHBw463DK95qaKjIKTTptO06s8l9nQk/UHiVVliumVoZgJgHVSRRWctnRwDC3L41u1g5M3aD83Tv1W0hqiNoJ6dyp3aokWv9cvC89wiJUUvWMphs2SbY8NdWFNhQjwuhBvmDvsBrvuv7+/mF9WRwzaxOqWXnhWdoZ6vp924ANgTBtQylUy4WvZg92CSW+ZQ9UTpMVkgIhd2DIr/gfc866DZmcW+s5WlZZwlmaKbY6OZtYDWkgX5Mt5OjV4aY8BidV1OVtxLxTnhK4QgXhPwCpD+vOzG05+6aqiRmqqUIZNilUCeSLMk2a0J0DTcTNtY+F1BXIFVuEgeOCUqVR/eGrES+AfM+sXke81KtYujkpjrlA2XTJ5ArwLTlv67LStNOlzvYWRgKFxAVKZI5j5KMzkq9yNUGD8HJvGC1Fy5S6TumCCTp5JUmBCnb8HE7XscBkAYUxZcX106WTlTEErrQOk3bzBVKhghWRIH+9fbw7zrpWyZFJTTki+Xp6NXvFjkpRVZOpVOGlfQWXtY31JgTaRGZEL6PFo2LTC2IcMIOeswyEeus5uolFWTfJbkocO43NnyBeosFUiMVSBZtFhQU/hOWUycSiVHYkSpOSUu9xWY9qrPzrGfnliV3ZEClcOclq8fzif5MyJqPOZMdVLKUVpPQkwFSlZILEbYRaVA5TdYJEgHxN9ev0GpmJzGlueWHZ1Zq57EpeghD/Ar3z4VSaVL40lGSVVHQUmrSrBKw0cLQtIz/Bve9/bUurQ3oqeZxJbUmEmhaLJqzjvwlxG8Ksc67kNpRrJGqUUNRwdKO08hURBO0EboNu8bOPcJ0BuzrqE9mpOYQZsKpOOzds1W7w4Omye4NKY7Tj35PQ1AlkOjRnFLRE0iTQFI3jwGJpwDB9wBvHOoCJ8Fm4Gc1qFkrWHBwd0g/IYVhCc9M5A4ZjzgPupC+kcZTpVRbVK1UKdJ3Dg1Huj40NLTtqWopaFDn6GgpadDtTjKbuciAiwVPSJ6K5sxmjWKOP09g0MAShBPYlFjUJ5L6T6IKMEGhOH7wn+vHKZColGi1KZTsLG/ftRM6vj+tRBjHKoksSkBLww1VTxkRC5LB1CHUsxPcEjZOXggd/1M2gXBpa5fpmejWKT7p9WwLr9X0hbkyfnqBoYSzBmYIZEnhS1YNT4/DUeTTThQIlBTTOpCDTAlFBbyvdAiuyKvAqm2ptanCq2ntnXEtdU/5ir2XgXoDroYJx+jJa0tqjcCQxVLzE8JU9BS3E/ASJo5aCIGAXjffMYttqKtTKrpqbOsc7IVvMfJ/Ncn59v0ev7EBswP0RbqHtsn0DSnP0tHdE7eUQpSJVCCSfA8qCbMCJLqm88Zvt2yAK6grJyu3LIeuuDCqc2v2Djll+/e+Oj9PAXBDp8ZiSXJMvc+XUhoThpSZ1I6UFdLk0BzLo8TEfLJ1kzC3bflscSuEa80smu3Dr8oyBPUOt2q5mvxyffH/ecFPRFaHQosrzh+QhFKw0/AUsFTFVEfTCBBSjAjGEf8/N+cylK9gbe/sxm0F7bYu0jBTMnMz4HWYdye4pvmluwS8B38xwpaHcMt5TrNRrpOQVPRVZpUy1GMSwI/1yzOEJDzldlPxwm9n7bTs0K0s7YNvHvBnMmy0L7X2d104Bbl6en48IL5PQSyE9QixTA0QWVKtVDjUzhV7lTnUHNJHj2IJ7MOcvOJ2dvHNbxitgi0MrWkt4y76L/ixQPMnNDB01fXa9qm3gLly+8t/FwNRh+wMplAakuVUVhVKVdKV5xUTE5+Ql4x5hZx+y3jt86FwS64i7RAs66zEbdDvKXA/8UvygfPW9F+1SvaseCu6MP1vgUoFwwsLj/hSxBVCFqKXBNdwFtHWLdPeD/aK1wSCvj44f/O9cICvE63yrdLuD65fLwovW6/2sDLwLvCO8WYyUrQYdii5oD77RB5KGo8k0vLU7ZZQlwsXb9ZCFUxS0I+Gyf+DRHx29njyLy/m7lKt8G2gLldvNu/r8E+w1zEjcLWwB7CrsToy1LUrOOy+O8ROSsjQ+JQWFnYXlNiWWPvYONcIlO/Q68tTxYe+u3fP8xCxD682bnTuai8Er2IvQbAkb8SvZ69Pb/ywMrCK8qK1rvp/QZcId077EwdWP1f8WNZZX9krGCIWONHNTVHHR4FIusJ16rJJr+nvMy9m759vhy8R77tvCO6c7iUunq4ib2bxw/a8O8YDEApVUP4UcherGR1Z+dmXmPpXmhTLkQFMUMXufzt53LWmMyUxLvCyb/Fvui89LpEts2yx69drsau77A5tt/DsdhV+X8eMT0QUdVetmf1a7FsWmtGZu9d4lEOP6AmEgmD8njiRdj9zvXFu79/vWW7L7d/scmqRqWIowKnMa2MudbIHOi0ChAwvEu8XddkHmnDaMVnjWGlVspFUDCxFbUEqvJV5cTZg9O8zknM9Mbxwai4/rGrrD6qmqgOq0SymsDz1ob54CA2QiRXnGSxanpsp2qOZhheZkyXNXkZpv4P7f/i6dqO2DLPz8jKwgi/aLZVrO2lbqJXoNakGbE3wsfflwerMGlKllzSZXNqv2pQZ1pdYE+yPaQpWhZnBQ359+yz5nniG9krzz/BdbQ1qtiixZ+en4ilL7KaxrDqIxRmOXZSFmEWaFlpkWdBYH5V20KELn0ZsAbu+BnsN+Ug3IHSpcRhuNasj6GmmjGYpZcYnyqrHcW96gIWSzyJVTZgK2aTZupgC1rGSlg3zSO0EdgJuv6U9L/snd6K0PK+27DDpOWb6JdpmByeo6wPxx7vYRv3PupWkGJyZu5lTWDkVmlJsjkGK14bChK4BGv3AOv51nbDLbHpomWZ05PxkpuWIp+8slXXlQJPKQpGKVgbYD5gm1rLUhdENDcJL6AlHhlwEZMFe/yI5/DTk73HqQyg+Zw4nSilRbPX0Afy8Bv7PgJTM1ttXCNZrFFRR5hAvTdfLYolmBsuEYMDAe0H0hG6hKexnLaWxZaBm/Kk6Lvt4t8MTTFNSDRVy1c3VZhSSEk3P2c4uzIWL5ckURmECaTszNG0upGnoZ2ymH6Zgp5Uq9rEr+tCFAM1cEdjUetTe1N6UNhKvkTMQIM88jnEMbgg7gjB5yzJQbKlojScNZrMnUWofLwW3r0HmiigPv1KR0/oTMlIK0OfP0E8KT6AO+MzTCKgDQTwI9AbtrGmiZ6KnFmfG6kIuszZqv46IKk3WEGZRYNEjEOMQfxAREDeP7M7gjdOK2wWvfMB0tK1aagbocyfJ6Ibq7q9xdvM/sgcCTAoO24/tEIZQjJDdUP3QsRCYkJUO+MrjQ2+6TvG2rGmp9OikKHEpjKyycdC6AcJfSDKLQ02bTp7OXs6vjx3QDdDI0W/Qn86HiihCrLkrcUysEWnLKRjpiytkrrR0unx0wziIcoskDF3NLs2/zprP+JDSUnTSQpHYztIIykCetqPvLOtmqZVpTeoc7BiwLTXD/SaDMMdfCcVLFUvYDT5OVlBskYaSiFJQkOANcMZTPUz0965iK1iqAeo86s6tejGq92E9U0I3xW8Hy0nzCocMzI6AEM1SZBMNky5RP4zGhpj9OHRP7qVruWquqqrr0q6JcrO3unzOgRCDv4TixywJeouoDlAQ9RJmUwbTLVFlzU+GZfzvdBuuq6vmKz5rPmxX7vnyaTbDvEi/0UKuxFiHP8l/zCzPNtGPUzZT7RPS0q4PFIkOADH2lrBiLMgrmysr6/rtsTBwc+n4B3wSv2BCNkTlxxGJrAzDEGjSetOaFAGTi9FADOjFSTwCs/xu+SxGa4+reywd7mDxrTUhuTF7zT4LwHnDN0YcyUNM55BLkvlUBhTGVGXSd45ox5W+jfXDsF3tEOwpK+yshW6bsRY0FHcquR47EfzFfzoCPQYhyn+OcVG504XU5lSO04bRNUvzhE67vXQQ7+atkGzgLRQuFW+7sYR0JLXN97A41fsUvUYA1EVpSk+PLhJm1FbVf9UnFGiSBg3JBqu9yTYbcQOuby0VrRPt1i8D8MVylHQFdc13THjmuxB+KAK4R/VMo5DXE0RU2lVR1RRT41DUC0sDynuh9Ikwsm5NbZUtm24pb3Cw33Jq85K047X3t3r5APxHwQiGRAvpEEKTVBTq1XbVQRT6EoiO1IiRQMe5nzRO8RmvbS6droUvnDCnsY4yrjMrc5+0qHW4t4O653+AhSdK3A/Ek3UU8tXaVjyVbxObkLBLBEQsvBu2K7HVb9xu8O69rs9v8jB3cQRx+jIp8ljy1rQEdrS6Gj/cRfsL8JCHU9mVpBZqlkZV+dPoERAL3EUNvhb4CfQ4sbswWbAf8FVw4nE8MTExLbDvMKGwkTF5Mlm1UXmsv56GJUya0XLUS1XHFqGWWdXNVCuRPcwihlV/GnoatfxzWHHrMXAxVXGtMWzxQvDdsCnvkm+tcCxxH/O3Nsd8toNLSnpPxJOHFZPWvJbNVuNV+VP10PMMDwYJwAM7QvcytFqzHLJGcfwxavEC8FCvnK7u7i9t9+4n7zqxDbSheeeACQcMDbARupRNFjEWp9a/VeOUm1IzDkKJ5sSYfxs64Hgv9c20SXP28whym3EGcIFvla6D7kMujO7ib/EyCLZKe8TCu0lNj3ETDlVyFriXIxc4FmNU69JAzykKP4VPwIW8ADlWNvd2KzVf9G5zB/JMcTxwPy6DLhRtZy0Mrbiu6rFTdUq7I8J0yWmO+RLrVPfWKJa61iVVXpPBEWLNssidhKDAcfzbuon4j/aBdbk0jLNX8f0v4e5wLTAsVyxcLFYtK+6/MUd1ynxnBJ0LK8/Mk3WU+lXq1ioV89T50uaQIQzMyG9E0QDGPkr8D7qXOOQ4LnbwNW1yifFB7wjtpGxrK9RroWvNbViwX3R8Oq2Cn8oRz1jSn9S+FVxVolVzlHTS2RAljI1JpIVqgeC+n7yEe285PzerNf/zTfH3MC1u/yzga9hr2Kw+rTAvVnMT98s+W4ZPDNDQmxMyVF3U3xSF1CoS3RELDrILFcdiA7qBBX+l/f77pbmG97j1U3OJsdZv/u3trNssbKwtLMPuj3FA9V669YJoiMSORVFFksgTf5MoEtjSU1BhTi/LbUkIRumEVcKDga3+hX0ZOsV4JHVqsp2wgi7mLTzsjG06LbxvKXIE9qU8mESLCv4OnJDbEmbS4pKWEiERDE9djShK2Qj+xY+DjAKnwSN/FbyCOu03+jRscluw5C837q5u6W+KMRB0MvkRf3tFfUq2DfHPlJC9kNNQ8xAYzv8NIAuPifgIh0efhh7EX4KQwLp9PLl89cxynzCS7yQuaC4pbqLwNvMleCv+T4S0Sc9NdM9aUH/QIU+pji9NGMuFSd1IbkaTxZKEmMKZAV/9sXnI9nXzBjEOL5fu+C7J7wnwWXKMdz08uALmh8OLJwzhzcdOUE4cjMAMAYrBCZaJfEfrht3Eu8KwwGM8JbgJNIRxmPAfb3ovHe+ycLty/XbTPXjDmsjNjA8NzI5zDhgNm4yDi0BKBEktCBBHhEa9BOxC7D/pfAJ4jDTI8nDwqjAKsEDxPnJgtTW5Mn8IxMMJNAtrTDNMakxljAWL/gr9yodKgAnMSacIREXWgg79dHhs9JqyJfEp8JDw5XHLM8O3ZLzwwh1HLcm5iwTMCwv/i2mKwMp8CeaJ/AmRCQ+H0kYOwrM+VvmYtfLzFPHVMYPx7fJ4dEx3o/wagRVFpYgziRPJZcmgiUdJvklICaYJp8mvyPLHRkQe//c6ZfZt8/KydTHTMhby5nTdOG/9JsHaRbCHnMjlSWrJgUmnSSXJQ8nVybSJfIiWhs9Dkf63eWN12/PS8wby7HMHdIj3GHs6v9RDyYaER7yITkiVyP/JC8nICqmKxQrYyl0I0wYEAMo7bvb49DHzHvL/swF0Y/ZGOn++csJjxS5GPUcRB70H1AiYCQlJ7InGCdFJM4b4Qz1+O3kvdaszzHNa82K0MzWXeG07wX+CgpGETEXQhqgHGEfiSNmJgYpgClkJ4ggcRNM/S7ontj30UvOc8570IzVu94+7u77EAnKEMIVMBjCGyYfRiPwJS4poimaJvkgphLk/L/orNrb0+TQnNCJ0yHZNOT28tf+oAfyDMMQ0RQIGHYduyLBJn8peCpZJuIdoA/x+mbn79lT1BfSwdLk14PfPOgy8078fQPVBoALZhERF7UeCiZbKtQrriolJt8aqwYl8cbfatYA09TSidX12kDjtu3998r/HgXuCLoPRxaTHgcmsiqWLCIsTyglHzcNBPdT49DYntMg0zvVktmE4Ybqw/K3+hgAugZsDIkTrhzQJOgpaiyALJApdiHbEIL6WecH23vVj9T/1QzaiuCP6MnwEPbe++UBXgiXEJsaWSLrKGQsZy3DKgYkBRa7AJjr+N7n19fVPtaS2cDepOVd66XvivRX+hEBqgw4Fw4hCig0LEQtdivCJCEXOQHB7MXe+deo1UbWl9nS3obkdOnK7s3zqfhM/0AJShRnIGIo6SzYLWMsKCcJHKEJEfVJ5Mrb3NfR18LZEd6Y4xfoGus57nfxLfjfAvIPKR2SJggsNy7QLUAroCOEFM3/V+yC4J/b+tkY2x7dUeET5TDoIOv/7fbyw/vJCAQYTyMqKrgtXS7kLFwndBsrCG7zP+Sv3GvZndn92t7dC+FP5CfmCOhW61jxYvrBCPQXyCNDKhEttC1OK7olxxk6Bwzz9eUH33zcTNyg3UffYeEn4yjlKudn6r3wEPtcCsoZ9SQNK9Et6y2gK9gldxr+CPv2XOmK4aLdttze3ZXfkeFj4oHiAeTT5o/suvbZBS8VdSETKcgswC20LOoozCA0Ep4AbvGg53Ti9d8h3xvgIOBu4F7gTOBy4djjqOra9oAGHhhKI0Yp9ys+LHIqdSWyG88MuPtL7yLoNeRN4iDiqOLo4iziGuH53yXhu+Ow6sz2vAZcFrAiLSnzK/4rmCrNJlgfNBNMBav3Re6i6YznQOcP5y3mquWq5BzjZ+Jy49XnaO/i/CINVhomI8MnzSkMKjMoIiTUG7AP5AGg9ibvEOtq6Kfm6uR549DhXeC83pfe3N+D43nsgfqKCokY7CHpJicpOCm/J/MiURvqEEkFLvsL8/jtreuL6onqAeli5qPjO+FY4FvghuIp5+Hvof1RDeoZjCHaJVwnMidaJekhmxstE4sJMwD592vzA/DS7Rfrqeim5djiROEM4M7fCOKp5rHuOfvgCTEX7h4zIwUl3SSEI7AgRxs7FKcLYQPh/GD4dvU68x3xKO5n6j7my+KG4N/fGeAM4p3mFfDs/NIL0BfMHhYilCO3IyUiXh+nGgUUZAxKBa3/Afsm99j0DPFY7pvqz+bF44HhduCD4E7iZeYG7WH4DwaVEZEZLx46IFkgMh89HZwZvhSpD/wJlwRZAD39uvoF+Bz00O8/62vnruQw44/i0OIx5DLoWu8t+q0GVhEbGBMc+R2AHqId2xt5GHEUkg9DCgkGtwK0/3D9T/pu96nyCO4s6vfm0eS7437jwuRw5/Xs0fURARQMGxTzGEgbEBwGHL8aVhgJFV4RfA3UCfUG+QMYAUf+LftE91vyk+0i6qrnQObI5VPmJOii68PxbvvaBMkNxBPcFkAYiRj9F4YWJxRcEbUNzwmVBo4ENQLM/9v8LvkU9Xjxk+2L6mXoa+dW5zvoIOrJ7XbzYfy8BW8NhBLyFOkV3BXZFBIT7xCbDrEL+ggHB+sEdwNeAsP/3vvh95Tzf++J7Mjqs+lS6QHqzuuJ7hb0MvzTBG0LUxAtEz0UexT1E6wSoxBGDk0M+wn6B7MG1AT7AmEANP0R+T71XPE+7kfsc+t66zfswe3N8Ir1Zf0rBYcLUA8gEfAR7hFFER8QPg6VDNgKIwk5CG0HHAbJA+8ACf3k+Ab0+/Dz7mDt7ewd7RLu3u8589n5GQAUBicLJw7UD9wPvw/cDoUNkwzZCpoJ+QcEB+cGOgXnAqX/TfuB98bzWPGv79ru3u6N7+/wzvMH+Bf+pAQcCYsLGw2aDYMNugzzCwwLgAknCdAI0AfpBnsFzAOhAKf8xPgG9X3y//Bk8IbwAPF/8vj0U/nP/ucDTQihCqoLVwxIDBMMZgvRCmcK2Qm9Cf0IjQc5BRQCUf67+Qf2nfMW8nXxavHe8dby4/T2+PL9xgJvBtoISQrFCtMKjAqfCYcJbAlXCQoJbgiRB9EFqQI5/9b6Kve49IHz6fLi8oXz6/RJ9wD7tP8dBBcHYQgtCTgJKgm9CKsIoAhMCFAIkgjyB9AGTwRkAYD8uPhd9rT0NvQr9Gv0pfVv9yP7JP8HA8IFEAcACHoIWghkCBEIIQg/CFsICQgIB8AFIANT/5j7bfhr9qL1UvWP9S72kfcv+sf9vwCtA2UFXgbHBvAGIgcnBxMHnwfDB3MH5QaiBSoDrf8G/F75bvei9mj2dvY095X4rvqw/VUAuAKAA1kEGQUSBY4FBAY4BpUGywa+BsUFGARWAaH9i/qZ+Lv3aPeL9zT4cPm8+5j+KwEEAx8E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`}],r={jab:{from:520,to:1500,duration:.09},straight:{from:420,to:1150,duration:.12},hook:{from:300,to:880,duration:.14},uppercut:{from:240,to:820,duration:.15}},i=class{settings;context=null;master=null;noiseBuffer=null;injuryBuffers=new Map;crowdGain=null;unlocked=!1;unlockPromise=null;crowdStarted=!1;destroyed=!1;timers=new Set;lastBreathTick=-300;lastHeartbeatTick=-300;unlockListener=()=>{this.unlock().catch(()=>void 0)};visibility=()=>{let e=this.context;if(e===null)return;let t=document.hidden?e.suspend():this.unlocked?e.resume():null;t!==null&&t.catch(()=>void 0)};constructor(e){this.settings=e,window.addEventListener(`pointerdown`,this.unlockListener),window.addEventListener(`keydown`,this.unlockListener),document.addEventListener(`visibilitychange`,this.visibility)}unlock(){return this.destroyed||this.unlocked?Promise.resolve():(this.unlockPromise===null&&(this.unlockPromise=this.performUnlock().finally(()=>{this.unlockPromise=null})),this.unlockPromise)}async performUnlock(){let e=this.context;if(e===null){e=new AudioContext;let t=e.createGain();t.gain.value=Math.min(.8,Math.max(0,this.settings().volume)),t.connect(e.destination),this.context=e,this.master=t}if(e.state===`suspended`&&await e.resume(),this.destroyed||this.context!==e)return;let t=await this.decodeInjuryBuffers(e);this.destroyed||this.context!==e||(this.injuryBuffers=t,this.unlocked=!0,window.removeEventListener(`pointerdown`,this.unlockListener),window.removeEventListener(`keydown`,this.unlockListener),this.crowdStarted||(this.crowdStarted=!0,this.crowdBed()))}setVolume(){this.master!==null&&(this.master.gain.value=Math.min(.8,Math.max(0,this.settings().volume)))}event(e){if(this.unlocked)switch(e.kind){case`punch_start`:{let t=r[e.detail.split(`:`)[1]??`jab`]??r.jab;this.noise({duration:t.duration,frequency:t.from,sweepTo:t.to,gain:.1,type:`bandpass`,q:1.2});break}case`whiff`:this.noise({duration:.11,frequency:850,sweepTo:320,gain:.07,type:`bandpass`,q:1.1});break;case`hit`:case`counter_hit`:{let t=e.detail.endsWith(`body`),n=Math.min(.34,.16+e.amount/1400)*(e.kind===`counter_hit`?1.3:1);this.tone({from:t?120:150,to:42,duration:.13,type:`sine`,gain:n}),this.noise({duration:.06,frequency:t?420:1650,gain:n*.85,type:`bandpass`,q:.9}),this.noise({duration:.16,frequency:t?190:300,gain:n*.6}),e.kind===`counter_hit`&&this.crowdSwell(.5);break}case`block`:this.noise({duration:.05,frequency:900,gain:.15,type:`bandpass`,q:1.4}),this.tone({from:170,to:120,duration:.05,type:`triangle`,gain:.06});break;case`perfect_block`:this.noise({duration:.05,frequency:1450,gain:.16,type:`bandpass`,q:1.6}),this.tone({from:260,to:200,duration:.06,type:`triangle`,gain:.07});break;case`guard_break`:this.noise({duration:.18,frequency:520,gain:.24}),this.tone({from:230,to:78,duration:.2,type:`sawtooth`,gain:.1}),this.crowdSwell(.4);break;case`stun`:this.tone({from:96,to:74,duration:.22,type:`sine`,gain:.1});break;case`knockdown`:this.tone({from:68,to:32,duration:.34,type:`sine`,gain:.3}),this.noise({duration:.22,frequency:260,gain:.26}),this.crowdSwell(1);break;case`bell`:{let t=e.detail===`round_start`?3:1;for(let e=0;e.55&&e-this.lastBreathTick>=75&&(this.lastBreathTick=e,this.noise({duration:.18,frequency:420,gain:.045+i*.04})),(i>.72||r>500)&&e-this.lastHeartbeatTick>=24&&(this.lastHeartbeatTick=e,this.tone({from:52,duration:.09,type:`sine`,gain:.055}))}result(e){if(!this.unlocked)return;this.crowdSwell(1),this.tone({from:e.winner_id===null?280:520,duration:.45,type:`triangle`,gain:.18});let t=window.setTimeout(()=>{this.timers.delete(t),this.tone({from:650,duration:.5,type:`triangle`,gain:.14})},160);this.timers.add(t)}injury(e){let t=this.context,n=this.master,r=this.injuryBuffers.get(e),i=this.settings();if(!this.unlocked||t===null||n===null||r===void 0||i.blood!==`full`||i.reducedMotion)return;let a=t.createBufferSource(),o=t.createGain();a.buffer=r,o.gain.value=.16,a.connect(o).connect(n),a.start()}async decodeInjuryBuffers(e){let t=await Promise.all(n.map(async t=>{let n=atob(t.wav),r=new Uint8Array(n.length);for(let e=0;evoid 0)}},a=class extends 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t=u(e,`fighter`);d(t,`player_id.x.y.facing.velocity_x.velocity_y.stance.defense.stamina.maximum_stamina.conditioning.guard.poise.trauma.knockdowns.warnings.deductions.stunned_ticks.is_downed.action.action_hand.action_target.action_power.action_id.action_key.action_start_tick.action_startup_ticks.action_active_ticks.action_recovery_ticks.action_contact_tick.queued_actions.clinch_startup_ticks.clinch_ticks.is_foul_recovery_target.taunt_ticks.get_up_prompt.get_up_meter.get_up_required.get_up_count.get_up_window_start_tick.get_up_window_end_tick`.split(`.`));let n=t.action===null?null:g(t.action,y,`action`),r=t.action_hand===null?null:g(t.action_hand,v,`action hand`),i=t.action_target===null?null:g(t.action_target,b,`action target`),o=t.action_power===null?null:g(t.action_power,x,`action power`);if([n,r,i,o].some(e=>e===null)&&[n,r,i,o].some(e=>e!==null))throw new a(`partial punch action`);let 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isCUID2(){return!!this._def.checks.find(e=>e.kind===`cuid2`)}get isULID(){return!!this._def.checks.find(e=>e.kind===`ulid`)}get isIP(){return!!this._def.checks.find(e=>e.kind===`ip`)}get isBase64(){return!!this._def.checks.find(e=>e.kind===`base64`)}get minLength(){let e=null;for(let t of this._def.checks)t.kind===`min`&&(e===null||t.value>e)&&(e=t.value);return e}get maxLength(){let e=null;for(let t of this._def.checks)t.kind===`max`&&(e===null||t.valuenew ut({checks:[],typeName:en.ZodString,coerce:e?.coerce??!1,...We(e)});function dt(e,t){let n=(e.toString().split(`.`)[1]||``).length,r=(t.toString().split(`.`)[1]||``).length,i=n>r?n:r;return parseInt(e.toFixed(i).replace(`.`,``))%parseInt(t.toFixed(i).replace(`.`,``))/10**i}var ft=class e extends Ge{constructor(){super(...arguments),this.min=this.gte,this.max=this.lte,this.step=this.multipleOf}_parse(e){if(this._def.coerce&&(e.data=Number(e.data)),this._getType(e)!==P.number){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.number,received:t.parsedType}),z}let t,n=new je;for(let r of this._def.checks)r.kind===`int`?N.isInteger(e.data)||(t=this._getOrReturnCtx(e,t),R(t,{code:F.invalid_type,expected:`integer`,received:`float`,message:r.message}),n.dirty()):r.kind===`min`?(r.inclusive?e.datar.value:e.data>=r.value)&&(t=this._getOrReturnCtx(e,t),R(t,{code:F.too_big,maximum:r.value,type:`number`,inclusive:r.inclusive,exact:!1,message:r.message}),n.dirty()):r.kind===`multipleOf`?dt(e.data,r.value)!==0&&(t=this._getOrReturnCtx(e,t),R(t,{code:F.not_multiple_of,multipleOf:r.value,message:r.message}),n.dirty()):r.kind===`finite`?Number.isFinite(e.data)||(t=this._getOrReturnCtx(e,t),R(t,{code:F.not_finite,message:r.message}),n.dirty()):N.assertNever(r);return{status:n.value,value:e.data}}gte(e,t){return this.setLimit(`min`,e,!0,B.toString(t))}gt(e,t){return this.setLimit(`min`,e,!1,B.toString(t))}lte(e,t){return this.setLimit(`max`,e,!0,B.toString(t))}lt(e,t){return this.setLimit(`max`,e,!1,B.toString(t))}setLimit(t,n,r,i){return new e({...this._def,checks:[...this._def.checks,{kind:t,value:n,inclusive:r,message:B.toString(i)}]})}_addCheck(t){return new e({...this._def,checks:[...this._def.checks,t]})}int(e){return this._addCheck({kind:`int`,message:B.toString(e)})}positive(e){return this._addCheck({kind:`min`,value:0,inclusive:!1,message:B.toString(e)})}negative(e){return this._addCheck({kind:`max`,value:0,inclusive:!1,message:B.toString(e)})}nonpositive(e){return this._addCheck({kind:`max`,value:0,inclusive:!0,message:B.toString(e)})}nonnegative(e){return this._addCheck({kind:`min`,value:0,inclusive:!0,message:B.toString(e)})}multipleOf(e,t){return this._addCheck({kind:`multipleOf`,value:e,message:B.toString(t)})}finite(e){return this._addCheck({kind:`finite`,message:B.toString(e)})}safe(e){return this._addCheck({kind:`min`,inclusive:!0,value:-(2**53-1),message:B.toString(e)})._addCheck({kind:`max`,inclusive:!0,value:2**53-1,message:B.toString(e)})}get minValue(){let e=null;for(let t of this._def.checks)t.kind===`min`&&(e===null||t.value>e)&&(e=t.value);return e}get maxValue(){let e=null;for(let t of this._def.checks)t.kind===`max`&&(e===null||t.valuee.kind===`int`||e.kind===`multipleOf`&&N.isInteger(e.value))}get isFinite(){let e=null,t=null;for(let n of this._def.checks)if(n.kind===`finite`||n.kind===`int`||n.kind===`multipleOf`)return!0;else n.kind===`min`?(t===null||n.value>t)&&(t=n.value):n.kind===`max`&&(e===null||n.valuenew ft({checks:[],typeName:en.ZodNumber,coerce:e?.coerce||!1,...We(e)});var pt=class e extends Ge{constructor(){super(...arguments),this.min=this.gte,this.max=this.lte}_parse(e){if(this._def.coerce&&(e.data=BigInt(e.data)),this._getType(e)!==P.bigint){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.bigint,received:t.parsedType}),z}let t,n=new je;for(let r of this._def.checks)r.kind===`min`?(r.inclusive?e.datar.value:e.data>=r.value)&&(t=this._getOrReturnCtx(e,t),R(t,{code:F.too_big,type:`bigint`,maximum:r.value,inclusive:r.inclusive,message:r.message}),n.dirty()):r.kind===`multipleOf`?e.data%r.value!==BigInt(0)&&(t=this._getOrReturnCtx(e,t),R(t,{code:F.not_multiple_of,multipleOf:r.value,message:r.message}),n.dirty()):N.assertNever(r);return{status:n.value,value:e.data}}gte(e,t){return this.setLimit(`min`,e,!0,B.toString(t))}gt(e,t){return this.setLimit(`min`,e,!1,B.toString(t))}lte(e,t){return this.setLimit(`max`,e,!0,B.toString(t))}lt(e,t){return this.setLimit(`max`,e,!1,B.toString(t))}setLimit(t,n,r,i){return new e({...this._def,checks:[...this._def.checks,{kind:t,value:n,inclusive:r,message:B.toString(i)}]})}_addCheck(t){return new e({...this._def,checks:[...this._def.checks,t]})}positive(e){return this._addCheck({kind:`min`,value:BigInt(0),inclusive:!1,message:B.toString(e)})}negative(e){return this._addCheck({kind:`max`,value:BigInt(0),inclusive:!1,message:B.toString(e)})}nonpositive(e){return this._addCheck({kind:`max`,value:BigInt(0),inclusive:!0,message:B.toString(e)})}nonnegative(e){return this._addCheck({kind:`min`,value:BigInt(0),inclusive:!0,message:B.toString(e)})}multipleOf(e,t){return this._addCheck({kind:`multipleOf`,value:e,message:B.toString(t)})}get minValue(){let e=null;for(let t of this._def.checks)t.kind===`min`&&(e===null||t.value>e)&&(e=t.value);return e}get maxValue(){let e=null;for(let t of this._def.checks)t.kind===`max`&&(e===null||t.valuenew pt({checks:[],typeName:en.ZodBigInt,coerce:e?.coerce??!1,...We(e)});var mt=class extends Ge{_parse(e){if(this._def.coerce&&(e.data=!!e.data),this._getType(e)!==P.boolean){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.boolean,received:t.parsedType}),z}return Ne(e.data)}};mt.create=e=>new mt({typeName:en.ZodBoolean,coerce:e?.coerce||!1,...We(e)});var ht=class e extends Ge{_parse(e){if(this._def.coerce&&(e.data=new Date(e.data)),this._getType(e)!==P.date){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.date,received:t.parsedType}),z}if(isNaN(e.data.getTime()))return R(this._getOrReturnCtx(e),{code:F.invalid_date}),z;let t=new je,n;for(let r of this._def.checks)r.kind===`min`?e.data.getTime()r.value&&(n=this._getOrReturnCtx(e,n),R(n,{code:F.too_big,message:r.message,inclusive:!0,exact:!1,maximum:r.value,type:`date`}),t.dirty()):N.assertNever(r);return{status:t.value,value:new Date(e.data.getTime())}}_addCheck(t){return new e({...this._def,checks:[...this._def.checks,t]})}min(e,t){return this._addCheck({kind:`min`,value:e.getTime(),message:B.toString(t)})}max(e,t){return this._addCheck({kind:`max`,value:e.getTime(),message:B.toString(t)})}get minDate(){let e=null;for(let t of this._def.checks)t.kind===`min`&&(e===null||t.value>e)&&(e=t.value);return e==null?null:new Date(e)}get maxDate(){let e=null;for(let t of this._def.checks)t.kind===`max`&&(e===null||t.valuenew ht({checks:[],coerce:e?.coerce||!1,typeName:en.ZodDate,...We(e)});var gt=class extends Ge{_parse(e){if(this._getType(e)!==P.symbol){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.symbol,received:t.parsedType}),z}return Ne(e.data)}};gt.create=e=>new gt({typeName:en.ZodSymbol,...We(e)});var _t=class extends Ge{_parse(e){if(this._getType(e)!==P.undefined){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.undefined,received:t.parsedType}),z}return Ne(e.data)}};_t.create=e=>new _t({typeName:en.ZodUndefined,...We(e)});var vt=class extends Ge{_parse(e){if(this._getType(e)!==P.null){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.null,received:t.parsedType}),z}return Ne(e.data)}};vt.create=e=>new vt({typeName:en.ZodNull,...We(e)});var yt=class extends Ge{constructor(){super(...arguments),this._any=!0}_parse(e){return Ne(e.data)}};yt.create=e=>new yt({typeName:en.ZodAny,...We(e)});var bt=class extends Ge{constructor(){super(...arguments),this._unknown=!0}_parse(e){return Ne(e.data)}};bt.create=e=>new bt({typeName:en.ZodUnknown,...We(e)});var xt=class extends Ge{_parse(e){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.never,received:t.parsedType}),z}};xt.create=e=>new xt({typeName:en.ZodNever,...We(e)});var St=class extends Ge{_parse(e){if(this._getType(e)!==P.undefined){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.void,received:t.parsedType}),z}return Ne(e.data)}};St.create=e=>new St({typeName:en.ZodVoid,...We(e)});var Ct=class e extends Ge{_parse(e){let{ctx:t,status:n}=this._processInputParams(e),r=this._def;if(t.parsedType!==P.array)return R(t,{code:F.invalid_type,expected:P.array,received:t.parsedType}),z;if(r.exactLength!==null){let e=t.data.length>r.exactLength.value,i=t.data.lengthr.maxLength.value&&(R(t,{code:F.too_big,maximum:r.maxLength.value,type:`array`,inclusive:!0,exact:!1,message:r.maxLength.message}),n.dirty()),t.common.async)return Promise.all([...t.data].map((e,n)=>r.type._parseAsync(new He(t,e,t.path,n)))).then(e=>je.mergeArray(n,e));let i=[...t.data].map((e,n)=>r.type._parseSync(new He(t,e,t.path,n)));return je.mergeArray(n,i)}get element(){return this._def.type}min(t,n){return new e({...this._def,minLength:{value:t,message:B.toString(n)}})}max(t,n){return new e({...this._def,maxLength:{value:t,message:B.toString(n)}})}length(t,n){return new e({...this._def,exactLength:{value:t,message:B.toString(n)}})}nonempty(e){return this.min(1,e)}};Ct.create=(e,t)=>new Ct({type:e,minLength:null,maxLength:null,exactLength:null,typeName:en.ZodArray,...We(t)});function wt(e){if(e instanceof Tt){let t={};for(let n in e.shape){let r=e.shape[n];t[n]=Ut.create(wt(r))}return new Tt({...e._def,shape:()=>t})}else if(e instanceof Ct)return new Ct({...e._def,type:wt(e.element)});else if(e instanceof Ut)return Ut.create(wt(e.unwrap()));else if(e instanceof Wt)return Wt.create(wt(e.unwrap()));else if(e instanceof jt)return jt.create(e.items.map(e=>wt(e)));else return e}var Tt=class e extends Ge{constructor(){super(...arguments),this._cached=null,this.nonstrict=this.passthrough,this.augment=this.extend}_getCached(){if(this._cached!==null)return this._cached;let e=this._def.shape(),t=N.objectKeys(e);return this._cached={shape:e,keys:t}}_parse(e){if(this._getType(e)!==P.object){let t=this._getOrReturnCtx(e);return R(t,{code:F.invalid_type,expected:P.object,received:t.parsedType}),z}let{status:t,ctx:n}=this._processInputParams(e),{shape:r,keys:i}=this._getCached(),a=[];if(!(this._def.catchall instanceof xt&&this._def.unknownKeys===`strip`))for(let e in n.data)i.includes(e)||a.push(e);let o=[];for(let e of i){let t=r[e],i=n.data[e];o.push({key:{status:`valid`,value:e},value:t._parse(new He(n,i,n.path,e)),alwaysSet:e in n.data})}if(this._def.catchall instanceof xt){let e=this._def.unknownKeys;if(e===`passthrough`)for(let e of a)o.push({key:{status:`valid`,value:e},value:{status:`valid`,value:n.data[e]}});else if(e===`strict`)a.length>0&&(R(n,{code:F.unrecognized_keys,keys:a}),t.dirty());else if(e!==`strip`)throw Error(`Internal ZodObject error: invalid unknownKeys value.`)}else{let e=this._def.catchall;for(let t of a){let r=n.data[t];o.push({key:{status:`valid`,value:t},value:e._parse(new He(n,r,n.path,t)),alwaysSet:t in n.data})}}return n.common.async?Promise.resolve().then(async()=>{let e=[];for(let t of o){let n=await t.key,r=await t.value;e.push({key:n,value:r,alwaysSet:t.alwaysSet})}return e}).then(e=>je.mergeObjectSync(t,e)):je.mergeObjectSync(t,o)}get shape(){return this._def.shape()}strict(t){return B.errToObj,new e({...this._def,unknownKeys:`strict`,...t===void 0?{}:{errorMap:(e,n)=>{var r;let i=(r=this._def).errorMap?.call(r,e,n).message??n.defaultError;return e.code===`unrecognized_keys`?{message:B.errToObj(t).message??i}:{message:i}}}})}strip(){return new e({...this._def,unknownKeys:`strip`})}passthrough(){return new e({...this._def,unknownKeys:`passthrough`})}extend(t){return new e({...this._def,shape:()=>({...this._def.shape(),...t})})}merge(t){return new e({unknownKeys:t._def.unknownKeys,catchall:t._def.catchall,shape:()=>({...this._def.shape(),...t._def.shape()}),typeName:en.ZodObject})}setKey(e,t){return this.augment({[e]:t})}catchall(t){return new e({...this._def,catchall:t})}pick(t){let n={};return N.objectKeys(t).forEach(e=>{t[e]&&this.shape[e]&&(n[e]=this.shape[e])}),new e({...this._def,shape:()=>n})}omit(t){let n={};return N.objectKeys(this.shape).forEach(e=>{t[e]||(n[e]=this.shape[e])}),new e({...this._def,shape:()=>n})}deepPartial(){return wt(this)}partial(t){let n={};return N.objectKeys(this.shape).forEach(e=>{let r=this.shape[e];t&&!t[e]?n[e]=r:n[e]=r.optional()}),new e({...this._def,shape:()=>n})}required(t){let n={};return N.objectKeys(this.shape).forEach(e=>{if(t&&!t[e])n[e]=this.shape[e];else{let t=this.shape[e];for(;t instanceof Ut;)t=t._def.innerType;n[e]=t}}),new e({...this._def,shape:()=>n})}keyof(){return Rt(N.objectKeys(this.shape))}};Tt.create=(e,t)=>new Tt({shape:()=>e,unknownKeys:`strip`,catchall:xt.create(),typeName:en.ZodObject,...We(t)}),Tt.strictCreate=(e,t)=>new Tt({shape:()=>e,unknownKeys:`strict`,catchall:xt.create(),typeName:en.ZodObject,...We(t)}),Tt.lazycreate=(e,t)=>new Tt({shape:e,unknownKeys:`strip`,catchall:xt.create(),typeName:en.ZodObject,...We(t)});var Et=class extends Ge{_parse(e){let{ctx:t}=this._processInputParams(e),n=this._def.options;function r(e){for(let t of e)if(t.result.status===`valid`)return t.result;for(let n of e)if(n.result.status===`dirty`)return t.common.issues.push(...n.ctx.common.issues),n.result;let n=e.map(e=>new I(e.ctx.common.issues));return R(t,{code:F.invalid_union,unionErrors:n}),z}if(t.common.async)return Promise.all(n.map(async e=>{let n={...t,common:{...t.common,issues:[]},parent:null};return{result:await e._parseAsync({data:t.data,path:t.path,parent:n}),ctx:n}})).then(r);{let e,r=[];for(let i of n){let n={...t,common:{...t.common,issues:[]},parent:null},a=i._parseSync({data:t.data,path:t.path,parent:n});if(a.status===`valid`)return a;a.status===`dirty`&&!e&&(e={result:a,ctx:n}),n.common.issues.length&&r.push(n.common.issues)}if(e)return t.common.issues.push(...e.ctx.common.issues),e.result;let i=r.map(e=>new I(e));return R(t,{code:F.invalid_union,unionErrors:i}),z}}get options(){return this._def.options}};Et.create=(e,t)=>new Et({options:e,typeName:en.ZodUnion,...We(t)});var Dt=e=>e instanceof It?Dt(e.schema):e instanceof Ht?Dt(e.innerType()):e instanceof Lt?[e.value]:e instanceof zt?e.options:e instanceof Bt?N.objectValues(e.enum):e instanceof Gt?Dt(e._def.innerType):e instanceof _t?[void 0]:e instanceof vt?[null]:e instanceof Ut?[void 0,...Dt(e.unwrap())]:e instanceof Wt?[null,...Dt(e.unwrap())]:e instanceof Yt||e instanceof Zt?Dt(e.unwrap()):e instanceof Kt?Dt(e._def.innerType):[],Ot=class e extends Ge{_parse(e){let{ctx:t}=this._processInputParams(e);if(t.parsedType!==P.object)return R(t,{code:F.invalid_type,expected:P.object,received:t.parsedType}),z;let n=this.discriminator,r=t.data[n],i=this.optionsMap.get(r);return i?t.common.async?i._parseAsync({data:t.data,path:t.path,parent:t}):i._parseSync({data:t.data,path:t.path,parent:t}):(R(t,{code:F.invalid_union_discriminator,options:Array.from(this.optionsMap.keys()),path:[n]}),z)}get discriminator(){return this._def.discriminator}get options(){return this._def.options}get optionsMap(){return this._def.optionsMap}static create(t,n,r){let i=new Map;for(let e of n){let n=Dt(e.shape[t]);if(!n.length)throw Error(`A discriminator value for key \`${t}\` could not be extracted from all schema options`);for(let r of n){if(i.has(r))throw Error(`Discriminator property ${String(t)} has duplicate value ${String(r)}`);i.set(r,e)}}return new e({typeName:en.ZodDiscriminatedUnion,discriminator:t,options:n,optionsMap:i,...We(r)})}};function kt(e,t){let n=we(e),r=we(t);if(e===t)return{valid:!0,data:e};if(n===P.object&&r===P.object){let n=N.objectKeys(t),r=N.objectKeys(e).filter(e=>n.indexOf(e)!==-1),i={...e,...t};for(let n of r){let r=kt(e[n],t[n]);if(!r.valid)return{valid:!1};i[n]=r.data}return{valid:!0,data:i}}else if(n===P.array&&r===P.array){if(e.length!==t.length)return{valid:!1};let n=[];for(let r=0;r{if(Pe(e)||Pe(r))return z;let i=kt(e.value,r.value);return i.valid?((Fe(e)||Fe(r))&&t.dirty(),{status:t.value,value:i.data}):(R(n,{code:F.invalid_intersection_types}),z)};return n.common.async?Promise.all([this._def.left._parseAsync({data:n.data,path:n.path,parent:n}),this._def.right._parseAsync({data:n.data,path:n.path,parent:n})]).then(([e,t])=>r(e,t)):r(this._def.left._parseSync({data:n.data,path:n.path,parent:n}),this._def.right._parseSync({data:n.data,path:n.path,parent:n}))}};At.create=(e,t,n)=>new At({left:e,right:t,typeName:en.ZodIntersection,...We(n)});var jt=class e extends Ge{_parse(e){let{status:t,ctx:n}=this._processInputParams(e);if(n.parsedType!==P.array)return R(n,{code:F.invalid_type,expected:P.array,received:n.parsedType}),z;if(n.data.lengththis._def.items.length&&(R(n,{code:F.too_big,maximum:this._def.items.length,inclusive:!0,exact:!1,type:`array`}),t.dirty());let r=[...n.data].map((e,t)=>{let r=this._def.items[t]||this._def.rest;return r?r._parse(new He(n,e,n.path,t)):null}).filter(e=>!!e);return n.common.async?Promise.all(r).then(e=>je.mergeArray(t,e)):je.mergeArray(t,r)}get items(){return this._def.items}rest(t){return new e({...this._def,rest:t})}};jt.create=(e,t)=>{if(!Array.isArray(e))throw Error(`You must pass an array of schemas to z.tuple([ ... ])`);return new jt({items:e,typeName:en.ZodTuple,rest:null,...We(t)})};var Mt=class e extends Ge{get keySchema(){return this._def.keyType}get valueSchema(){return this._def.valueType}_parse(e){let{status:t,ctx:n}=this._processInputParams(e);if(n.parsedType!==P.object)return R(n,{code:F.invalid_type,expected:P.object,received:n.parsedType}),z;let r=[],i=this._def.keyType,a=this._def.valueType;for(let e in n.data)r.push({key:i._parse(new He(n,e,n.path,e)),value:a._parse(new He(n,n.data[e],n.path,e)),alwaysSet:e in n.data});return n.common.async?je.mergeObjectAsync(t,r):je.mergeObjectSync(t,r)}get element(){return this._def.valueType}static create(t,n,r){return n instanceof Ge?new e({keyType:t,valueType:n,typeName:en.ZodRecord,...We(r)}):new e({keyType:ut.create(),valueType:t,typeName:en.ZodRecord,...We(n)})}},Nt=class extends Ge{get keySchema(){return 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Command`),vr=W.object({command:W.string(),options:W.array(W.object({name:W.string(),value:W.string()})).optional(),content:W.string().max(2e3).optional(),require_launch_channel:W.boolean().optional(),preview_image:W.object({height:W.number(),url:W.string(),width:W.number()}).optional(),components:W.array(W.object({type:W.literal(1),components:W.array(W.object({type:W.literal(2),style:W.number().gte(1).lte(5),label:W.string().max(80).optional(),custom_id:W.string().max(100).describe(`Developer-defined identifier for the button; max 100 characters`).optional()})).max(5).optional()})).optional(),pid:W.number().optional()}).describe(`Request for "SHARE_INTERACTION" Command`),yr=W.object({success:W.boolean()}).describe(`Response for "SHARE_INTERACTION" Command`),br=W.object({custom_id:W.string().max(64).optional(),message:W.string().max(1e3),link_id:W.string().max(64).optional()}).describe(`Request for "SHARE_LINK" Command`),xr=W.object({success:W.boolean(),didCopyLink:W.boolean(),didSendMessage:W.boolean()}).describe(`Response for "SHARE_LINK" Command`),Sr=W.object({relationships:W.array(W.object({type:W.number(),user:W.object({id:W.string(),username:W.string(),global_name:W.union([W.string(),W.null()]).optional(),discriminator:W.string(),avatar:W.union([W.string(),W.null()]).optional(),flags:W.number(),bot:W.boolean(),avatar_decoration_data:W.union([W.object({asset:W.union([W.string(),W.null()]).optional(),skuId:W.string().optional(),expiresAt:W.number().optional()}),W.null()]).optional(),premium_type:W.union([W.number(),W.null()]).optional()}),presence:W.object({status:W.string(),activity:W.union([W.object({session_id:W.string().optional(),type:W.number().optional(),name:W.string(),url:W.union([W.string(),W.null()]).optional(),application_id:W.string().optional(),status_display_type:W.number().optional(),state:W.string().optional(),state_url:W.string().optional(),details:W.string().optional(),details_url:W.string().optional(),emoji:W.union([W.object({name:W.string(),id:W.union([W.string(),W.null()]).optional(),animated:W.union([W.boolean(),W.null()]).optional()}),W.null()]).optional(),assets:W.object({large_image:W.string().optional(),large_text:W.string().optional(),large_url:W.string().optional(),small_image:W.string().optional(),small_text:W.string().optional(),small_url:W.string().optional()}).optional(),timestamps:W.object({start:W.number().optional(),end:W.number().optional()}).optional(),party:W.object({id:W.string().optional(),size:W.array(W.number()).min(2).max(2).optional(),privacy:W.number().optional()}).optional(),secrets:W.object({match:W.string().optional(),join:W.string().optional()}).optional(),sync_id:W.string().optional(),created_at:W.number().optional(),instance:W.boolean().optional(),flags:W.number().optional(),metadata:W.object({}).optional(),platform:W.string().optional(),supported_platforms:W.array(W.string()).optional(),buttons:W.array(W.string()).optional(),hangStatus:W.string().optional()}),W.null()]).optional()}).optional()}))}).describe(`Response for "GET_RELATIONSHIPS" Command`),Cr=W.object({user_id:W.string(),content:W.string().min(0).max(1024).optional()}).describe(`Request for "INVITE_USER_EMBEDDED" Command`),wr=W.object({id:W.string().max(64)}).describe(`Request for "GET_USER" Command`),Tr=W.union([W.object({id:W.string(),username:W.string(),global_name:W.union([W.string(),W.null()]).optional(),discriminator:W.string(),avatar:W.union([W.string(),W.null()]).optional(),flags:W.number(),bot:W.boolean(),avatar_decoration_data:W.union([W.object({asset:W.union([W.string(),W.null()]).optional(),skuId:W.string().optional(),expiresAt:W.number().optional()}),W.null()]).optional(),premium_type:W.union([W.number(),W.null()]).optional()}),W.null()]),Er=W.object({quest_id:W.string()}).describe(`Request for "GET_QUEST_ENROLLMENT_STATUS" Command`),Dr=W.object({quest_id:W.string(),is_enrolled:W.boolean(),enrolled_at:W.union([W.string(),W.null()]).optional()}).describe(`Response for "GET_QUEST_ENROLLMENT_STATUS" Command`),Or=W.object({quest_id:W.string()}).describe(`Request for "QUEST_START_TIMER" Command`),kr=W.object({success:W.boolean()}).describe(`Response for "QUEST_START_TIMER" Command`),Ar=W.object({quest_id:W.string(),enrolled_at:W.union([W.string(),W.null()]).optional(),completed_at:W.union([W.string(),W.null()]).optional(),external_cta_url:W.string()}).describe(`Response for "GET_QUEST" Command`),jr=W.object({ticket:W.string()}).describe(`Response for "REQUEST_PROXY_TICKET_REFRESH" Command`),Mr;(function(e){e.INITIATE_IMAGE_UPLOAD=`INITIATE_IMAGE_UPLOAD`,e.OPEN_SHARE_MOMENT_DIALOG=`OPEN_SHARE_MOMENT_DIALOG`,e.AUTHENTICATE=`AUTHENTICATE`,e.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS=`GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS`,e.SHARE_INTERACTION=`SHARE_INTERACTION`,e.SHARE_LINK=`SHARE_LINK`,e.GET_RELATIONSHIPS=`GET_RELATIONSHIPS`,e.INVITE_USER_EMBEDDED=`INVITE_USER_EMBEDDED`,e.GET_USER=`GET_USER`,e.GET_QUEST_ENROLLMENT_STATUS=`GET_QUEST_ENROLLMENT_STATUS`,e.QUEST_START_TIMER=`QUEST_START_TIMER`,e.GET_QUEST=`GET_QUEST`,e.REQUEST_PROXY_TICKET_REFRESH=`REQUEST_PROXY_TICKET_REFRESH`})(Mr||={});var Nr=W.object({}).optional().nullable(),Pr=W.void(),Fr={[Mr.INITIATE_IMAGE_UPLOAD]:{request:Pr,response:pr},[Mr.OPEN_SHARE_MOMENT_DIALOG]:{request:mr,response:Nr},[Mr.AUTHENTICATE]:{request:hr,response:gr},[Mr.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS]:{request:Pr,response:_r},[Mr.SHARE_INTERACTION]:{request:vr,response:yr},[Mr.SHARE_LINK]:{request:br,response:xr},[Mr.GET_RELATIONSHIPS]:{request:Pr,response:Sr},[Mr.INVITE_USER_EMBEDDED]:{request:Cr,response:Nr},[Mr.GET_USER]:{request:wr,response:Tr},[Mr.GET_QUEST_ENROLLMENT_STATUS]:{request:Er,response:Dr},[Mr.QUEST_START_TIMER]:{request:Or,response:kr},[Mr.GET_QUEST]:{request:Pr,response:Ar},[Mr.REQUEST_PROXY_TICKET_REFRESH]:{request:Pr,response:jr}},Ir=t({Activity:()=>Xr,Attachment:()=>ai,CertifiedDevice:()=>Ti,CertifiedDeviceTypeObject:()=>wi,Channel:()=>ei,ChannelMention:()=>ii,ChannelTypesObject:()=>$r,Commands:()=>G,DISPATCH:()=>Lr,Embed:()=>fi,EmbedAuthor:()=>ui,EmbedField:()=>di,EmbedFooter:()=>oi,EmbedProvider:()=>li,Emoji:()=>Gr,Entitlement:()=>ki,EntitlementTypesObject:()=>Oi,Guild:()=>ri,GuildMember:()=>Ur,GuildMemberRPC:()=>Wr,Image:()=>si,KeyTypesObject:()=>yi,LayoutMode:()=>Li,LayoutModeTypeObject:()=>Ii,Message:()=>_i,MessageActivity:()=>mi,MessageApplication:()=>hi,MessageReference:()=>gi,Orientation:()=>Fi,OrientationLockState:()=>ji,OrientationLockStateTypeObject:()=>Ai,OrientationTypeObject:()=>Pi,PermissionOverwrite:()=>Qr,PermissionOverwriteTypeObject:()=>Zr,PresenceUpdate:()=>ti,Reaction:()=>pi,ReceiveFramePayload:()=>Rr,Relationship:()=>Vr,Role:()=>ni,Scopes:()=>Br,ScopesObject:()=>zr,ShortcutKey:()=>bi,Sku:()=>Di,SkuTypeObject:()=>Ei,Status:()=>Yr,StatusObject:()=>Jr,ThermalState:()=>Ni,ThermalStateTypeObject:()=>Mi,User:()=>Hr,UserVoiceState:()=>qr,Video:()=>ci,VoiceDevice:()=>vi,VoiceSettingModeTypeObject:()=>xi,VoiceSettingsIO:()=>Ci,VoiceSettingsMode:()=>Si,VoiceState:()=>Kr}),Lr=`DISPATCH`,G;(function(e){e.AUTHORIZE=`AUTHORIZE`,e.GET_GUILDS=`GET_GUILDS`,e.GET_GUILD=`GET_GUILD`,e.GET_CHANNEL=`GET_CHANNEL`,e.GET_CHANNELS=`GET_CHANNELS`,e.SELECT_VOICE_CHANNEL=`SELECT_VOICE_CHANNEL`,e.SELECT_TEXT_CHANNEL=`SELECT_TEXT_CHANNEL`,e.SUBSCRIBE=`SUBSCRIBE`,e.UNSUBSCRIBE=`UNSUBSCRIBE`,e.CAPTURE_SHORTCUT=`CAPTURE_SHORTCUT`,e.SET_CERTIFIED_DEVICES=`SET_CERTIFIED_DEVICES`,e.SET_ACTIVITY=`SET_ACTIVITY`,e.GET_SKUS=`GET_SKUS`,e.GET_ENTITLEMENTS=`GET_ENTITLEMENTS`,e.GET_SKUS_EMBEDDED=`GET_SKUS_EMBEDDED`,e.GET_ENTITLEMENTS_EMBEDDED=`GET_ENTITLEMENTS_EMBEDDED`,e.START_PURCHASE=`START_PURCHASE`,e.SET_CONFIG=`SET_CONFIG`,e.SEND_ANALYTICS_EVENT=`SEND_ANALYTICS_EVENT`,e.USER_SETTINGS_GET_LOCALE=`USER_SETTINGS_GET_LOCALE`,e.OPEN_EXTERNAL_LINK=`OPEN_EXTERNAL_LINK`,e.ENCOURAGE_HW_ACCELERATION=`ENCOURAGE_HW_ACCELERATION`,e.CAPTURE_LOG=`CAPTURE_LOG`,e.SET_ORIENTATION_LOCK_STATE=`SET_ORIENTATION_LOCK_STATE`,e.OPEN_INVITE_DIALOG=`OPEN_INVITE_DIALOG`,e.GET_PLATFORM_BEHAVIORS=`GET_PLATFORM_BEHAVIORS`,e.GET_CHANNEL_PERMISSIONS=`GET_CHANNEL_PERMISSIONS`,e.AUTHENTICATE=`AUTHENTICATE`,e.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS=`GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS`,e.GET_QUEST=`GET_QUEST`,e.GET_QUEST_ENROLLMENT_STATUS=`GET_QUEST_ENROLLMENT_STATUS`,e.GET_RELATIONSHIPS=`GET_RELATIONSHIPS`,e.GET_USER=`GET_USER`,e.INITIATE_IMAGE_UPLOAD=`INITIATE_IMAGE_UPLOAD`,e.INVITE_USER_EMBEDDED=`INVITE_USER_EMBEDDED`,e.OPEN_SHARE_MOMENT_DIALOG=`OPEN_SHARE_MOMENT_DIALOG`,e.QUEST_START_TIMER=`QUEST_START_TIMER`,e.REQUEST_PROXY_TICKET_REFRESH=`REQUEST_PROXY_TICKET_REFRESH`,e.SHARE_INTERACTION=`SHARE_INTERACTION`,e.SHARE_LINK=`SHARE_LINK`})(G||={});var Rr=U({cmd:V(),data:dn(),evt:ln(),nonce:V()}).passthrough(),zr=Object.assign(Object.assign({},gr.shape.scopes.element.overlayType._def.innerType.options[0].Values),{UNHANDLED:-1}),Br=dr(zr),Vr=Sr.shape.relationships.element,Hr=U({id:V(),username:V(),discriminator:V(),global_name:V().optional().nullable(),avatar:V().optional().nullable(),avatar_decoration_data:U({asset:V(),sku_id:V().optional()}).nullable(),bot:an(),flags:H().optional().nullable(),premium_type:H().optional().nullable()}),Ur=U({user:Hr,nick:V().optional().nullable(),roles:mn(V()),joined_at:V(),deaf:an(),mute:an()}),Wr=U({user_id:V(),nick:V().optional().nullable(),guild_id:V(),avatar:V().optional().nullable(),avatar_decoration_data:U({asset:V(),sku_id:V().optional().nullable()}).optional().nullable(),color_string:V().optional().nullable()}),Gr=U({id:V(),name:V().optional().nullable(),roles:mn(V()).optional().nullable(),user:Hr.optional().nullable(),require_colons:an().optional().nullable(),managed:an().optional().nullable(),animated:an().optional().nullable(),available:an().optional().nullable()}),Kr=U({mute:an(),deaf:an(),self_mute:an(),self_deaf:an(),suppress:an()}),qr=U({mute:an(),nick:V(),user:Hr,voice_state:Kr,volume:H()}),Jr={UNHANDLED:-1,IDLE:`idle`,DND:`dnd`,ONLINE:`online`,OFFLINE:`offline`},Yr=dr(Jr),Xr=U({name:V(),type:H(),url:V().optional().nullable(),created_at:H().optional().nullable(),timestamps:U({start:H(),end:H()}).partial().optional().nullable(),application_id:V().optional().nullable(),details:V().optional().nullable(),details_url:V().url().optional().nullable(),state:V().optional().nullable(),state_url:V().url().optional().nullable(),emoji:Gr.optional().nullable(),party:U({id:V().optional().nullable(),size:mn(H()).optional().nullable()}).optional().nullable(),assets:U({large_image:V().nullable(),large_text:V().nullable(),large_url:V().url().optional().nullable(),small_image:V().nullable(),small_text:V().nullable(),small_url:V().url().optional().nullable()}).partial().optional().nullable(),secrets:U({join:V(),match:V()}).partial().optional().nullable(),instance:an().optional().nullable(),flags:H().optional().nullable()}),Zr={UNHANDLED:-1,ROLE:0,MEMBER:1},Qr=U({id:V(),type:dr(Zr),allow:V(),deny:V()}),$r={UNHANDLED:-1,DM:1,GROUP_DM:3,GUILD_TEXT:0,GUILD_VOICE:2,GUILD_CATEGORY:4,GUILD_ANNOUNCEMENT:5,GUILD_STORE:6,ANNOUNCEMENT_THREAD:10,PUBLIC_THREAD:11,PRIVATE_THREAD:12,GUILD_STAGE_VOICE:13,GUILD_DIRECTORY:14,GUILD_FORUM:15},ei=U({id:V(),type:dr($r),guild_id:V().optional().nullable(),position:H().optional().nullable(),permission_overwrites:mn(Qr).optional().nullable(),name:V().optional().nullable(),topic:V().optional().nullable(),nsfw:an().optional().nullable(),last_message_id:V().optional().nullable(),bitrate:H().optional().nullable(),user_limit:H().optional().nullable(),rate_limit_per_user:H().optional().nullable(),recipients:mn(Hr).optional().nullable(),icon:V().optional().nullable(),owner_id:V().optional().nullable(),application_id:V().optional().nullable(),parent_id:V().optional().nullable(),last_pin_timestamp:V().optional().nullable()}),ti=U({user:Hr,guild_id:V(),status:Yr,activities:mn(Xr),client_status:U({desktop:Yr,mobile:Yr,web:Yr}).partial()}),ni=U({id:V(),name:V(),color:H(),hoist:an(),position:H(),permissions:V(),managed:an(),mentionable:an()}),ri=U({id:V(),name:V(),owner_id:V(),icon:V().nullable(),icon_hash:V().optional().nullable(),splash:V().nullable(),discovery_splash:V().nullable(),owner:an().optional().nullable(),permissions:V().optional().nullable(),region:V(),afk_channel_id:V().nullable(),afk_timeout:H(),widget_enabled:an().optional().nullable(),widget_channel_id:V().optional().nullable(),verification_level:H(),default_message_notifications:H(),explicit_content_filter:H(),roles:mn(ni),emojis:mn(Gr),features:mn(V()),mfa_level:H(),application_id:V().nullable(),system_channel_id:V().nullable(),system_channel_flags:H(),rules_channel_id:V().nullable(),joined_at:V().optional().nullable(),large:an().optional().nullable(),unavailable:an().optional().nullable(),member_count:H().optional().nullable(),voice_states:mn(Kr).optional().nullable(),members:mn(Ur).optional().nullable(),channels:mn(ei).optional().nullable(),presences:mn(ti).optional().nullable(),max_presences:H().optional().nullable(),max_members:H().optional().nullable(),vanity_url_code:V().nullable(),description:V().nullable(),banner:V().nullable(),premium_tier:H(),premium_subscription_count:H().optional().nullable(),preferred_locale:V(),public_updates_channel_id:V().nullable(),max_video_channel_users:H().optional().nullable(),approximate_member_count:H().optional().nullable(),approximate_presence_count:H().optional().nullable()}),ii=U({id:V(),guild_id:V(),type:H(),name:V()}),ai=U({id:V(),filename:V(),size:H(),url:V(),proxy_url:V(),height:H().optional().nullable(),width:H().optional().nullable()}),oi=U({text:V(),icon_url:V().optional().nullable(),proxy_icon_url:V().optional().nullable()}),si=U({url:V().optional().nullable(),proxy_url:V().optional().nullable(),height:H().optional().nullable(),width:H().optional().nullable()}),ci=si.omit({proxy_url:!0}),li=U({name:V().optional().nullable(),url:V().optional().nullable()}),ui=U({name:V().optional().nullable(),url:V().optional().nullable(),icon_url:V().optional().nullable(),proxy_icon_url:V().optional().nullable()}),di=U({name:V(),value:V(),inline:an()}),fi=U({title:V().optional().nullable(),type:V().optional().nullable(),description:V().optional().nullable(),url:V().optional().nullable(),timestamp:V().optional().nullable(),color:H().optional().nullable(),footer:oi.optional().nullable(),image:si.optional().nullable(),thumbnail:si.optional().nullable(),video:ci.optional().nullable(),provider:li.optional().nullable(),author:ui.optional().nullable(),fields:mn(di).optional().nullable()}),pi=U({count:H(),me:an(),emoji:Gr}),mi=U({type:H(),party_id:V().optional().nullable()}),hi=U({id:V(),cover_image:V().optional().nullable(),description:V(),icon:V().optional().nullable(),name:V()}),gi=U({message_id:V().optional().nullable(),channel_id:V().optional().nullable(),guild_id:V().optional().nullable()}),_i=U({id:V(),channel_id:V(),guild_id:V().optional().nullable(),author:Hr.optional().nullable(),member:Ur.optional().nullable(),content:V(),timestamp:V(),edited_timestamp:V().optional().nullable(),tts:an(),mention_everyone:an(),mentions:mn(Hr),mention_roles:mn(V()),mention_channels:mn(ii),attachments:mn(ai),embeds:mn(fi),reactions:mn(pi).optional().nullable(),nonce:gn([V(),H()]).optional().nullable(),pinned:an(),webhook_id:V().optional().nullable(),type:H(),activity:mi.optional().nullable(),application:hi.optional().nullable(),message_reference:gi.optional().nullable(),flags:H().optional().nullable(),stickers:mn(dn()).optional().nullable(),referenced_message:dn().optional().nullable()}),vi=U({id:V(),name:V()}),yi={UNHANDLED:-1,KEYBOARD_KEY:0,MOUSE_BUTTON:1,KEYBOARD_MODIFIER_KEY:2,GAMEPAD_BUTTON:3},bi=U({type:dr(yi),code:H(),name:V()}),xi={UNHANDLED:-1,PUSH_TO_TALK:`PUSH_TO_TALK`,VOICE_ACTIVITY:`VOICE_ACTIVITY`},Si=U({type:dr(xi),auto_threshold:an(),threshold:H(),shortcut:mn(bi),delay:H()}),Ci=U({device_id:V(),volume:H(),available_devices:mn(vi)}),wi={UNHANDLED:-1,AUDIO_INPUT:`AUDIO_INPUT`,AUDIO_OUTPUT:`AUDIO_OUTPUT`,VIDEO_INPUT:`VIDEO_INPUT`},Ti=U({type:dr(wi),id:V(),vendor:U({name:V(),url:V()}),model:U({name:V(),url:V()}),related:mn(V()),echo_cancellation:an().optional().nullable(),noise_suppression:an().optional().nullable(),automatic_gain_control:an().optional().nullable(),hardware_mute:an().optional().nullable()}),Ei={UNHANDLED:-1,APPLICATION:1,DLC:2,CONSUMABLE:3,BUNDLE:4,SUBSCRIPTION:5},Di=U({id:V(),name:V(),type:dr(Ei),price:U({amount:H(),currency:V()}),application_id:V(),flags:H(),release_date:V().nullable()}),Oi={UNHANDLED:-1,PURCHASE:1,PREMIUM_SUBSCRIPTION:2,DEVELOPER_GIFT:3,TEST_MODE_PURCHASE:4,FREE_PURCHASE:5,USER_GIFT:6,PREMIUM_PURCHASE:7},ki=U({id:V(),sku_id:V(),application_id:V(),user_id:V(),gift_code_flags:H(),type:dr(Oi),gifter_user_id:V().optional().nullable(),branches:mn(V()).optional().nullable(),starts_at:V().optional().nullable(),ends_at:V().optional().nullable(),parent_id:V().optional().nullable(),consumed:an().optional().nullable(),deleted:an().optional().nullable(),gift_code_batch_id:V().optional().nullable()}),Ai={UNHANDLED:-1,UNLOCKED:1,PORTRAIT:2,LANDSCAPE:3},ji=dr(Ai),Mi={UNHANDLED:-1,NOMINAL:0,FAIR:1,SERIOUS:2,CRITICAL:3},Ni=dr(Mi),Pi={UNHANDLED:-1,PORTRAIT:0,LANDSCAPE:1},Fi=dr(Pi),Ii={UNHANDLED:-1,FOCUSED:0,PIP:1,GRID:2},Li=dr(Ii),Ri=`ERROR`,zi;(function(e){e.READY=`READY`,e.VOICE_STATE_UPDATE=`VOICE_STATE_UPDATE`,e.SPEAKING_START=`SPEAKING_START`,e.SPEAKING_STOP=`SPEAKING_STOP`,e.ACTIVITY_LAYOUT_MODE_UPDATE=`ACTIVITY_LAYOUT_MODE_UPDATE`,e.ORIENTATION_UPDATE=`ORIENTATION_UPDATE`,e.CURRENT_USER_UPDATE=`CURRENT_USER_UPDATE`,e.CURRENT_GUILD_MEMBER_UPDATE=`CURRENT_GUILD_MEMBER_UPDATE`,e.ENTITLEMENT_CREATE=`ENTITLEMENT_CREATE`,e.THERMAL_STATE_UPDATE=`THERMAL_STATE_UPDATE`,e.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE=`ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE`,e.RELATIONSHIP_UPDATE=`RELATIONSHIP_UPDATE`,e.ACTIVITY_JOIN=`ACTIVITY_JOIN`,e.QUEST_ENROLLMENT_STATUS_UPDATE=`QUEST_ENROLLMENT_STATUS_UPDATE`})(zi||={});var Bi=Rr.extend({evt:Dn(zi),nonce:V().nullable(),cmd:Tn(Lr),data:U({}).passthrough()}),Vi=Rr.extend({evt:Tn(Ri),data:U({code:H(),message:V().optional()}).passthrough(),cmd:Dn(G),nonce:V().nullable()}),Hi=gn([Bi,Bi.extend({evt:V()}),Vi]);function Ui(e){let t=e.evt;if(!(t in zi))throw Error(`Unrecognized event type ${e.evt}`);return Wi[t].payload.parse(e)}var Wi={[zi.READY]:{payload:Bi.extend({evt:Tn(zi.READY),data:U({v:H(),config:U({cdn_host:V().optional(),api_endpoint:V(),environment:V()}),user:U({id:V(),username:V(),discriminator:V(),avatar:V().optional()}).optional()})})},[zi.VOICE_STATE_UPDATE]:{payload:Bi.extend({evt:Tn(zi.VOICE_STATE_UPDATE),data:qr}),subscribeArgs:U({channel_id:V()})},[zi.SPEAKING_START]:{payload:Bi.extend({evt:Tn(zi.SPEAKING_START),data:U({lobby_id:V().optional(),channel_id:V().optional(),user_id:V()})}),subscribeArgs:U({lobby_id:V().nullable().optional(),channel_id:V().nullable().optional()})},[zi.SPEAKING_STOP]:{payload:Bi.extend({evt:Tn(zi.SPEAKING_STOP),data:U({lobby_id:V().optional(),channel_id:V().optional(),user_id:V()})}),subscribeArgs:U({lobby_id:V().nullable().optional(),channel_id:V().nullable().optional()})},[zi.ACTIVITY_LAYOUT_MODE_UPDATE]:{payload:Bi.extend({evt:Tn(zi.ACTIVITY_LAYOUT_MODE_UPDATE),data:U({layout_mode:dr(Ii)})})},[zi.ORIENTATION_UPDATE]:{payload:Bi.extend({evt:Tn(zi.ORIENTATION_UPDATE),data:U({screen_orientation:dr(Pi),orientation:Dn(lr)})})},[zi.CURRENT_USER_UPDATE]:{payload:Bi.extend({evt:Tn(zi.CURRENT_USER_UPDATE),data:Hr})},[zi.CURRENT_GUILD_MEMBER_UPDATE]:{payload:Bi.extend({evt:Tn(zi.CURRENT_GUILD_MEMBER_UPDATE),data:Wr}),subscribeArgs:U({guild_id:V()})},[zi.ENTITLEMENT_CREATE]:{payload:Bi.extend({evt:Tn(zi.ENTITLEMENT_CREATE),data:U({entitlement:ki})})},[zi.THERMAL_STATE_UPDATE]:{payload:Bi.extend({evt:Tn(zi.THERMAL_STATE_UPDATE),data:U({thermal_state:Ni})})},[zi.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE]:{payload:Bi.extend({evt:Tn(zi.ACTIVITY_INSTANCE_PARTICIPANTS_UPDATE),data:U({participants:_r.shape.participants})})},[zi.RELATIONSHIP_UPDATE]:{payload:Bi.extend({evt:Tn(zi.RELATIONSHIP_UPDATE),data:Vr})},[zi.ACTIVITY_JOIN]:{payload:Bi.extend({evt:Tn(zi.ACTIVITY_JOIN),data:U({applicationId:V(),secret:V()})})},[zi.QUEST_ENROLLMENT_STATUS_UPDATE]:{payload:Bi.extend({evt:Tn(zi.QUEST_ENROLLMENT_STATUS_UPDATE),data:U({quest_id:V(),is_enrolled:an(),enrolled_at:V().date()})})}};function Gi(e,t){throw t}var Ki=U({}).nullable(),qi=U({code:V()}),Ji=U({guilds:mn(U({id:V(),name:V()}))}),Yi=U({id:V(),name:V(),icon_url:V().optional(),members:mn(Ur)}),Xi=U({id:V(),type:dr($r),guild_id:V().optional().nullable(),name:V().optional().nullable(),topic:V().optional().nullable(),bitrate:H().optional().nullable(),user_limit:H().optional().nullable(),position:H().optional().nullable(),voice_states:mn(qr),messages:mn(_i)}),Zi=U({channels:mn(ei)});Xi.nullable();var Qi=Xi.nullable(),$i=Xi.nullable();U({input:Ci,output:Ci,mode:Si,automatic_gain_control:an(),echo_cancellation:an(),noise_suppression:an(),qos:an(),silence_warning:an(),deaf:an(),mute:an()});var ea=U({evt:V()}),ta=U({shortcut:bi}),na=Xr,ra=U({skus:mn(Di)}),ia=U({entitlements:mn(ki)}),aa=mn(ki).nullable(),oa=U({use_interactive_pip:an()}),sa=U({locale:V()}),ca=U({enabled:an()}),la=U({permissions:rn().or(V())}),ua=fr(U({opened:an().or(ln())}).default({opened:null})),da=U({iosKeyboardResizesView:An(an())}),fa=Rr.extend({cmd:Dn(G),evt:ln()});function pa({cmd:e,data:t}){switch(e){case G.AUTHORIZE:return qi.parse(t);case G.CAPTURE_SHORTCUT:return ta.parse(t);case G.ENCOURAGE_HW_ACCELERATION:return ca.parse(t);case G.GET_CHANNEL:return Xi.parse(t);case G.GET_CHANNELS:return Zi.parse(t);case G.GET_CHANNEL_PERMISSIONS:return la.parse(t);case G.GET_GUILD:return Yi.parse(t);case G.GET_GUILDS:return Ji.parse(t);case G.GET_PLATFORM_BEHAVIORS:return da.parse(t);case G.GET_CHANNEL:return Xi.parse(t);case G.SELECT_TEXT_CHANNEL:return $i.parse(t);case G.SELECT_VOICE_CHANNEL:return Qi.parse(t);case G.SET_ACTIVITY:return na.parse(t);case G.GET_SKUS_EMBEDDED:return ra.parse(t);case G.GET_ENTITLEMENTS_EMBEDDED:return ia.parse(t);case G.SET_CONFIG:return oa.parse(t);case G.START_PURCHASE:return aa.parse(t);case G.SUBSCRIBE:case G.UNSUBSCRIBE:return ea.parse(t);case G.USER_SETTINGS_GET_LOCALE:return sa.parse(t);case G.OPEN_EXTERNAL_LINK:return ua.parse(t);case G.SET_ORIENTATION_LOCK_STATE:case G.SET_CERTIFIED_DEVICES:case G.SEND_ANALYTICS_EVENT:case G.OPEN_INVITE_DIALOG:case G.CAPTURE_LOG:case G.GET_SKUS:case G.GET_ENTITLEMENTS:return Ki.parse(t);case G.AUTHENTICATE:case G.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS:case G.GET_QUEST:case G.GET_QUEST_ENROLLMENT_STATUS:case G.GET_RELATIONSHIPS:case G.GET_USER:case G.INITIATE_IMAGE_UPLOAD:case G.INVITE_USER_EMBEDDED:case G.OPEN_SHARE_MOMENT_DIALOG:case G.QUEST_START_TIMER:case G.REQUEST_PROXY_TICKET_REFRESH:case G.SHARE_INTERACTION:case G.SHARE_LINK:let{response:n}=Fr[e];return n.parse(t);default:Gi(e,Error(`Unrecognized command ${e}`))}}function ma(e){return 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ba=e=>va(e,G.AUTHORIZE,qi),xa=e=>va(e,G.CAPTURE_LOG,Ki),Sa=e=>va(e,G.ENCOURAGE_HW_ACCELERATION,ca),Ca=e=>va(e,G.GET_CHANNEL,Xi),wa=e=>va(e,G.GET_ENTITLEMENTS_EMBEDDED,ia),Ta=e=>va(e,G.GET_SKUS_EMBEDDED,ra),Ea=e=>va(e,G.GET_CHANNEL_PERMISSIONS,la),Da=e=>va(e,G.GET_PLATFORM_BEHAVIORS,da),Oa=e=>va(e,G.OPEN_EXTERNAL_LINK,ua),ka=e=>va(e,G.OPEN_INVITE_DIALOG,Ki);Xr.pick({state:!0,state_url:!0,details:!0,details_url:!0,timestamps:!0,assets:!0,party:!0,secrets:!0,instance:!0,type:!0}).extend({type:Xr.shape.type.optional(),instance:Xr.shape.instance.optional()}).nullable();var Aa=e=>va(e,G.SET_ACTIVITY,na),ja=e=>va(e,G.SET_CONFIG,oa);function Ma({sendCommand:e,cmd:t,response:n,fallbackTransform:r,transferTransform:i=()=>void 0}){let a=Rr.extend({cmd:Tn(t),data:n});return async n=>{try{let r=await e({cmd:t,args:n,transfer:i(n)});return a.parse(r).data}catch(o){if(o.code===cr.INVALID_PAYLOAD){let o=r(n),s=await e({cmd:t,args:o,transfer:i(o)});return a.parse(s).data}else throw o}}}var Na=e=>({lock_state:e.lock_state,picture_in_picture_lock_state:e.picture_in_picture_lock_state}),Pa=e=>Ma({sendCommand:e,cmd:G.SET_ORIENTATION_LOCK_STATE,response:Ki,fallbackTransform:Na}),Fa=e=>va(e,G.START_PURCHASE,aa),Ia=e=>va(e,G.USER_SETTINGS_GET_LOCALE,sa),La=ya(Mr.AUTHENTICATE),Ra=ya(Mr.GET_ACTIVITY_INSTANCE_CONNECTED_PARTICIPANTS),za=ya(Mr.GET_QUEST),Ba=ya(Mr.GET_QUEST_ENROLLMENT_STATUS),Va=ya(Mr.GET_RELATIONSHIPS),Ha=ya(Mr.GET_USER),Ua=ya(Mr.INITIATE_IMAGE_UPLOAD),Wa=ya(Mr.INVITE_USER_EMBEDDED),Ga=ya(Mr.OPEN_SHARE_MOMENT_DIALOG),Ka=ya(Mr.QUEST_START_TIMER),qa=ya(Mr.REQUEST_PROXY_TICKET_REFRESH),Ja=ya(Mr.SHARE_INTERACTION),Ya=ya(Mr.SHARE_LINK);function 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s=n[r+0],c=n[r+1],l=n[r+2],u=n[r+3],d=i[a+0],f=i[a+1],p=i[a+2],m=i[a+3];if(u!==m||s!==d||c!==f||l!==p){let e=s*d+c*f+l*p+u*m;e<0&&(d=-d,f=-f,p=-p,m=-m,e=-e);let t=1-o;if(e<.9995){let n=Math.acos(e),r=Math.sin(n);t=Math.sin(t*n)/r,o=Math.sin(o*n)/r,s=s*t+d*o,c=c*t+f*o,l=l*t+p*o,u=u*t+m*o}else{s=s*t+d*o,c=c*t+f*o,l=l*t+p*o,u=u*t+m*o;let e=1/Math.sqrt(s*s+c*c+l*l+u*u);s*=e,c*=e,l*=e,u*=e}}e[t]=s,e[t+1]=c,e[t+2]=l,e[t+3]=u}static multiplyQuaternionsFlat(e,t,n,r,i,a){let o=n[r],s=n[r+1],c=n[r+2],l=n[r+3],u=i[a],d=i[a+1],f=i[a+2],p=i[a+3];return e[t]=o*p+l*u+s*f-c*d,e[t+1]=s*p+l*d+c*u-o*f,e[t+2]=c*p+l*f+o*d-s*u,e[t+3]=l*p-o*u-s*d-c*f,e}get x(){return this._x}set x(e){this._x=e,this._onChangeCallback()}get y(){return this._y}set y(e){this._y=e,this._onChangeCallback()}get z(){return this._z}set z(e){this._z=e,this._onChangeCallback()}get w(){return this._w}set w(e){this._w=e,this._onChangeCallback()}set(e,t,n,r){return 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t=0;t.025?(c.inputState.pinching=!1,this.dispatchEvent({type:`pinchend`,handedness:e.handedness,target:this})):!c.inputState.pinching&&o<=.015&&(c.inputState.pinching=!0,this.dispatchEvent({type:`pinchstart`,handedness:e.handedness,target:this}))}else s!==null&&e.gripSpace&&(i=t.getPose(e.gripSpace,n),i!==null&&(s.matrix.fromArray(i.transform.matrix),s.matrix.decompose(s.position,s.rotation,s.scale),s.matrixWorldNeedsUpdate=!0,i.linearVelocity?(s.hasLinearVelocity=!0,s.linearVelocity.copy(i.linearVelocity)):s.hasLinearVelocity=!1,i.angularVelocity?(s.hasAngularVelocity=!0,s.angularVelocity.copy(i.angularVelocity)):s.hasAngularVelocity=!1,s.eventsEnabled&&s.dispatchEvent({type:`gripUpdated`,data:e,target:this})));o!==null&&(r=t.getPose(e.targetRaySpace,n),r===null&&i!==null&&(r=i),r!==null&&(o.matrix.fromArray(r.transform.matrix),o.matrix.decompose(o.position,o.rotation,o.scale),o.matrixWorldNeedsUpdate=!0,r.linearVelocity?(o.hasLinearVelocity=!0,o.linearVelocity.copy(r.linearVelocity)):o.hasLinearVelocity=!1,r.angularVelocity?(o.hasAngularVelocity=!0,o.angularVelocity.copy(r.angularVelocity)):o.hasAngularVelocity=!1,this.dispatchEvent(Xu)))}return o!==null&&(o.visible=r!==null),s!==null&&(s.visible=i!==null),c!==null&&(c.visible=a!==null),this}_getHandJoint(e,t){if(e.joints[t.jointName]===void 0){let n=new Yu;n.matrixAutoUpdate=!1,n.visible=!1,e.joints[t.jointName]=n,e.add(n)}return 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td(e,t,n){return n<0&&(n+=1),n>1&&--n,n<1/6?e+(t-e)*6*n:n<1/2?t:n<2/3?e+(t-e)*6*(2/3-n):e}var Z=class{constructor(e,t,n){return this.isColor=!0,this.r=1,this.g=1,this.b=1,this.set(e,t,n)}set(e,t,n){if(t===void 0&&n===void 0){let t=e;t&&t.isColor?this.copy(t):typeof t==`number`?this.setHex(t):typeof t==`string`&&this.setStyle(t)}else this.setRGB(e,t,n);return this}setScalar(e){return this.r=e,this.g=e,this.b=e,this}setHex(e,t=il){return e=Math.floor(e),this.r=(e>>16&255)/255,this.g=(e>>8&255)/255,this.b=(e&255)/255,au.colorSpaceToWorking(this,t),this}setRGB(e,t,n,r=au.workingColorSpace){return this.r=e,this.g=t,this.b=n,au.colorSpaceToWorking(this,r),this}setHSL(e,t,n,r=au.workingColorSpace){if(e=Al(e,1),t=kl(t,0,1),n=kl(n,0,1),t===0)this.r=this.g=this.b=n;else{let r=n<=.5?n*(1+t):n+t-n*t,i=2*n-r;this.r=td(i,r,e+1/3),this.g=td(i,r,e),this.b=td(i,r,e-1/3)}return au.colorSpaceToWorking(this,r),this}setStyle(e,t=il){function n(t){t!==void 0&&parseFloat(t)<1&&J(`Color: Alpha component of 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this.setRGB(parseInt(n.charAt(0),16)/15,parseInt(n.charAt(1),16)/15,parseInt(n.charAt(2),16)/15,t);if(i===6)return this.setHex(parseInt(n,16),t);J(`Color: Invalid hex color `+e)}else if(e&&e.length>0)return this.setColorName(e,t);return this}setColorName(e,t=il){let n=Qu[e.toLowerCase()];return n===void 0?J(`Color: Unknown color `+e):this.setHex(n,t),this}clone(){return new this.constructor(this.r,this.g,this.b)}copy(e){return this.r=e.r,this.g=e.g,this.b=e.b,this}copySRGBToLinear(e){return this.r=ou(e.r),this.g=ou(e.g),this.b=ou(e.b),this}copyLinearToSRGB(e){return this.r=su(e.r),this.g=su(e.g),this.b=su(e.b),this}convertSRGBToLinear(){return this.copySRGBToLinear(this),this}convertLinearToSRGB(){return this.copyLinearToSRGB(this),this}getHex(e=il){return au.workingToColorSpace(nd.copy(this),e),Math.round(kl(nd.r*255,0,255))*65536+Math.round(kl(nd.g*255,0,255))*256+Math.round(kl(nd.b*255,0,255))}getHexString(e=il){return(`000000`+this.getHex(e).toString(16)).slice(-6)}getHSL(e,t=au.workingColorSpace){au.workingToColorSpace(nd.copy(this),t);let n=nd.r,r=nd.g,i=nd.b,a=Math.max(n,r,i),o=Math.min(n,r,i),s,c,l=(o+a)/2;if(o===a)s=0,c=0;else{let e=a-o;switch(c=l<=.5?e/(a+o):e/(2-a-o),a){case n:s=(r-i)/e+(r0&&(t.object.backgroundBlurriness=this.backgroundBlurriness),this.backgroundIntensity!==1&&(t.object.backgroundIntensity=this.backgroundIntensity),t.object.backgroundRotation=this.backgroundRotation.toArray(),this.environmentIntensity!==1&&(t.object.environmentIntensity=this.environmentIntensity),t.object.environmentRotation=this.environmentRotation.toArray(),t}},ad=new X,od=new X,sd=new X,cd=new X,ld=new X,ud=new X,dd=new X,fd=new X,pd=new X,md=new X,hd=new gu,gd=new gu,_d=new gu,vd=class e{constructor(e=new X,t=new X,n=new 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e.isEmpty()?this:this.isEmpty()?(this.copy(e),this):(this.center.equals(e.center)===!0?this.radius=Math.max(this.radius,e.radius):(Ud.subVectors(e.center,this.center).setLength(e.radius),this.expandByPoint(Hd.copy(e.center).add(Ud)),this.expandByPoint(Hd.copy(e.center).sub(Ud))),this)}equals(e){return e.center.equals(this.center)&&e.radius===this.radius}clone(){return new this.constructor().copy(this)}toJSON(){return{radius:this.radius,center:this.center.toArray()}}fromJSON(e){return this.radius=e.radius,this.center.fromArray(e.center),this}},Gd=0,Kd=new xu,qd=new Ju,Jd=new X,Yd=new yd,Xd=new yd,Zd=new X,Qd=class e extends Cl{constructor(){super(),this.isBufferGeometry=!0,Object.defineProperty(this,"id",{value:Gd++}),this.uuid=Ol(),this.name=``,this.type=`BufferGeometry`,this.index=null,this.indirect=null,this.indirectOffset=0,this.attributes={},this.morphAttributes={},this.morphTargetsRelative=!1,this.groups=[],this.boundingBox=null,this.boundingSphere=null,this.drawRange={start:0,count:1/0},this.userData={},this._transformed=!1}getIndex(){return this.index}setIndex(e){return Array.isArray(e)?this.index=new(fl(e)?zd:Rd)(e,1):this.index=e,this}setIndirect(e,t=0){return this.indirect=e,this.indirectOffset=t,this}getIndirect(){return this.indirect}getAttribute(e){return this.attributes[e]}setAttribute(e,t){return this.attributes[e]=t,this}deleteAttribute(e){return delete this.attributes[e],this}hasAttribute(e){return this.attributes[e]!==void 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Kd.makeScale(e,t,n),this.applyMatrix4(Kd),this}lookAt(e){return qd.lookAt(e),qd.updateMatrix(),this.applyMatrix4(qd.matrix),this}center(){return this.computeBoundingBox(),this.boundingBox.getCenter(Jd).negate(),this.translate(Jd.x,Jd.y,Jd.z),this}setFromPoints(e){let t=this.getAttribute(`position`);if(t===void 0){let t=[];for(let n=0,r=e.length;nt.count&&J(`BufferGeometry: Buffer size too small for points data. 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t=0,r=n.length;t0&&(r[t]=a,i=!0)}i&&(e.data.morphAttributes=r,e.data.morphTargetsRelative=this.morphTargetsRelative);let a=this.groups;a.length>0&&(e.data.groups=JSON.parse(JSON.stringify(a)));let o=this.boundingSphere;return o!==null&&(e.data.boundingSphere=o.toJSON()),e}clone(){return new this.constructor().copy(this)}copy(e){this.index=null,this.attributes={},this.morphAttributes={},this.groups=[],this.boundingBox=null,this.boundingSphere=null;let t={};this.name=e.name;let n=e.index;n!==null&&this.setIndex(n.clone());let r=e.attributes;for(let e in r){let n=r[e];this.setAttribute(e,n.clone(t))}let i=e.morphAttributes;for(let e in i){let n=[],r=i[e];for(let e=0,i=r.length;e0!=e>0&&this.version++,this._alphaTest=e}onBeforeRender(){}onBeforeCompile(){}customProgramCacheKey(){return this.onBeforeCompile.toString()}setValues(e){if(e!==void 0)for(let t in e){let n=e[t];if(n===void 0){J(`Material: parameter '${t}' has value of undefined.`);continue}let r=this[t];if(r===void 0){J(`Material: 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0&&this.emissiveIntensity!==1&&(n.emissiveIntensity=this.emissiveIntensity),this.specular&&this.specular.isColor&&(n.specular=this.specular.getHex()),this.specularIntensity!==void 0&&(n.specularIntensity=this.specularIntensity),this.specularColor&&this.specularColor.isColor&&(n.specularColor=this.specularColor.getHex()),this.shininess!==void 0&&(n.shininess=this.shininess),this.clearcoat!==void 0&&(n.clearcoat=this.clearcoat),this.clearcoatRoughness!==void 0&&(n.clearcoatRoughness=this.clearcoatRoughness),this.clearcoatMap&&this.clearcoatMap.isTexture&&(n.clearcoatMap=this.clearcoatMap.toJSON(e).uuid),this.clearcoatRoughnessMap&&this.clearcoatRoughnessMap.isTexture&&(n.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(e).uuid),this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(n.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(e).uuid,n.clearcoatNormalScale=this.clearcoatNormalScale.toArray()),this.sheenColorMap&&this.sheenColorMap.isTexture&&(n.sheenColorMap=this.sheenColorMap.toJSON(e).uuid),this.sheenRoughnessMap&&this.sheenRoughnessMap.isTexture&&(n.sheenRoughnessMap=this.sheenRoughnessMap.toJSON(e).uuid),this.dispersion!==void 0&&(n.dispersion=this.dispersion),this.iridescence!==void 0&&(n.iridescence=this.iridescence),this.iridescenceIOR!==void 0&&(n.iridescenceIOR=this.iridescenceIOR),this.iridescenceThicknessRange!==void 0&&(n.iridescenceThicknessRange=this.iridescenceThicknessRange),this.iridescenceMap&&this.iridescenceMap.isTexture&&(n.iridescenceMap=this.iridescenceMap.toJSON(e).uuid),this.iridescenceThicknessMap&&this.iridescenceThicknessMap.isTexture&&(n.iridescenceThicknessMap=this.iridescenceThicknessMap.toJSON(e).uuid),this.anisotropy!==void 0&&(n.anisotropy=this.anisotropy),this.anisotropyRotation!==void 0&&(n.anisotropyRotation=this.anisotropyRotation),this.anisotropyMap&&this.anisotropyMap.isTexture&&(n.anisotropyMap=this.anisotropyMap.toJSON(e).uuid),this.map&&this.map.isTexture&&(n.map=this.map.toJSON(e).uuid),this.matcap&&this.matcap.isTexture&&(n.matcap=this.matcap.toJSON(e).uuid),this.alphaMap&&this.alphaMap.isTexture&&(n.alphaMap=this.alphaMap.toJSON(e).uuid),this.lightMap&&this.lightMap.isTexture&&(n.lightMap=this.lightMap.toJSON(e).uuid,n.lightMapIntensity=this.lightMapIntensity),this.aoMap&&this.aoMap.isTexture&&(n.aoMap=this.aoMap.toJSON(e).uuid,n.aoMapIntensity=this.aoMapIntensity),this.bumpMap&&this.bumpMap.isTexture&&(n.bumpMap=this.bumpMap.toJSON(e).uuid,n.bumpScale=this.bumpScale),this.normalMap&&this.normalMap.isTexture&&(n.normalMap=this.normalMap.toJSON(e).uuid,n.normalMapType=this.normalMapType,n.normalScale=this.normalScale.toArray()),this.displacementMap&&this.displacementMap.isTexture&&(n.displacementMap=this.displacementMap.toJSON(e).uuid,n.displacementScale=this.displacementScale,n.displacementBias=this.displacementBias),this.roughnessMap&&this.roughnessMap.isTexture&&(n.roughnessMap=this.roughnessMap.toJSON(e).uuid),this.metalnessMap&&this.metalnessMap.isTexture&&(n.metalnessMap=this.metalnessMap.toJSON(e).uuid),this.emissiveMap&&this.emissiveMap.isTexture&&(n.emissiveMap=this.emissiveMap.toJSON(e).uuid),this.specularMap&&this.specularMap.isTexture&&(n.specularMap=this.specularMap.toJSON(e).uuid),this.specularIntensityMap&&this.specularIntensityMap.isTexture&&(n.specularIntensityMap=this.specularIntensityMap.toJSON(e).uuid),this.specularColorMap&&this.specularColorMap.isTexture&&(n.specularColorMap=this.specularColorMap.toJSON(e).uuid),this.envMap&&this.envMap.isTexture&&(n.envMap=this.envMap.toJSON(e).uuid,this.combine!==void 0&&(n.combine=this.combine)),this.envMapRotation!==void 0&&(n.envMapRotation=this.envMapRotation.toArray()),this.envMapIntensity!==void 0&&(n.envMapIntensity=this.envMapIntensity),this.reflectivity!==void 0&&(n.reflectivity=this.reflectivity),this.refractionRatio!==void 0&&(n.refractionRatio=this.refractionRatio),this.gradientMap&&this.gradientMap.isTexture&&(n.gradientMap=this.gradientMap.toJSON(e).uuid),this.transmission!==void 0&&(n.transmission=this.transmission),this.transmissionMap&&this.transmissionMap.isTexture&&(n.transmissionMap=this.transmissionMap.toJSON(e).uuid),this.thickness!==void 0&&(n.thickness=this.thickness),this.thicknessMap&&this.thicknessMap.isTexture&&(n.thicknessMap=this.thicknessMap.toJSON(e).uuid),this.attenuationDistance!==void 0&&this.attenuationDistance!==1/0&&(n.attenuationDistance=this.attenuationDistance),this.attenuationColor!==void 0&&(n.attenuationColor=this.attenuationColor.getHex()),this.size!==void 0&&(n.size=this.size),this.shadowSide!==null&&(n.shadowSide=this.shadowSide),this.sizeAttenuation!==void 0&&(n.sizeAttenuation=this.sizeAttenuation),this.blending!==1&&(n.blending=this.blending),this.side!==0&&(n.side=this.side),this.vertexColors===!0&&(n.vertexColors=!0),this.opacity<1&&(n.opacity=this.opacity),this.transparent===!0&&(n.transparent=!0),this.blendSrc!==204&&(n.blendSrc=this.blendSrc),this.blendDst!==205&&(n.blendDst=this.blendDst),this.blendEquation!==100&&(n.blendEquation=this.blendEquation),this.blendSrcAlpha!==null&&(n.blendSrcAlpha=this.blendSrcAlpha),this.blendDstAlpha!==null&&(n.blendDstAlpha=this.blendDstAlpha),this.blendEquationAlpha!==null&&(n.blendEquationAlpha=this.blendEquationAlpha),this.blendColor&&this.blendColor.isColor&&(n.blendColor=this.blendColor.getHex()),this.blendAlpha!==0&&(n.blendAlpha=this.blendAlpha),this.depthFunc!==3&&(n.depthFunc=this.depthFunc),this.depthTest===!1&&(n.depthTest=this.depthTest),this.depthWrite===!1&&(n.depthWrite=this.depthWrite),this.colorWrite===!1&&(n.colorWrite=this.colorWrite),this.stencilWriteMask!==255&&(n.stencilWriteMask=this.stencilWriteMask),this.stencilFunc!==519&&(n.stencilFunc=this.stencilFunc),this.stencilRef!==0&&(n.stencilRef=this.stencilRef),this.stencilFuncMask!==255&&(n.stencilFuncMask=this.stencilFuncMask),this.stencilFail!==7680&&(n.stencilFail=this.stencilFail),this.stencilZFail!==7680&&(n.stencilZFail=this.stencilZFail),this.stencilZPass!==7680&&(n.stencilZPass=this.stencilZPass),this.stencilWrite===!0&&(n.stencilWrite=this.stencilWrite),this.rotation!==void 0&&this.rotation!==0&&(n.rotation=this.rotation),this.polygonOffset===!0&&(n.polygonOffset=!0),this.polygonOffsetFactor!==0&&(n.polygonOffsetFactor=this.polygonOffsetFactor),this.polygonOffsetUnits!==0&&(n.polygonOffsetUnits=this.polygonOffsetUnits),this.linewidth!==void 0&&this.linewidth!==1&&(n.linewidth=this.linewidth),this.dashSize!==void 0&&(n.dashSize=this.dashSize),this.gapSize!==void 0&&(n.gapSize=this.gapSize),this.scale!==void 0&&(n.scale=this.scale),this.dithering===!0&&(n.dithering=!0),this.alphaTest>0&&(n.alphaTest=this.alphaTest),this.alphaHash===!0&&(n.alphaHash=!0),this.alphaToCoverage===!0&&(n.alphaToCoverage=!0),this.premultipliedAlpha===!0&&(n.premultipliedAlpha=!0),this.forceSinglePass===!0&&(n.forceSinglePass=!0),this.allowOverride===!1&&(n.allowOverride=!1),this.wireframe===!0&&(n.wireframe=!0),this.wireframeLinewidth>1&&(n.wireframeLinewidth=this.wireframeLinewidth),this.wireframeLinecap!==`round`&&(n.wireframeLinecap=this.wireframeLinecap),this.wireframeLinejoin!==`round`&&(n.wireframeLinejoin=this.wireframeLinejoin),this.flatShading===!0&&(n.flatShading=!0),this.visible===!1&&(n.visible=!1),this.toneMapped===!1&&(n.toneMapped=!1),this.fog===!1&&(n.fog=!1),Object.keys(this.userData).length>0&&(n.userData=this.userData);function r(e){let t=[];for(let n in e){let r=e[n];delete r.metadata,t.push(r)}return t}if(t){let t=r(e.textures),i=r(e.images);t.length>0&&(n.textures=t),i.length>0&&(n.images=i)}return n}fromJSON(e,t){if(e.uuid!==void 0&&(this.uuid=e.uuid),e.name!==void 0&&(this.name=e.name),e.color!==void 0&&this.color!==void 0&&this.color.setHex(e.color),e.roughness!==void 0&&(this.roughness=e.roughness),e.metalness!==void 0&&(this.metalness=e.metalness),e.sheen!==void 0&&(this.sheen=e.sheen),e.sheenColor!==void 0&&(this.sheenColor=new Z().setHex(e.sheenColor)),e.sheenRoughness!==void 0&&(this.sheenRoughness=e.sheenRoughness),e.emissive!==void 0&&this.emissive!==void 0&&this.emissive.setHex(e.emissive),e.specular!==void 0&&this.specular!==void 0&&this.specular.setHex(e.specular),e.specularIntensity!==void 0&&(this.specularIntensity=e.specularIntensity),e.specularColor!==void 0&&this.specularColor!==void 0&&this.specularColor.setHex(e.specularColor),e.shininess!==void 0&&(this.shininess=e.shininess),e.clearcoat!==void 0&&(this.clearcoat=e.clearcoat),e.clearcoatRoughness!==void 0&&(this.clearcoatRoughness=e.clearcoatRoughness),e.dispersion!==void 0&&(this.dispersion=e.dispersion),e.iridescence!==void 0&&(this.iridescence=e.iridescence),e.iridescenceIOR!==void 0&&(this.iridescenceIOR=e.iridescenceIOR),e.iridescenceThicknessRange!==void 0&&(this.iridescenceThicknessRange=e.iridescenceThicknessRange),e.transmission!==void 0&&(this.transmission=e.transmission),e.thickness!==void 0&&(this.thickness=e.thickness),e.attenuationDistance!==void 0&&(this.attenuationDistance=e.attenuationDistance),e.attenuationColor!==void 0&&this.attenuationColor!==void 0&&this.attenuationColor.setHex(e.attenuationColor),e.anisotropy!==void 0&&(this.anisotropy=e.anisotropy),e.anisotropyRotation!==void 0&&(this.anisotropyRotation=e.anisotropyRotation),e.fog!==void 0&&(this.fog=e.fog),e.flatShading!==void 0&&(this.flatShading=e.flatShading),e.blending!==void 0&&(this.blending=e.blending),e.combine!==void 0&&(this.combine=e.combine),e.side!==void 0&&(this.side=e.side),e.shadowSide!==void 0&&(this.shadowSide=e.shadowSide),e.opacity!==void 0&&(this.opacity=e.opacity),e.transparent!==void 0&&(this.transparent=e.transparent),e.alphaTest!==void 0&&(this.alphaTest=e.alphaTest),e.alphaHash!==void 0&&(this.alphaHash=e.alphaHash),e.depthFunc!==void 0&&(this.depthFunc=e.depthFunc),e.depthTest!==void 0&&(this.depthTest=e.depthTest),e.depthWrite!==void 0&&(this.depthWrite=e.depthWrite),e.colorWrite!==void 0&&(this.colorWrite=e.colorWrite),e.blendSrc!==void 0&&(this.blendSrc=e.blendSrc),e.blendDst!==void 0&&(this.blendDst=e.blendDst),e.blendEquation!==void 0&&(this.blendEquation=e.blendEquation),e.blendSrcAlpha!==void 0&&(this.blendSrcAlpha=e.blendSrcAlpha),e.blendDstAlpha!==void 0&&(this.blendDstAlpha=e.blendDstAlpha),e.blendEquationAlpha!==void 0&&(this.blendEquationAlpha=e.blendEquationAlpha),e.blendColor!==void 0&&this.blendColor!==void 0&&this.blendColor.setHex(e.blendColor),e.blendAlpha!==void 0&&(this.blendAlpha=e.blendAlpha),e.stencilWriteMask!==void 0&&(this.stencilWriteMask=e.stencilWriteMask),e.stencilFunc!==void 0&&(this.stencilFunc=e.stencilFunc),e.stencilRef!==void 0&&(this.stencilRef=e.stencilRef),e.stencilFuncMask!==void 0&&(this.stencilFuncMask=e.stencilFuncMask),e.stencilFail!==void 0&&(this.stencilFail=e.stencilFail),e.stencilZFail!==void 0&&(this.stencilZFail=e.stencilZFail),e.stencilZPass!==void 0&&(this.stencilZPass=e.stencilZPass),e.stencilWrite!==void 0&&(this.stencilWrite=e.stencilWrite),e.wireframe!==void 0&&(this.wireframe=e.wireframe),e.wireframeLinewidth!==void 0&&(this.wireframeLinewidth=e.wireframeLinewidth),e.wireframeLinecap!==void 0&&(this.wireframeLinecap=e.wireframeLinecap),e.wireframeLinejoin!==void 0&&(this.wireframeLinejoin=e.wireframeLinejoin),e.rotation!==void 0&&(this.rotation=e.rotation),e.linewidth!==void 0&&(this.linewidth=e.linewidth),e.dashSize!==void 0&&(this.dashSize=e.dashSize),e.gapSize!==void 0&&(this.gapSize=e.gapSize),e.scale!==void 0&&(this.scale=e.scale),e.polygonOffset!==void 0&&(this.polygonOffset=e.polygonOffset),e.polygonOffsetFactor!==void 0&&(this.polygonOffsetFactor=e.polygonOffsetFactor),e.polygonOffsetUnits!==void 0&&(this.polygonOffsetUnits=e.polygonOffsetUnits),e.dithering!==void 0&&(this.dithering=e.dithering),e.alphaToCoverage!==void 0&&(this.alphaToCoverage=e.alphaToCoverage),e.premultipliedAlpha!==void 0&&(this.premultipliedAlpha=e.premultipliedAlpha),e.forceSinglePass!==void 0&&(this.forceSinglePass=e.forceSinglePass),e.allowOverride!==void 0&&(this.allowOverride=e.allowOverride),e.visible!==void 0&&(this.visible=e.visible),e.toneMapped!==void 0&&(this.toneMapped=e.toneMapped),e.userData!==void 0&&(this.userData=e.userData),e.vertexColors!==void 0&&(typeof e.vertexColors==`number`?this.vertexColors=e.vertexColors>0:this.vertexColors=e.vertexColors),e.size!==void 0&&(this.size=e.size),e.sizeAttenuation!==void 0&&(this.sizeAttenuation=e.sizeAttenuation),e.map!==void 0&&(this.map=t[e.map]||null),e.matcap!==void 0&&(this.matcap=t[e.matcap]||null),e.alphaMap!==void 0&&(this.alphaMap=t[e.alphaMap]||null),e.bumpMap!==void 0&&(this.bumpMap=t[e.bumpMap]||null),e.bumpScale!==void 0&&(this.bumpScale=e.bumpScale),e.normalMap!==void 0&&(this.normalMap=t[e.normalMap]||null),e.normalMapType!==void 0&&(this.normalMapType=e.normalMapType),e.normalScale!==void 0){let t=e.normalScale;Array.isArray(t)===!1&&(t=[t,t]),this.normalScale=new Y().fromArray(t)}return e.displacementMap!==void 0&&(this.displacementMap=t[e.displacementMap]||null),e.displacementScale!==void 0&&(this.displacementScale=e.displacementScale),e.displacementBias!==void 0&&(this.displacementBias=e.displacementBias),e.roughnessMap!==void 0&&(this.roughnessMap=t[e.roughnessMap]||null),e.metalnessMap!==void 0&&(this.metalnessMap=t[e.metalnessMap]||null),e.emissiveMap!==void 0&&(this.emissiveMap=t[e.emissiveMap]||null),e.emissiveIntensity!==void 0&&(this.emissiveIntensity=e.emissiveIntensity),e.specularMap!==void 0&&(this.specularMap=t[e.specularMap]||null),e.specularIntensityMap!==void 0&&(this.specularIntensityMap=t[e.specularIntensityMap]||null),e.specularColorMap!==void 0&&(this.specularColorMap=t[e.specularColorMap]||null),e.envMap!==void 0&&(this.envMap=t[e.envMap]||null),e.envMapRotation!==void 0&&this.envMapRotation.fromArray(e.envMapRotation),e.envMapIntensity!==void 0&&(this.envMapIntensity=e.envMapIntensity),e.reflectivity!==void 0&&(this.reflectivity=e.reflectivity),e.refractionRatio!==void 0&&(this.refractionRatio=e.refractionRatio),e.lightMap!==void 0&&(this.lightMap=t[e.lightMap]||null),e.lightMapIntensity!==void 0&&(this.lightMapIntensity=e.lightMapIntensity),e.aoMap!==void 0&&(this.aoMap=t[e.aoMap]||null),e.aoMapIntensity!==void 0&&(this.aoMapIntensity=e.aoMapIntensity),e.gradientMap!==void 0&&(this.gradientMap=t[e.gradientMap]||null),e.clearcoatMap!==void 0&&(this.clearcoatMap=t[e.clearcoatMap]||null),e.clearcoatRoughnessMap!==void 0&&(this.clearcoatRoughnessMap=t[e.clearcoatRoughnessMap]||null),e.clearcoatNormalMap!==void 0&&(this.clearcoatNormalMap=t[e.clearcoatNormalMap]||null),e.clearcoatNormalScale!==void 0&&(this.clearcoatNormalScale=new Y().fromArray(e.clearcoatNormalScale)),e.iridescenceMap!==void 0&&(this.iridescenceMap=t[e.iridescenceMap]||null),e.iridescenceThicknessMap!==void 0&&(this.iridescenceThicknessMap=t[e.iridescenceThicknessMap]||null),e.transmissionMap!==void 0&&(this.transmissionMap=t[e.transmissionMap]||null),e.thicknessMap!==void 0&&(this.thicknessMap=t[e.thicknessMap]||null),e.anisotropyMap!==void 0&&(this.anisotropyMap=t[e.anisotropyMap]||null),e.sheenColorMap!==void 0&&(this.sheenColorMap=t[e.sheenColorMap]||null),e.sheenRoughnessMap!==void 0&&(this.sheenRoughnessMap=t[e.sheenRoughnessMap]||null),this}clone(){return new this.constructor().copy(this)}copy(e){this.name=e.name,this.blending=e.blending,this.side=e.side,this.vertexColors=e.vertexColors,this.opacity=e.opacity,this.transparent=e.transparent,this.blendSrc=e.blendSrc,this.blendDst=e.blendDst,this.blendEquation=e.blendEquation,this.blendSrcAlpha=e.blendSrcAlpha,this.blendDstAlpha=e.blendDstAlpha,this.blendEquationAlpha=e.blendEquationAlpha,this.blendColor.copy(e.blendColor),this.blendAlpha=e.blendAlpha,this.depthFunc=e.depthFunc,this.depthTest=e.depthTest,this.depthWrite=e.depthWrite,this.stencilWriteMask=e.stencilWriteMask,this.stencilFunc=e.stencilFunc,this.stencilRef=e.stencilRef,this.stencilFuncMask=e.stencilFuncMask,this.stencilFail=e.stencilFail,this.stencilZFail=e.stencilZFail,this.stencilZPass=e.stencilZPass,this.stencilWrite=e.stencilWrite;let t=e.clippingPlanes,n=null;if(t!==null){let e=t.length;n=Array(e);for(let r=0;r!==e;++r)n[r]=t[r].clone()}return this.clippingPlanes=n,this.clipIntersection=e.clipIntersection,this.clipShadows=e.clipShadows,this.shadowSide=e.shadowSide,this.colorWrite=e.colorWrite,this.precision=e.precision,this.polygonOffset=e.polygonOffset,this.polygonOffsetFactor=e.polygonOffsetFactor,this.polygonOffsetUnits=e.polygonOffsetUnits,this.dithering=e.dithering,this.alphaTest=e.alphaTest,this.alphaHash=e.alphaHash,this.alphaToCoverage=e.alphaToCoverage,this.premultipliedAlpha=e.premultipliedAlpha,this.forceSinglePass=e.forceSinglePass,this.allowOverride=e.allowOverride,this.visible=e.visible,this.toneMapped=e.toneMapped,this.userData=JSON.parse(JSON.stringify(e.userData)),this}dispose(){this.dispatchEvent({type:`dispose`})}set needsUpdate(e){e===!0&&this.version++}},af=new X,of=new X,sf=new X,cf=new X,lf=new X,uf=new X,df=new X,ff=class{constructor(e=new X,t=new X(0,0,-1)){this.origin=e,this.direction=t}set(e,t){return this.origin.copy(e),this.direction.copy(t),this}copy(e){return this.origin.copy(e.origin),this.direction.copy(e.direction),this}at(e,t){return t.copy(this.origin).addScaledVector(this.direction,e)}lookAt(e){return this.direction.copy(e).sub(this.origin).normalize(),this}recast(e){return this.origin.copy(this.at(e,af)),this}closestPointToPoint(e,t){t.subVectors(e,this.origin);let n=t.dot(this.direction);return n<0?t.copy(this.origin):t.copy(this.origin).addScaledVector(this.direction,n)}distanceToPoint(e){return Math.sqrt(this.distanceSqToPoint(e))}distanceSqToPoint(e){let t=af.subVectors(e,this.origin).dot(this.direction);return t<0?this.origin.distanceToSquared(e):(af.copy(this.origin).addScaledVector(this.direction,t),af.distanceToSquared(e))}distanceSqToSegment(e,t,n,r){of.copy(e).add(t).multiplyScalar(.5),sf.copy(t).sub(e).normalize(),cf.copy(this.origin).sub(of);let i=e.distanceTo(t)*.5,a=-this.direction.dot(sf),o=cf.dot(this.direction),s=-cf.dot(sf),c=cf.lengthSq(),l=Math.abs(1-a*a),u,d,f,p;if(l>0)if(u=a*s-o,d=a*o-s,p=i*l,u>=0)if(d>=-p)if(d<=p){let e=1/l;u*=e,d*=e,f=u*(u+a*d+2*o)+d*(a*u+d+2*s)+c}else d=i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;else d=-i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;else d<=-p?(u=Math.max(0,-(-a*i+o)),d=u>0?-i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c):d<=p?(u=0,d=Math.min(Math.max(-i,-s),i),f=d*(d+2*s)+c):(u=Math.max(0,-(a*i+o)),d=u>0?i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c);else d=a>0?-i:i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;return n&&n.copy(this.origin).addScaledVector(this.direction,u),r&&r.copy(of).addScaledVector(sf,d),f}intersectSphere(e,t){af.subVectors(e.center,this.origin);let n=af.dot(this.direction),r=af.dot(af)-n*n,i=e.radius*e.radius;if(r>i)return null;let a=Math.sqrt(i-r),o=n-a,s=n+a;return s<0?null:o<0?this.at(s,t):this.at(o,t)}intersectsSphere(e){return e.radius<0?!1:this.distanceSqToPoint(e.center)<=e.radius*e.radius}distanceToPlane(e){let t=e.normal.dot(this.direction);if(t===0)return e.distanceToPoint(this.origin)===0?0:null;let n=-(this.origin.dot(e.normal)+e.constant)/t;return n>=0?n:null}intersectPlane(e,t){let n=this.distanceToPlane(e);return n===null?null:this.at(n,t)}intersectsPlane(e){let t=e.distanceToPoint(this.origin);return t===0||e.normal.dot(this.direction)*t<0}intersectBox(e,t){let n,r,i,a,o,s,c=1/this.direction.x,l=1/this.direction.y,u=1/this.direction.z,d=this.origin;return c>=0?(n=(e.min.x-d.x)*c,r=(e.max.x-d.x)*c):(n=(e.max.x-d.x)*c,r=(e.min.x-d.x)*c),l>=0?(i=(e.min.y-d.y)*l,a=(e.max.y-d.y)*l):(i=(e.max.y-d.y)*l,a=(e.min.y-d.y)*l),n>a||i>r||((i>n||isNaN(n))&&(n=i),(a=0?(o=(e.min.z-d.z)*u,s=(e.max.z-d.z)*u):(o=(e.max.z-d.z)*u,s=(e.min.z-d.z)*u),n>s||o>r)||((o>n||n!==n)&&(n=o),(s=0?n:r,t)}intersectsBox(e){return this.intersectBox(e,af)!==null}intersectTriangle(e,t,n,r,i){lf.subVectors(t,e),uf.subVectors(n,e),df.crossVectors(lf,uf);let a=this.direction.dot(df),o;if(a>0){if(r)return null;o=1}else if(a<0)o=-1,a=-a;else return null;cf.subVectors(this.origin,e);let s=o*this.direction.dot(uf.crossVectors(cf,uf));if(s<0)return null;let c=o*this.direction.dot(lf.cross(cf));if(c<0||s+c>a)return null;let l=-o*cf.dot(df);return l<0?null:this.at(l/a,i)}applyMatrix4(e){return this.origin.applyMatrix4(e),this.direction.transformDirection(e),this}equals(e){return e.origin.equals(this.origin)&&e.direction.equals(this.direction)}clone(){return new this.constructor().copy(this)}},pf=class extends rf{constructor(e){super(),this.isMeshBasicMaterial=!0,this.type=`MeshBasicMaterial`,this.color=new Z(16777215),this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new ju,this.combine=0,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.specularMap=e.specularMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.envMapRotation.copy(e.envMapRotation),this.combine=e.combine,this.reflectivity=e.reflectivity,this.refractionRatio=e.refractionRatio,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.fog=e.fog,this}},mf=new xu,hf=new ff,gf=new Wd,_f=new X,vf=new X,yf=new X,bf=new X,xf=new X,Sf=new X,Cf=new X,wf=new X,Q=class extends Ju{constructor(e=new Qd,t=new pf){super(),this.isMesh=!0,this.type=`Mesh`,this.geometry=e,this.material=t,this.morphTargetDictionary=void 0,this.morphTargetInfluences=void 0,this.count=1,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),e.morphTargetInfluences!==void 0&&(this.morphTargetInfluences=e.morphTargetInfluences.slice()),e.morphTargetDictionary!==void 0&&(this.morphTargetDictionary=Object.assign({},e.morphTargetDictionary)),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}updateMorphTargets(){let e=this.geometry.morphAttributes,t=Object.keys(e);if(t.length>0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;e(e.far-e.near)**2))&&(mf.copy(i).invert(),hf.copy(e.ray).applyMatrix4(mf),!(n.boundingBox!==null&&hf.intersectsBox(n.boundingBox)===!1)&&this._computeIntersections(e,t,hf)))}_computeIntersections(e,t,n){let r,i=this.geometry,a=this.material,o=i.index,s=i.attributes.position,c=i.attributes.uv,l=i.attributes.uv1,u=i.attributes.normal,d=i.groups,f=i.drawRange;if(o!==null)if(Array.isArray(a))for(let i=0,s=d.length;in.far?null:{distance:l,point:wf.clone(),object:e}}function Ef(e,t,n,r,i,a,o,s,c,l){e.getVertexPosition(s,vf),e.getVertexPosition(c,yf),e.getVertexPosition(l,bf);let u=Tf(e,t,n,r,vf,yf,bf,Cf);if(u){let e=new X;vd.getBarycoord(Cf,vf,yf,bf,e),i&&(u.uv=vd.getInterpolatedAttribute(i,s,c,l,e,new Y)),a&&(u.uv1=vd.getInterpolatedAttribute(a,s,c,l,e,new Y)),o&&(u.normal=vd.getInterpolatedAttribute(o,s,c,l,e,new X),u.normal.dot(r.direction)>0&&u.normal.multiplyScalar(-1));let t={a:s,b:c,c:l,normal:new X,materialIndex:0};vd.getNormal(vf,yf,bf,t.normal),u.face=t,u.barycoord=e}return u}var Df=new gu,Of=new gu,kf=new gu,Af=new gu,jf=new xu,Mf=new X,Nf=new Wd,Pf=new xu,Ff=new ff,If=class extends Q{constructor(e,t){super(e,t),this.isSkinnedMesh=!0,this.type=`SkinnedMesh`,this.bindMode=As,this.bindMatrix=new xu,this.bindMatrixInverse=new xu,this.boundingBox=null,this.boundingSphere=null}computeBoundingBox(){let e=this.geometry;this.boundingBox===null&&(this.boundingBox=new yd),this.boundingBox.makeEmpty();let t=e.getAttribute(`position`);for(let e=0;e1)?null:t.copy(e.start).addScaledVector(r,a)}intersectsLine(e){let t=this.distanceToPoint(e.start),n=this.distanceToPoint(e.end);return t<0&&n>0||n<0&&t>0}intersectsBox(e){return e.intersectsPlane(this)}intersectsSphere(e){return e.intersectsPlane(this)}coplanarPoint(e){return e.copy(this.normal).multiplyScalar(-this.constant)}applyMatrix4(e,t){let n=t||$f.getNormalMatrix(e),r=this.coplanarPoint(Zf).applyMatrix4(e),i=this.normal.applyMatrix3(n).normalize();return this.constant=-r.dot(i),this}translate(e){return this.constant-=e.dot(this.normal),this}equals(e){return e.normal.equals(this.normal)&&e.constant===this.constant}clone(){return new this.constructor().copy(this)}},tp=new Wd,np=new Y(.5,.5),rp=new X,ip=class{constructor(e=new ep,t=new ep,n=new ep,r=new ep,i=new ep,a=new ep){this.planes=[e,t,n,r,i,a]}set(e,t,n,r,i,a){let o=this.planes;return o[0].copy(e),o[1].copy(t),o[2].copy(n),o[3].copy(r),o[4].copy(i),o[5].copy(a),this}copy(e){let t=this.planes;for(let n=0;n<6;n++)t[n].copy(e.planes[n]);return this}setFromProjectionMatrix(e,t=dl,n=!1){let r=this.planes,i=e.elements,a=i[0],o=i[1],s=i[2],c=i[3],l=i[4],u=i[5],d=i[6],f=i[7],p=i[8],m=i[9],h=i[10],g=i[11],_=i[12],v=i[13],y=i[14],b=i[15];if(r[0].setComponents(c-a,f-l,g-p,b-_).normalize(),r[1].setComponents(c+a,f+l,g+p,b+_).normalize(),r[2].setComponents(c+o,f+u,g+m,b+v).normalize(),r[3].setComponents(c-o,f-u,g-m,b-v).normalize(),n)r[4].setComponents(s,d,h,y).normalize(),r[5].setComponents(c-s,f-d,g-h,b-y).normalize();else if(r[4].setComponents(c-s,f-d,g-h,b-y).normalize(),t===2e3)r[5].setComponents(c+s,f+d,g+h,b+y).normalize();else if(t===2001)r[5].setComponents(s,d,h,y).normalize();else throw Error(`THREE.Frustum.setFromProjectionMatrix(): Invalid coordinate system: `+t);return this}intersectsObject(e){if(e.boundingSphere!==void 0)e.boundingSphere===null&&e.computeBoundingSphere(),tp.copy(e.boundingSphere).applyMatrix4(e.matrixWorld);else{let t=e.geometry;t.boundingSphere===null&&t.computeBoundingSphere(),tp.copy(t.boundingSphere).applyMatrix4(e.matrixWorld)}return this.intersectsSphere(tp)}intersectsSprite(e){return tp.center.set(0,0,0),tp.radius=.7071067811865476+np.distanceTo(e.center),tp.applyMatrix4(e.matrixWorld),this.intersectsSphere(tp)}intersectsSphere(e){let t=this.planes,n=e.center,r=-e.radius;for(let e=0;e<6;e++)if(t[e].distanceToPoint(n)0?e.max.x:e.min.x,rp.y=r.normal.y>0?e.max.y:e.min.y,rp.z=r.normal.z>0?e.max.z:e.min.z,r.distanceToPoint(rp)<0)return!1}return!0}containsPoint(e){let t=this.planes;for(let n=0;n<6;n++)if(t[n].distanceToPoint(e)<0)return!1;return!0}clone(){return new this.constructor().copy(this)}},ap=class extends rf{constructor(e){super(),this.isLineBasicMaterial=!0,this.type=`LineBasicMaterial`,this.color=new Z(16777215),this.map=null,this.linewidth=1,this.linecap=`round`,this.linejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.linewidth=e.linewidth,this.linecap=e.linecap,this.linejoin=e.linejoin,this.fog=e.fog,this}},op=new X,sp=new X,cp=new xu,lp=new ff,up=new Wd,dp=new X,fp=new X,pp=class extends Ju{constructor(e=new Qd,t=new ap){super(),this.isLine=!0,this.type=`Line`,this.geometry=e,this.material=t,this.morphTargetDictionary=void 0,this.morphTargetInfluences=void 0,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[0];for(let e=1,r=t.count;e0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;er)return;dp.applyMatrix4(e.matrixWorld);let c=t.ray.origin.distanceTo(dp);if(!(ct.far))return{distance:c,point:fp.clone().applyMatrix4(e.matrixWorld),index:o,face:null,faceIndex:null,barycoord:null,object:e}}var hp=new X,gp=new X,_p=class extends pp{constructor(e,t){super(e,t),this.isLineSegments=!0,this.type=`LineSegments`}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[];for(let e=0,r=t.count;e0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;ei.far)return;a.push({distance:c,distanceToRay:Math.sqrt(s),point:n,index:t,face:null,faceIndex:null,barycoord:null,object:o})}}var Ep=class extends hu{constructor(e=[],t=301,n,r,i,a,o,s,c,l){super(e,t,n,r,i,a,o,s,c,l),this.isCubeTexture=!0,this.flipY=!1}get images(){return this.image}set images(e){this.image=e}},Dp=class extends hu{constructor(e,t,n,r,i,a,o,s,c){super(e,t,n,r,i,a,o,s,c),this.isCanvasTexture=!0,this.needsUpdate=!0}},Op=class extends hu{constructor(e,t,n=Gs,r,i,a,o=Ps,s=Ps,c,l=nc,u=1){if(l!==1026&&l!==1027)throw Error(`THREE.DepthTexture: format must be either THREE.DepthFormat or THREE.DepthStencilFormat`);super({width:e,height:t,depth:u},r,i,a,o,s,l,n,c),this.isDepthTexture=!0,this.flipY=!1,this.generateMipmaps=!1,this.compareFunction=null}copy(e){return super.copy(e),this.source=new du(Object.assign({},e.image)),this.compareFunction=e.compareFunction,this}toJSON(e){let t=super.toJSON(e);return this.compareFunction!==null&&(t.compareFunction=this.compareFunction),t}},kp=class extends Op{constructor(e,t=Gs,n=301,r,i,a=Ps,o=Ps,s,c=nc){let l={width:e,height:e,depth:1},u=[l,l,l,l,l,l];super(e,e,t,n,r,i,a,o,s,c),this.image=u,this.isCubeDepthTexture=!0,this.isCubeTexture=!0}get images(){return this.image}set images(e){this.image=e}},Ap=class extends hu{constructor(e=null){super(),this.sourceTexture=e,this.isExternalTexture=!0}copy(e){return super.copy(e),this.sourceTexture=e.sourceTexture,this}},jp=class e extends Qd{constructor(e=1,t=1,n=1,r=1,i=1,a=1){super(),this.type=`BoxGeometry`,this.parameters={width:e,height:t,depth:n,widthSegments:r,heightSegments:i,depthSegments:a};let o=this;r=Math.floor(r),i=Math.floor(i),a=Math.floor(a);let s=[],c=[],l=[],u=[],d=0,f=0;p(`z`,`y`,`x`,-1,-1,n,t,e,a,i,0),p(`z`,`y`,`x`,1,-1,n,t,-e,a,i,1),p(`x`,`z`,`y`,1,1,e,n,t,r,a,2),p(`x`,`z`,`y`,1,-1,e,n,-t,r,a,3),p(`x`,`y`,`z`,1,-1,e,t,n,r,i,4),p(`x`,`y`,`z`,-1,-1,e,t,-n,r,i,5),this.setIndex(s),this.setAttribute(`position`,new Bd(c,3)),this.setAttribute(`normal`,new Bd(l,3)),this.setAttribute(`uv`,new Bd(u,2));function 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this.arcLengthDivisions=e.arcLengthDivisions,this}},Rp=class extends Lp{constructor(e=0,t=0,n=1,r=1,i=0,a=Math.PI*2,o=!1,s=0){super(),this.isEllipseCurve=!0,this.type=`EllipseCurve`,this.aX=e,this.aY=t,this.xRadius=n,this.yRadius=r,this.aStartAngle=i,this.aEndAngle=a,this.aClockwise=o,this.aRotation=s}getPoint(e,t=new Y){let n=t,r=Math.PI*2,i=this.aEndAngle-this.aStartAngle,a=Math.abs(i)<2**-52;for(;i<0;)i+=r;for(;i>r;)i-=r;i<2**-52&&(i=a?0:r),this.aClockwise===!0&&!a&&(i===r?i=-r:i-=r);let o=this.aStartAngle+e*i,s=this.aX+this.xRadius*Math.cos(o),c=this.aY+this.yRadius*Math.sin(o);if(this.aRotation!==0){let e=Math.cos(this.aRotation),t=Math.sin(this.aRotation),n=s-this.aX,r=c-this.aY;s=n*e-r*t+this.aX,c=n*t+r*e+this.aY}return n.set(s,c)}copy(e){return super.copy(e),this.aX=e.aX,this.aY=e.aY,this.xRadius=e.xRadius,this.yRadius=e.yRadius,this.aStartAngle=e.aStartAngle,this.aEndAngle=e.aEndAngle,this.aClockwise=e.aClockwise,this.aRotation=e.aRotation,this}toJSON(){let e=super.toJSON();return e.aX=this.aX,e.aY=this.aY,e.xRadius=this.xRadius,e.yRadius=this.yRadius,e.aStartAngle=this.aStartAngle,e.aEndAngle=this.aEndAngle,e.aClockwise=this.aClockwise,e.aRotation=this.aRotation,e}fromJSON(e){return super.fromJSON(e),this.aX=e.aX,this.aY=e.aY,this.xRadius=e.xRadius,this.yRadius=e.yRadius,this.aStartAngle=e.aStartAngle,this.aEndAngle=e.aEndAngle,this.aClockwise=e.aClockwise,this.aRotation=e.aRotation,this}},zp=class extends Rp{constructor(e,t,n,r,i,a){super(e,t,n,n,r,i,a),this.isArcCurve=!0,this.type=`ArcCurve`}};function Bp(){let e=0,t=0,n=0,r=0;function i(i,a,o,s){e=i,t=o,n=-3*i+3*a-2*o-s,r=2*i-2*a+o+s}return{initCatmullRom:function(e,t,n,r,a){i(t,n,a*(n-e),a*(r-t))},initNonuniformCatmullRom:function(e,t,n,r,a,o,s){let c=(t-e)/a-(n-e)/(a+o)+(n-t)/o,l=(n-t)/o-(r-t)/(o+s)+(r-n)/s;c*=o,l*=o,i(t,n,c,l)},calc:function(i){let a=i*i,o=a*i;return e+t*i+n*a+r*o}}}var Vp=new X,Hp=new X,Up=new Bp,Wp=new Bp,Gp=new Bp,Kp=class extends Lp{constructor(e=[],t=!1,n=`centripetal`,r=.5){super(),this.isCatmullRomCurve3=!0,this.type=`CatmullRomCurve3`,this.points=e,this.closed=t,this.curveType=n,this.tension=r}getPoint(e,t=new X){let n=t,r=this.points,i=r.length,a=(i-+!this.closed)*e,o=Math.floor(a),s=a-o;this.closed?o+=o>0?0:(Math.floor(Math.abs(o)/i)+1)*i:s===0&&o===i-1&&(o=i-2,s=1);let c,l;this.closed||o>0?c=r[(o-1)%i]:(Hp.subVectors(r[0],r[1]).add(r[0]),c=Hp);let u=r[o%i],d=r[(o+1)%i];if(this.closed||o+2r.length-2?r.length-1:a+1],u=r[a>r.length-3?r.length-1:a+2];return n.set(qp(o,s.x,c.x,l.x,u.x),qp(o,s.y,c.y,l.y,u.y)),n}copy(e){super.copy(e),this.points=[];for(let t=0,n=e.points.length;t0)&&f.push(t,i,c),(e!==n-1||s0&&(t.defines=this.defines),t.vertexShader=this.vertexShader,t.fragmentShader=this.fragmentShader,t.lights=this.lights,t.clipping=this.clipping;let n={};for(let e in this.extensions)this.extensions[e]===!0&&(n[e]=!0);return Object.keys(n).length>0&&(t.extensions=n),t}fromJSON(e,t){if(super.fromJSON(e,t),e.uniforms!==void 0)for(let n in e.uniforms){let r=e.uniforms[n];switch(this.uniforms[n]={},r.type){case`t`:this.uniforms[n].value=t[r.value]||null;break;case`c`:this.uniforms[n].value=new Z().setHex(r.value);break;case`v2`:this.uniforms[n].value=new Y().fromArray(r.value);break;case`v3`:this.uniforms[n].value=new X().fromArray(r.value);break;case`v4`:this.uniforms[n].value=new hu().fromArray(r.value);break;case`m3`:this.uniforms[n].value=new $l().fromArray(r.value);break;case`m4`:this.uniforms[n].value=new bu().fromArray(r.value);break;default:this.uniforms[n].value=r.value}}if(e.defines!==void 0&&(this.defines=e.defines),e.vertexShader!==void 0&&(this.vertexShader=e.vertexShader),e.fragmentShader!==void 0&&(this.fragmentShader=e.fragmentShader),e.glslVersion!==void 0&&(this.glslVersion=e.glslVersion),e.extensions!==void 0)for(let t in e.extensions)this.extensions[t]=e.extensions[t];return e.lights!==void 0&&(this.lights=e.lights),e.clipping!==void 0&&(this.clipping=e.clipping),this}},Tm=class extends wm{constructor(e){super(e),this.isRawShaderMaterial=!0,this.type=`RawShaderMaterial`}},Em=class extends nf{constructor(e){super(),this.isMeshStandardMaterial=!0,this.type=`MeshStandardMaterial`,this.defines={STANDARD:``},this.color=new Z(16777215),this.roughness=1,this.metalness=0,this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Z(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=0,this.normalScale=new Y(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.roughnessMap=null,this.metalnessMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new Au,this.envMapIntensity=1,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.flatShading=!1,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.defines={STANDARD:``},this.color.copy(e.color),this.roughness=e.roughness,this.metalness=e.metalness,this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.emissive.copy(e.emissive),this.emissiveMap=e.emissiveMap,this.emissiveIntensity=e.emissiveIntensity,this.bumpMap=e.bumpMap,this.bumpScale=e.bumpScale,this.normalMap=e.normalMap,this.normalMapType=e.normalMapType,this.normalScale.copy(e.normalScale),this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.roughnessMap=e.roughnessMap,this.metalnessMap=e.metalnessMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.envMapRotation.copy(e.envMapRotation),this.envMapIntensity=e.envMapIntensity,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.flatShading=e.flatShading,this.fog=e.fog,this}},Dm=class extends Em{constructor(e){super(),this.isMeshPhysicalMaterial=!0,this.defines={STANDARD:``,PHYSICAL:``},this.type=`MeshPhysicalMaterial`,this.anisotropyRotation=0,this.anisotropyMap=null,this.clearcoatMap=null,this.clearcoatRoughness=0,this.clearcoatRoughnessMap=null,this.clearcoatNormalScale=new Y(1,1),this.clearcoatNormalMap=null,this.ior=1.5,Object.defineProperty(this,"reflectivity",{get:function(){return Ol(2.5*(this.ior-1)/(this.ior+1),0,1)},set:function(e){this.ior=(1+.4*e)/(1-.4*e)}}),this.iridescenceMap=null,this.iridescenceIOR=1.3,this.iridescenceThicknessRange=[100,400],this.iridescenceThicknessMap=null,this.sheenColor=new Z(0),this.sheenColorMap=null,this.sheenRoughness=1,this.sheenRoughnessMap=null,this.transmissionMap=null,this.thickness=0,this.thicknessMap=null,this.attenuationDistance=1/0,this.attenuationColor=new Z(1,1,1),this.specularIntensity=1,this.specularIntensityMap=null,this.specularColor=new Z(1,1,1),this.specularColorMap=null,this._anisotropy=0,this._clearcoat=0,this._dispersion=0,this._iridescence=0,this._sheen=0,this._transmission=0,this.setValues(e)}get anisotropy(){return this._anisotropy}set anisotropy(e){this._anisotropy>0!=e>0&&this.version++,this._anisotropy=e}get clearcoat(){return this._clearcoat}set clearcoat(e){this._clearcoat>0!=e>0&&this.version++,this._clearcoat=e}get iridescence(){return this._iridescence}set iridescence(e){this._iridescence>0!=e>0&&this.version++,this._iridescence=e}get dispersion(){return this._dispersion}set dispersion(e){this._dispersion>0!=e>0&&this.version++,this._dispersion=e}get sheen(){return this._sheen}set sheen(e){this._sheen>0!=e>0&&this.version++,this._sheen=e}get transmission(){return this._transmission}set transmission(e){this._transmission>0!=e>0&&this.version++,this._transmission=e}copy(e){return super.copy(e),this.defines={STANDARD:``,PHYSICAL:``},this.anisotropy=e.anisotropy,this.anisotropyRotation=e.anisotropyRotation,this.anisotropyMap=e.anisotropyMap,this.clearcoat=e.clearcoat,this.clearcoatMap=e.clearcoatMap,this.clearcoatRoughness=e.clearcoatRoughness,this.clearcoatRoughnessMap=e.clearcoatRoughnessMap,this.clearcoatNormalMap=e.clearcoatNormalMap,this.clearcoatNormalScale.copy(e.clearcoatNormalScale),this.dispersion=e.dispersion,this.ior=e.ior,this.iridescence=e.iridescence,this.iridescenceMap=e.iridescenceMap,this.iridescenceIOR=e.iridescenceIOR,this.iridescenceThicknessRange=[...e.iridescenceThicknessRange],this.iridescenceThicknessMap=e.iridescenceThicknessMap,this.sheen=e.sheen,this.sheenColor.copy(e.sheenColor),this.sheenColorMap=e.sheenColorMap,this.sheenRoughness=e.sheenRoughness,this.sheenRoughnessMap=e.sheenRoughnessMap,this.transmission=e.transmission,this.transmissionMap=e.transmissionMap,this.thickness=e.thickness,this.thicknessMap=e.thicknessMap,this.attenuationDistance=e.attenuationDistance,this.attenuationColor.copy(e.attenuationColor),this.specularIntensity=e.specularIntensity,this.specularIntensityMap=e.specularIntensityMap,this.specularColor.copy(e.specularColor),this.specularColorMap=e.specularColorMap,this}},Om=class extends nf{constructor(e){super(),this.isMeshDepthMaterial=!0,this.type=`MeshDepthMaterial`,this.depthPacking=nl,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.wireframe=!1,this.wireframeLinewidth=1,this.setValues(e)}copy(e){return super.copy(e),this.depthPacking=e.depthPacking,this.map=e.map,this.alphaMap=e.alphaMap,this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this}},km=class extends nf{constructor(e){super(),this.isMeshDistanceMaterial=!0,this.type=`MeshDistanceMaterial`,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.setValues(e)}copy(e){return 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zm{constructor(e,t,n){super(e,t,n)}};Gm.prototype.ValueTypeName=`string`,Gm.prototype.ValueBufferType=Array,Gm.prototype.DefaultInterpolation=qc,Gm.prototype.InterpolantFactoryMethodLinear=void 0,Gm.prototype.InterpolantFactoryMethodSmooth=void 0;var Km=class extends zm{constructor(e,t,n,r){super(e,t,n,r)}};Km.prototype.ValueTypeName=`vector`;var qm=class{constructor(e=``,t=-1,n=[],r=el){this.name=e,this.tracks=n,this.duration=t,this.blendMode=r,this.uuid=Dl(),this.userData={},this.duration<0&&this.resetDuration()}static parse(e){let t=[],n=e.tracks,r=1/(e.fps||1);for(let e=0,i=n.length;e!==i;++e)t.push(Ym(n[e]).scale(r));let i=new this(e.name,e.duration,t,e.blendMode);return i.uuid=e.uuid,i.userData=JSON.parse(e.userData||`{}`),i}static toJSON(e){let t=[],n=e.tracks,r={name:e.name,duration:e.duration,tracks:t,uuid:e.uuid,blendMode:e.blendMode,userData:JSON.stringify(e.userData)};for(let e=0,r=n.length;e!==r;++e)t.push(zm.toJSON(n[e]));return r}static CreateFromMorphTargetSequence(e,t,n,r){let i=t.length,a=[];for(let e=0;e1){let e=a[1],t=r[e];t||(r[e]=t=[]),t.push(n)}}let a=[];for(let e in r)a.push(this.CreateFromMorphTargetSequence(e,r[e],t,n));return a}resetDuration(){let e=this.tracks,t=0;for(let n=0,r=e.length;n!==r;++n){let e=this.tracks[n];t=Math.max(t,e.times[e.times.length-1])}return this.duration=t,this}trim(){for(let e=0;e{t&&t(i),this.manager.itemEnd(e)},0);return}if(eh[e]!==void 0){eh[e].push({onLoad:t,onProgress:n,onError:r});return}eh[e]=[],eh[e].push({onLoad:t,onProgress:n,onError:r});let a=new Request(e,{headers:new Headers(this.requestHeader),credentials:this.withCredentials?`include`:`same-origin`,signal:typeof AbortSignal.any==`function`?AbortSignal.any([this._abortController.signal,this.manager.abortController.signal]):this._abortController.signal}),o=this.mimeType,s=this.responseType;fetch(a).then(t=>{if(t.status===200||t.status===0){if(t.status===0&&J(`FileLoader: HTTP Status 0 received.`),typeof 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e=0,r=n.length;e{let n=eh[e];if(n===void 0)throw this.manager.itemError(e),t;delete eh[e];for(let e=0,r=n.length;e{this.manager.itemEnd(e)}),this.manager.itemStart(e)}setResponseType(e){return this.responseType=e,this}setMimeType(e){return this.mimeType=e,this}abort(){return this._abortController.abort(),this._abortController=new AbortController,this}},rh=new WeakMap,ih=class extends $m{constructor(e){super(e)}load(e,t,n,r){this.path!==void 0&&(e=this.path+e),e=this.manager.resolveURL(e);let i=this,a=Xm.get(`image:${e}`);if(a!==void 0){if(a.complete===!0)i.manager.itemStart(e),setTimeout(function(){t&&t(a),i.manager.itemEnd(e)},0);else{let e=rh.get(a);e===void 0&&(e=[],rh.set(a,e)),e.push({onLoad:t,onError:r})}return a}let o=pl(`img`);function s(){l(),t&&t(this);let n=rh.get(this)||[];for(let e=0;e`u`&&J(`ImageBitmapLoader: createImageBitmap() not supported.`),typeof fetch>`u`&&J(`ImageBitmapLoader: fetch() not 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createImageBitmap(e,Object.assign(i.options,{colorSpaceConversion:`none`}))}).then(function(n){Xm.add(`image-bitmap:${e}`,n),t&&t(n),i.manager.itemEnd(e)}).catch(function(t){r&&r(t),kh.set(s,t),Xm.remove(`image-bitmap:${e}`),i.manager.itemError(e),i.manager.itemEnd(e)});Xm.add(`image-bitmap:${e}`,s),i.manager.itemStart(e)}abort(){return this._abortController.abort(),this._abortController=new AbortController,this}},jh=-90,Mh=1,Nh=class extends qu{constructor(e,t,n){super(),this.type=`CubeCamera`,this.renderTarget=n,this.coordinateSystem=null,this.activeMipmapLevel=0;let r=new yh(jh,Mh,e,t);r.layers=this.layers,this.add(r);let i=new yh(jh,Mh,e,t);i.layers=this.layers,this.add(i);let a=new yh(jh,Mh,e,t);a.layers=this.layers,this.add(a);let o=new yh(jh,Mh,e,t);o.layers=this.layers,this.add(o);let s=new yh(jh,Mh,e,t);s.layers=this.layers,this.add(s);let c=new yh(jh,Mh,e,t);c.layers=this.layers,this.add(c)}updateCoordinateSystem(){let e=this.coordinateSystem,t=this.children.concat(),[n,r,i,a,o,s]=t;for(let e of t)this.remove(e);if(e===2e3)n.up.set(0,1,0),n.lookAt(1,0,0),r.up.set(0,1,0),r.lookAt(-1,0,0),i.up.set(0,0,-1),i.lookAt(0,1,0),a.up.set(0,0,1),a.lookAt(0,-1,0),o.up.set(0,1,0),o.lookAt(0,0,1),s.up.set(0,1,0),s.lookAt(0,0,-1);else if(e===2001)n.up.set(0,-1,0),n.lookAt(-1,0,0),r.up.set(0,-1,0),r.lookAt(1,0,0),i.up.set(0,0,1),i.lookAt(0,1,0),a.up.set(0,0,-1),a.lookAt(0,-1,0),o.up.set(0,-1,0),o.lookAt(0,0,1),s.up.set(0,-1,0),s.lookAt(0,0,-1);else throw Error(`THREE.CubeCamera.updateCoordinateSystem(): Invalid coordinate system: `+e);for(let e of t)this.add(e),e.updateMatrixWorld()}update(e,t){this.parent===null&&this.updateMatrixWorld();let{renderTarget:n,activeMipmapLevel:r}=this;this.coordinateSystem!==e.coordinateSystem&&(this.coordinateSystem=e.coordinateSystem,this.updateCoordinateSystem());let[i,a,o,s,c,l]=this.children,u=e.getRenderTarget(),d=e.getActiveCubeFace(),f=e.getActiveMipmapLevel(),p=e.xr.enabled;e.xr.enabled=!1;let m=n.texture.generateMipmaps;n.texture.generateMipmaps=!1;let h=!1;h=e.isWebGLRenderer===!0?e.state.buffers.depth.getReversed():e.reversedDepthBuffer,e.setRenderTarget(n,0,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,i),e.setRenderTarget(n,1,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,a),e.setRenderTarget(n,2,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,o),e.setRenderTarget(n,3,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,s),e.setRenderTarget(n,4,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,c),n.texture.generateMipmaps=m,e.setRenderTarget(n,5,r),h&&e.autoClear===!1&&e.clearDepth(),e.render(t,l),e.setRenderTarget(u,d,f),e.xr.enabled=p,n.texture.needsPMREMUpdate=!0}},Ph=class extends yh{constructor(e=[]){super(),this.isArrayCamera=!0,this.isMultiViewCamera=!1,this.cameras=e}},Fh=class{constructor(){this._previousTime=0,this._currentTime=0,this._startTime=performance.now(),this._delta=0,this._elapsed=0,this._timescale=1,this._document=null,this._pageVisibilityHandler=null}connect(e){this._document=e,e.hidden!==void 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t=this.buffer,n=this.valueSize,r=n*this._addIndex;this.cumulativeWeightAdditive===0&&this._setIdentity(),this._mixBufferRegionAdditive(t,r,0,e,n),this.cumulativeWeightAdditive+=e}apply(e){let t=this.valueSize,n=this.buffer,r=e*t+t,i=this.cumulativeWeight,a=this.cumulativeWeightAdditive,o=this.binding;if(this.cumulativeWeight=0,this.cumulativeWeightAdditive=0,i<1){let e=t*this._origIndex;this._mixBufferRegion(n,r,e,1-i,t)}a>0&&this._mixBufferRegionAdditive(n,r,this._addIndex*t,1,t);for(let e=t,i=t+t;e!==i;++e)if(n[e]!==n[e+t]){o.setValue(n,r);break}}saveOriginalState(){let e=this.binding,t=this.buffer,n=this.valueSize,r=n*this._origIndex;e.getValue(t,r);for(let e=n,i=r;e!==i;++e)t[e]=t[r+e%n];this._setIdentity(),this.cumulativeWeight=0,this.cumulativeWeightAdditive=0}restoreOriginalState(){let e=this.valueSize*3;this.binding.setValue(this.buffer,e)}_setAdditiveIdentityNumeric(){let e=this._addIndex*this.valueSize,t=e+this.valueSize;for(let n=e;n=.5)for(let r=0;r!==i;++r)e[t+r]=e[n+r]}_slerp(e,t,n,r){Xl.slerpFlat(e,t,e,t,e,n,r)}_slerpAdditive(e,t,n,r,i){let a=this._workIndex*i;Xl.multiplyQuaternionsFlat(e,a,e,t,e,n),Xl.slerpFlat(e,t,e,t,e,a,r)}_lerp(e,t,n,r,i){let a=1-r;for(let o=0;o!==i;++o){let i=t+o;e[i]=e[i]*a+e[n+o]*r}}_lerpAdditive(e,t,n,r,i){for(let a=0;a!==i;++a){let i=t+a;e[i]=e[i]+e[n+a]*r}}},Rh=`\\[\\]\\.:\\/`,zh=RegExp(`[\\[\\]\\.:\\/]`,`g`),Bh=`[^\\[\\]\\.:\\/]`,Vh=`[^`+Rh.replace(`\\.`,``)+`]`,Hh=`((?:WC+[\\/:])*)`.replace(`WC`,Bh),Uh=`(WCOD+)?`.replace(`WCOD`,Vh),Wh=`(?:\\.(WC+)(?:\\[(.+)\\])?)?`.replace(`WC`,Bh),Gh=`\\.(WC+)(?:\\[(.+)\\])?`.replace(`WC`,Bh),Kh=RegExp(`^`+Hh+Uh+Wh+Gh+`$`),qh=[`material`,`materials`,`bones`,`map`],Jh=class{constructor(e,t,n){let r=n||Yh.parseTrackName(t);this._targetGroup=e,this._bindings=e.subscribe_(t,r)}getValue(e,t){this.bind();let n=this._targetGroup.nCachedObjects_,r=this._bindings[n];r!==void 0&&r.getValue(e,t)}setValue(e,t){let n=this._bindings;for(let r=this._targetGroup.nCachedObjects_,i=n.length;r!==i;++r)n[r].setValue(e,t)}bind(){let e=this._bindings;for(let t=this._targetGroup.nCachedObjects_,n=e.length;t!==n;++t)e[t].bind()}unbind(){let e=this._bindings;for(let t=this._targetGroup.nCachedObjects_,n=e.length;t!==n;++t)e[t].unbind()}},Yh=class e{constructor(t,n,r){this.path=n,this.parsedPath=r||e.parseTrackName(n),this.node=e.findNode(t,this.parsedPath.nodeName),this.rootNode=t,this.getValue=this._getValue_unbound,this.setValue=this._setValue_unbound}static create(t,n,r){return t&&t.isAnimationObjectGroup?new e.Composite(t,n,r):new e(t,n,r)}static sanitizeNodeName(e){return e.replace(/\s/g,`_`).replace(zh,``)}static parseTrackName(e){let t=Kh.exec(e);if(t===null)throw Error(`THREE.PropertyBinding: Cannot parse trackName: `+e);let n={nodeName:t[2],objectName:t[3],objectIndex:t[4],propertyName:t[5],propertyIndex:t[6]},r=n.nodeName&&n.nodeName.lastIndexOf(`.`);if(r!==void 0&&r!==-1){let e=n.nodeName.substring(r+1);qh.indexOf(e)!==-1&&(n.nodeName=n.nodeName.substring(0,r),n.objectName=e)}if(n.propertyName===null||n.propertyName.length===0)throw Error(`THREE.PropertyBinding: can not parse propertyName from trackName: `+e);return n}static findNode(e,t){if(t===void 0||t===``||t===`.`||t===-1||t===e.name||t===e.uuid)return e;if(e.skeleton){let n=e.skeleton.getBoneByName(t);if(n!==void 0)return n}if(e.children){let n=function(e){for(let r=0;r0){let e=this._interpolants,t=this._propertyBindings;switch(this.blendMode){case tl:for(let n=0,r=e.length;n!==r;++n)e[n].evaluate(a),t[n].accumulateAdditive(o);break;case el:default:for(let n=0,i=e.length;n!==i;++n)e[n].evaluate(a),t[n].accumulate(r,o)}}}_updateWeight(e){let t=0;if(this.enabled){t=this.weight;let n=this._weightInterpolant;if(n!==null){let r=n.evaluate(e)[0];t*=r,e>n.parameterPositions[1]&&(this.stopFading(),r===0&&(this.enabled=!1))}}return this._effectiveWeight=t,t}_updateTimeScale(e){let t=0;if(!this.paused){t=this.timeScale;let n=this._timeScaleInterpolant;if(n!==null){let r=n.evaluate(e)[0];t*=r,e>n.parameterPositions[1]&&(t===0?this.paused=!0:(this._restoreTimeScale!==null&&(t=this._restoreTimeScale),this.timeScale=t),this.stopWarping())}}return this._effectiveTimeScale=t,t}_updateTime(e){let t=this._clip.duration,n=this.loop,r=this.time+e,i=this._loopCount,a=n===Kc;if(e===0)return i===-1?r:a&&(i&1)==1?t-r:r;if(n===2200){i===-1&&(this._loopCount=0,this._setEndings(!0,!0,!1));handle_stop:{if(r>=t)r=t;else if(r<0)r=0;else{this.time=r;break handle_stop}this.clampWhenFinished?this.paused=!0:this.enabled=!1,this.time=r,this._mixer.dispatchEvent({type:`finished`,action:this,direction:e<0?-1:1})}}else{if(i===-1&&(e>=0?(i=0,this._setEndings(!0,this.repetitions===0,a)):this._setEndings(this.repetitions===0,!0,a)),r>=t||r<0){let n=Math.floor(r/t);r-=t*n,i+=Math.abs(n);let o=this.repetitions-i;if(o<=0)this.clampWhenFinished?this.paused=!0:this.enabled=!1,r=e>0?t:0,this.time=r,this._mixer.dispatchEvent({type:`finished`,action:this,direction:e>0?1:-1});else{if(o===1){let t=e<0;this._setEndings(t,!t,a)}else this._setEndings(!1,!1,a);this._loopCount=i,this.time=r,this._mixer.dispatchEvent({type:`loop`,action:this,loopDelta:n})}}else this._loopCount=i,this.time=r;if(a&&(i&1)==1)return t-r}return r}_setEndings(e,t,n){let r=this._interpolantSettings;n?(r.endingStart=Qc,r.endingEnd=Qc):(e?r.endingStart=this.zeroSlopeAtStart?Qc:Zc:r.endingStart=$c,t?r.endingEnd=this.zeroSlopeAtEnd?Qc:Zc:r.endingEnd=$c)}_scheduleFading(e,t,n){let r=this._mixer,i=r.time,a=this._weightInterpolant;a===null&&(a=r._lendControlInterpolant(),this._weightInterpolant=a);let o=a.parameterPositions,s=a.sampleValues;return o[0]=i,s[0]=t,o[1]=i+e,s[1]=n,this}},Zh=new Float32Array(1),Qh=class extends Sl{constructor(e){super(),this._root=e,this._initMemoryManager(),this._accuIndex=0,this.time=0,this.timeScale=1,typeof __THREE_DEVTOOLS__<`u`&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(`observe`,{detail:this}))}_bindAction(e,t){let n=e._localRoot||this._root,r=e._clip.tracks,i=r.length,a=e._propertyBindings,o=e._interpolants,s=n.uuid,c=this._bindingsByRootAndName,l=c[s];l===void 0&&(l={},c[s]=l);for(let e=0;e!==i;++e){let i=r[e],c=i.name,u=l[c];if(u!==void 0)++u.referenceCount,a[e]=u;else{if(u=a[e],u!==void 0){u._cacheIndex===null&&(++u.referenceCount,this._addInactiveBinding(u,s,c));continue}let r=t&&t._propertyBindings[e].binding.parsedPath;u=new Lh(Yh.create(n,c,r),i.ValueTypeName,i.getValueSize()),++u.referenceCount,this._addInactiveBinding(u,s,c),a[e]=u}o[e].resultBuffer=u.buffer}}_activateAction(e){if(!this._isActiveAction(e)){if(e._cacheIndex===null){let 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Z().setHex(r.value);break;case`v2`:this.uniforms[n].value=new Y().fromArray(r.value);break;case`v3`:this.uniforms[n].value=new X().fromArray(r.value);break;case`v4`:this.uniforms[n].value=new gu().fromArray(r.value);break;case`m3`:this.uniforms[n].value=new eu().fromArray(r.value);break;case`m4`:this.uniforms[n].value=new xu().fromArray(r.value);break;default:this.uniforms[n].value=r.value}}if(e.defines!==void 0&&(this.defines=e.defines),e.vertexShader!==void 0&&(this.vertexShader=e.vertexShader),e.fragmentShader!==void 0&&(this.fragmentShader=e.fragmentShader),e.glslVersion!==void 0&&(this.glslVersion=e.glslVersion),e.extensions!==void 0)for(let t in e.extensions)this.extensions[t]=e.extensions[t];return e.lights!==void 0&&(this.lights=e.lights),e.clipping!==void 0&&(this.clipping=e.clipping),this}},Tm=class extends wm{constructor(e){super(e),this.isRawShaderMaterial=!0,this.type=`RawShaderMaterial`}},Em=class extends rf{constructor(e){super(),this.isMeshStandardMaterial=!0,this.type=`MeshStandardMaterial`,this.defines={STANDARD:``},this.color=new Z(16777215),this.roughness=1,this.metalness=0,this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Z(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=0,this.normalScale=new Y(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.roughnessMap=null,this.metalnessMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new ju,this.envMapIntensity=1,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.flatShading=!1,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.defines={STANDARD:``},this.color.copy(e.color),this.roughness=e.roughness,this.metalness=e.metalness,this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.emissive.copy(e.emissive),this.emissiveMap=e.emissiveMap,this.emissiveIntensity=e.emissiveIntensity,this.bumpMap=e.bumpMap,this.bumpScale=e.bumpScale,this.normalMap=e.normalMap,this.normalMapType=e.normalMapType,this.normalScale.copy(e.normalScale),this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.roughnessMap=e.roughnessMap,this.metalnessMap=e.metalnessMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.envMapRotation.copy(e.envMapRotation),this.envMapIntensity=e.envMapIntensity,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.flatShading=e.flatShading,this.fog=e.fog,this}},Dm=class extends Em{constructor(e){super(),this.isMeshPhysicalMaterial=!0,this.defines={STANDARD:``,PHYSICAL:``},this.type=`MeshPhysicalMaterial`,this.anisotropyRotation=0,this.anisotropyMap=null,this.clearcoatMap=null,this.clearcoatRoughness=0,this.clearcoatRoughnessMap=null,this.clearcoatNormalScale=new Y(1,1),this.clearcoatNormalMap=null,this.ior=1.5,Object.defineProperty(this,"reflectivity",{get:function(){return kl(2.5*(this.ior-1)/(this.ior+1),0,1)},set:function(e){this.ior=(1+.4*e)/(1-.4*e)}}),this.iridescenceMap=null,this.iridescenceIOR=1.3,this.iridescenceThicknessRange=[100,400],this.iridescenceThicknessMap=null,this.sheenColor=new Z(0),this.sheenColorMap=null,this.sheenRoughness=1,this.sheenRoughnessMap=null,this.transmissionMap=null,this.thickness=0,this.thicknessMap=null,this.attenuationDistance=1/0,this.attenuationColor=new Z(1,1,1),this.specularIntensity=1,this.specularIntensityMap=null,this.specularColor=new Z(1,1,1),this.specularColorMap=null,this._anisotropy=0,this._clearcoat=0,this._dispersion=0,this._iridescence=0,this._sheen=0,this._transmission=0,this.setValues(e)}get anisotropy(){return this._anisotropy}set anisotropy(e){this._anisotropy>0!=e>0&&this.version++,this._anisotropy=e}get clearcoat(){return this._clearcoat}set clearcoat(e){this._clearcoat>0!=e>0&&this.version++,this._clearcoat=e}get iridescence(){return this._iridescence}set iridescence(e){this._iridescence>0!=e>0&&this.version++,this._iridescence=e}get dispersion(){return this._dispersion}set dispersion(e){this._dispersion>0!=e>0&&this.version++,this._dispersion=e}get sheen(){return this._sheen}set sheen(e){this._sheen>0!=e>0&&this.version++,this._sheen=e}get transmission(){return this._transmission}set transmission(e){this._transmission>0!=e>0&&this.version++,this._transmission=e}copy(e){return super.copy(e),this.defines={STANDARD:``,PHYSICAL:``},this.anisotropy=e.anisotropy,this.anisotropyRotation=e.anisotropyRotation,this.anisotropyMap=e.anisotropyMap,this.clearcoat=e.clearcoat,this.clearcoatMap=e.clearcoatMap,this.clearcoatRoughness=e.clearcoatRoughness,this.clearcoatRoughnessMap=e.clearcoatRoughnessMap,this.clearcoatNormalMap=e.clearcoatNormalMap,this.clearcoatNormalScale.copy(e.clearcoatNormalScale),this.dispersion=e.dispersion,this.ior=e.ior,this.iridescence=e.iridescence,this.iridescenceMap=e.iridescenceMap,this.iridescenceIOR=e.iridescenceIOR,this.iridescenceThicknessRange=[...e.iridescenceThicknessRange],this.iridescenceThicknessMap=e.iridescenceThicknessMap,this.sheen=e.sheen,this.sheenColor.copy(e.sheenColor),this.sheenColorMap=e.sheenColorMap,this.sheenRoughness=e.sheenRoughness,this.sheenRoughnessMap=e.sheenRoughnessMap,this.transmission=e.transmission,this.transmissionMap=e.transmissionMap,this.thickness=e.thickness,this.thicknessMap=e.thicknessMap,this.attenuationDistance=e.attenuationDistance,this.attenuationColor.copy(e.attenuationColor),this.specularIntensity=e.specularIntensity,this.specularIntensityMap=e.specularIntensityMap,this.specularColor.copy(e.specularColor),this.specularColorMap=e.specularColorMap,this}},Om=class extends rf{constructor(e){super(),this.isMeshDepthMaterial=!0,this.type=`MeshDepthMaterial`,this.depthPacking=rl,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.wireframe=!1,this.wireframeLinewidth=1,this.setValues(e)}copy(e){return super.copy(e),this.depthPacking=e.depthPacking,this.map=e.map,this.alphaMap=e.alphaMap,this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this}},km=class extends rf{constructor(e){super(),this.isMeshDistanceMaterial=!0,this.type=`MeshDistanceMaterial`,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.setValues(e)}copy(e){return super.copy(e),this.map=e.map,this.alphaMap=e.alphaMap,this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this}};function Am(e,t){return!e||e.constructor===t?e:typeof t.BYTES_PER_ELEMENT==`number`?new t(e):Array.prototype.slice.call(e)}function jm(e){function t(t,n){return e[t]-e[n]}let n=e.length,r=Array(n);for(let e=0;e!==n;++e)r[e]=e;return r.sort(t),r}function Mm(e,t,n){let r=e.length,i=new e.constructor(r);for(let a=0,o=0;o!==r;++a){let r=n[a]*t;for(let n=0;n!==t;++n)i[o++]=e[r+n]}return i}function Nm(e,t,n,r){let i=1,a=e[0];for(;a!==void 0&&a[r]===void 0;)a=e[i++];if(a===void 0)return;let o=a[r];if(o!==void 0)if(Array.isArray(o))do o=a[r],o!==void 0&&(t.push(a.time),n.push(...o)),a=e[i++];while(a!==void 0);else if(o.toArray!==void 0)do o=a[r],o!==void 0&&(t.push(a.time),o.toArray(n,n.length)),a=e[i++];while(a!==void 0);else do o=a[r],o!==void 0&&(t.push(a.time),n.push(o)),a=e[i++];while(a!==void 0)}var 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this._fromTexture(e,t)}compileCubemapShader(){this._cubemapMaterial===null&&(this._cubemapMaterial=Ig(),this._compileMaterial(this._cubemapMaterial))}compileEquirectangularShader(){this._equirectMaterial===null&&(this._equirectMaterial=Fg(),this._compileMaterial(this._equirectMaterial))}dispose(){this._dispose(),this._cubemapMaterial!==null&&this._cubemapMaterial.dispose(),this._equirectMaterial!==null&&this._equirectMaterial.dispose(),this._backgroundBox!==null&&(this._backgroundBox.geometry.dispose(),this._backgroundBox.material.dispose())}_setSize(e){this._lodMax=Math.floor(Math.log2(e)),this._cubeSize=2**this._lodMax}_dispose(){this._blurMaterial!==null&&this._blurMaterial.dispose(),this._ggxMaterial!==null&&this._ggxMaterial.dispose(),this._pingPongRenderTarget!==null&&this._pingPongRenderTarget.dispose();for(let e=0;e2?l:0,l,l),c.setRenderTarget(r),p&&c.render(d,a),c.render(e,a)}c.toneMapping=u,c.autoClear=l,e.background=m}_textureToCubeUV(e,t){let n=this._renderer,r=e.mapping===301||e.mapping===302;r?(this._cubemapMaterial===null&&(this._cubemapMaterial=Ig()),this._cubemapMaterial.uniforms.flipEnvMap.value=e.isRenderTargetTexture===!1?-1:1):this._equirectMaterial===null&&(this._equirectMaterial=Fg());let i=r?this._cubemapMaterial:this._equirectMaterial,a=this._lodMeshes[0];a.material=i;let o=i.uniforms;o.envMap.value=e;let s=this._cubeSize;Mg(t,0,0,3*s,2*s),n.setRenderTarget(t),n.render(a,Sg)}_applyPMREM(e){let t=this._renderer,n=t.autoClear;t.autoClear=!1;let r=this._lodMeshes.length;for(let t=1;td-vg?n-d+vg:0),m=4*(this._cubeSize-f);s.envMap.value=e.texture,s.roughness.value=u,s.mipInt.value=d-t,Mg(i,p,m,3*f,2*f),r.setRenderTarget(i),r.render(o,Sg),s.envMap.value=i.texture,s.roughness.value=0,s.mipInt.value=d-n,Mg(e,p,m,3*f,2*f),r.setRenderTarget(e),r.render(o,Sg)}_blur(e,t,n,r,i){let a=this._pingPongRenderTarget;this._halfBlur(e,a,t,n,r,`latitudinal`,i),this._halfBlur(a,e,n,n,r,`longitudinal`,i)}_halfBlur(e,t,n,r,i,a,o){let s=this._renderer,c=this._blurMaterial;a!==`latitudinal`&&a!==`longitudinal`&&yl(`blur direction must be either latitudinal or longitudinal!`);let l=this._lodMeshes[r];l.material=c;let u=c.uniforms,d=this._sizeLods[n]-1,f=isFinite(i)?Math.PI/(2*d):2*Math.PI/(2*bg-1),p=i/f,m=isFinite(i)?1+Math.floor(3*p):bg;m>bg&&J(`sigmaRadians, ${i}, is too large and will clip, as it requested ${m} samples when the maximum is set to ${bg}`);let h=[],g=0;for(let e=0;e_-vg?r-_+vg:0),4*(this._cubeSize-v),3*v,2*v),s.setRenderTarget(t),s.render(l,Sg)}};function Ag(e){let t=[],n=[],r=[],i=e,a=e-vg+1+yg.length;for(let o=0;oe-vg?s=yg[o-e+vg-1]:o===0&&(s=0),n.push(s);let c=1/(a-2),l=-c,u=1+c,d=[l,l,u,l,u,u,l,l,u,u,l,u],f=new Float32Array(108),p=new Float32Array(72),m=new Float32Array(36);for(let e=0;e<6;e++){let t=e%3*2/3-1,n=e>2?0:-1,r=[t,n,0,t+2/3,n,0,t+2/3,n+1,0,t,n,0,t+2/3,n+1,0,t,n+1,0];f.set(r,18*e),p.set(d,12*e);let i=[e,e,e,e,e,e];m.set(i,6*e)}let h=new Qd;h.setAttribute(`position`,new Ld(f,3)),h.setAttribute(`uv`,new Ld(p,2)),h.setAttribute(`faceIndex`,new Ld(m,1)),r.push(new Q(h,null)),i>vg&&i--}return{lodMeshes:r,sizeLods:t,sigmas:n}}function jg(e,t,n){let r=new vu(e,t,n);return r.texture.mapping=306,r.texture.name=`PMREM.cubeUv`,r.scissorTest=!0,r}function Mg(e,t,n,r,i){e.viewport.set(t,n,r,i),e.scissor.set(t,n,r,i)}function Ng(e,t,n){return new wm({name:`PMREMGGXConvolution`,defines:{GGX_SAMPLES:xg,CUBEUV_TEXEL_WIDTH:1/t,CUBEUV_TEXEL_HEIGHT:1/n,CUBEUV_MAX_MIP:`${e}.0`},uniforms:{envMap:{value:null},roughness:{value:0},mipInt:{value:0}},vertexShader:Lg(),fragmentShader:` precision highp float; precision highp int; @@ -3922,7 +3922,7 @@ void main() { gl_Position = vec4( position, 1.0 ); } - `}var Rg=class extends _u{constructor(e=1,t={}){super(e,e,t),this.isWebGLCubeRenderTarget=!0;let n={width:e,height:e,depth:1},r=[n,n,n,n,n,n];this.texture=new Tp(r),this._setTextureOptions(t),this.texture.isRenderTargetTexture=!0}fromEquirectangularTexture(e,t){this.texture.type=t.type,this.texture.colorSpace=t.colorSpace,this.texture.generateMipmaps=t.generateMipmaps,this.texture.minFilter=t.minFilter,this.texture.magFilter=t.magFilter;let n={uniforms:{tEquirect:{value:null}},vertexShader:` + `}var Rg=class extends vu{constructor(e=1,t={}){super(e,e,t),this.isWebGLCubeRenderTarget=!0;let n={width:e,height:e,depth:1},r=[n,n,n,n,n,n];this.texture=new Ep(r),this._setTextureOptions(t),this.texture.isRenderTargetTexture=!0}fromEquirectangularTexture(e,t){this.texture.type=t.type,this.texture.colorSpace=t.colorSpace,this.texture.generateMipmaps=t.generateMipmaps,this.texture.minFilter=t.minFilter,this.texture.magFilter=t.magFilter;let n={uniforms:{tEquirect:{value:null}},vertexShader:` varying vec3 vWorldDirection; @@ -3957,7 +3957,7 @@ void main() { gl_FragColor = texture2D( tEquirect, sampleUV ); } - `},r=new Ap(5,5,5),i=new 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i=n.get(t),s=i===void 0?0:i.texture.pmremVersion;if(t.isRenderTargetTexture&&t.pmremVersion!==s)return r===null&&(r=new kg(e)),i=a?r.fromEquirectangular(t,i):r.fromCubemap(t,i),i.texture.pmremVersion=t.pmremVersion,n.set(t,i),i.texture;if(i!==void 0)return i.texture;{let s=t.image;return a&&s&&s.height>0||o&&s&&c(s)?(r===null&&(r=new kg(e)),i=a?r.fromEquirectangular(t):r.fromCubemap(t),i.texture.pmremVersion=t.pmremVersion,n.set(t,i),t.addEventListener(`dispose`,u),i.texture):null}}}return t}function s(e,t){return t===303?e.mapping=301:t===304&&(e.mapping=302),e}function c(e){let t=0;for(let n=0;n<6;n++)e[n]!==void 0&&t++;return t===6}function l(e){let n=e.target;n.removeEventListener(`dispose`,l);let r=t.get(n);r!==void 0&&(t.delete(n),r.dispose())}function u(e){let t=e.target;t.removeEventListener(`dispose`,u);let r=n.get(t);r!==void 0&&(n.delete(t),r.dispose())}function d(){t=new WeakMap,n=new WeakMap,r!==null&&(r.dispose(),r=null)}return{get:i,dispose:d}}function Bg(e){let 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n=B.enabled===!0&&B.isPresenting===!0,r=w!==null&&(re===null||n)&&w.begin(T,re);if(e.matrixWorldAutoUpdate===!0&&e.updateMatrixWorld(),t.parent===null&&t.matrixWorldAutoUpdate===!0&&t.updateMatrixWorld(),B.enabled===!0&&B.isPresenting===!0&&(w===null||w.isCompositing()===!1)&&(B.cameraAutoUpdate===!0&&B.updateCamera(t),t=B.getCamera()),e.isScene===!0&&e.onBeforeRender(T,e,t,re),x=Pe.get(e,C.length),x.init(t),x.state.textureUnits=Oe.getTextureUnits(),C.push(x),be.multiplyMatrices(t.projectionMatrix,t.matrixWorldInverse),_e.setFromProjectionMatrix(be,ul,t.reversedDepth),ye=this.localClippingEnabled,ve=Fe.init(this.clippingPlanes,ye),b=Ne.get(e,S.length),b.init(),S.push(b),B.enabled===!0&&B.isPresenting===!0){let e=T.xr.getDepthSensingMesh();e!==null&&nt(e,t,-1/0,T.sortObjects)}nt(e,t,0,T.sortObjects),b.finish(),T.sortObjects===!0&&b.sort(fe,pe,t.reversedDepth),we=B.enabled===!1||B.isPresenting===!1||B.hasDepthSensing()===!1,we&&Le.addToRenderList(b,e),this.info.render.frame++,this.info.autoReset===!0&&this.info.reset(),ve===!0&&Fe.beginShadows();let i=x.state.shadowsArray;if(Ie.render(i,e,t),ve===!0&&Fe.endShadows(),(r&&w.hasRenderPass())===!1){let n=b.opaque,r=b.transmissive;if(x.setupLights(),t.isArrayCamera){let i=t.cameras;if(r.length>0)for(let 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t=je.update(e),i=e.material;if(r&&(e.boundingSphere===void 0?(t.boundingSphere===null&&t.computeBoundingSphere(),Se.copy(t.boundingSphere.center)):(e.boundingSphere===null&&e.computeBoundingSphere(),Se.copy(e.boundingSphere.center)),Se.applyMatrix4(e.matrixWorld).applyMatrix4(be)),Array.isArray(i)){let r=t.groups;for(let a=0,o=r.length;a0&&at(i,t,n),a.length>0&&at(a,t,n),o.length>0&&at(o,t,n),F.buffers.depth.setTest(!0),F.buffers.depth.setMask(!0),F.buffers.color.setMask(!0),F.setPolygonOffset(!1)}function it(e,t,n,r){if((n.isScene===!0?n.overrideMaterial:null)!==null)return;if(x.state.transmissionRenderTarget[r.id]===void 0){let e=Te.has(`EXT_color_buffer_half_float`)||Te.has(`EXT_color_buffer_float`);x.state.transmissionRenderTarget[r.id]=new _u(1,1,{generateMipmaps:!0,type:e?Ks:zs,minFilter:Rs,samples:Math.max(4,Ee.samples),stencilBuffer:i,resolveDepthBuffer:!1,resolveStencilBuffer:!1,colorSpace:iu.workingColorSpace})}let a=x.state.transmissionRenderTarget[r.id],o=r.viewport||oe;a.setSize(o.z*T.transmissionResolutionScale,o.w*T.transmissionResolutionScale);let s=T.getRenderTarget(),c=T.getActiveCubeFace(),l=T.getActiveMipmapLevel();T.setRenderTarget(a),T.getClearColor(ce),le=T.getClearAlpha(),le<1&&T.setClearColor(16777215,.5),T.clear(),we&&Le.render(n);let u=T.toneMapping;T.toneMapping=0;let d=r.viewport;if(r.viewport!==void 0&&(r.viewport=void 0),x.setupLightsView(r),ve===!0&&Fe.setGlobalState(T.clippingPlanes,r),at(e,n,r),Oe.updateMultisampleRenderTarget(a),Oe.updateRenderTargetMipmap(a),Te.has(`WEBGL_multisampled_render_to_texture`)===!1){let e=!1;for(let i=0,a=t.length;i0,r.currentProgram=d,r.uniformsList=null,d}function ct(e){if(e.uniformsList===null){let t=e.currentProgram.getUniforms();e.uniformsList=ev.seqWithValue(t.seq,e.uniforms)}return e.uniformsList}function lt(e,t){let n=I.get(e);n.outputColorSpace=t.outputColorSpace,n.batching=t.batching,n.batchingColor=t.batchingColor,n.instancing=t.instancing,n.instancingColor=t.instancingColor,n.instancingMorph=t.instancingMorph,n.skinning=t.skinning,n.morphTargets=t.morphTargets,n.morphNormals=t.morphNormals,n.morphColors=t.morphColors,n.morphTargetsCount=t.morphTargetsCount,n.numClippingPlanes=t.numClippingPlanes,n.numIntersection=t.numClipIntersection,n.vertexAlphas=t.vertexAlphas,n.vertexTangents=t.vertexTangents,n.toneMapping=t.toneMapping}function ut(e,t){if(e.length===0)return null;if(e.length===1)return e[0].texture===null?null:e[0];y.setFromMatrixPosition(t.matrixWorld);for(let t=0,n=e.length;t0),f=!!n.morphAttributes.position,p=!!n.morphAttributes.normal,m=!!n.morphAttributes.color,h=0;r.toneMapped&&(re===null||re.isXRRenderTarget===!0)&&(h=T.toneMapping);let g=n.morphAttributes.position||n.morphAttributes.normal||n.morphAttributes.color,_=g===void 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0&&(v.numClippingPlanes!==Fe.numPlanes||v.numIntersection!==Fe.numIntersection)?b=!0:v.vertexAlphas===u&&v.vertexTangents===d&&v.morphTargets===f&&v.morphNormals===p&&v.morphColors===m&&v.toneMapping===h&&v.morphTargetsCount===_?!!v.lightProbeGrid!=x.state.lightProbeGridArray.length>0&&(b=!0):b=!0:b=!0:b=!0:(b=!0,v.__version=r.version);let S=v.currentProgram;b===!0&&(S=st(r,t,i),D&&r.isNodeMaterial&&D.onUpdateProgram(r,S,v));let C=!1,w=!1,E=!1,O=S.getUniforms(),ee=v.uniforms;if(F.useProgram(S.program)&&(C=!0,w=!0,E=!0),r.id!==ie&&(ie=r.id,w=!0),v.needsLights){let e=ut(x.state.lightProbeGridArray,i);v.lightProbeGrid!==e&&(v.lightProbeGrid=e,w=!0)}if(C||ae!==e){F.buffers.depth.getReversed()&&e.reversedDepth!==!0&&(e._reversedDepth=!0,e.updateProjectionMatrix()),O.setValue(N,`projectionMatrix`,e.projectionMatrix),O.setValue(N,`viewMatrix`,e.matrixWorldInverse);let t=O.map.cameraPosition;t!==void 0&&t.setValue(N,xe.setFromMatrixPosition(e.matrixWorld)),Ee.logarithmicDepthBuffer&&O.setValue(N,`logDepthBufFC`,2/(Math.log(e.far+1)/Math.LN2)),(r.isMeshPhongMaterial||r.isMeshToonMaterial||r.isMeshLambertMaterial||r.isMeshBasicMaterial||r.isMeshStandardMaterial||r.isShaderMaterial)&&O.setValue(N,`isOrthographic`,e.isOrthographicCamera===!0),ae!==e&&(ae=e,w=!0,E=!0)}if(v.needsLights&&(y.state.directionalShadowMap.length>0&&O.setValue(N,`directionalShadowMap`,y.state.directionalShadowMap,Oe),y.state.spotShadowMap.length>0&&O.setValue(N,`spotShadowMap`,y.state.spotShadowMap,Oe),y.state.pointShadowMap.length>0&&O.setValue(N,`pointShadowMap`,y.state.pointShadowMap,Oe)),i.isSkinnedMesh){O.setOptional(N,i,`bindMatrix`),O.setOptional(N,i,`bindMatrixInverse`);let e=i.skeleton;e&&(e.boneTexture===null&&e.computeBoneTexture(),O.setValue(N,`boneTexture`,e.boneTexture,Oe))}i.isBatchedMesh&&(O.setOptional(N,i,`batchingTexture`),O.setValue(N,`batchingTexture`,i._matricesTexture,Oe),O.setOptional(N,i,`batchingIdTexture`),O.setValue(N,`batchingIdTexture`,i._indirectTexture,Oe),O.setOptional(N,i,`batchingColorTexture`),i._colorsTexture!==null&&O.setValue(N,`batchingColorTexture`,i._colorsTexture,Oe));let k=n.morphAttributes;if((k.position!==void 0||k.normal!==void 0||k.color!==void 0)&&Re.update(i,n,S),(w||v.receiveShadow!==i.receiveShadow)&&(v.receiveShadow=i.receiveShadow,O.setValue(N,`receiveShadow`,i.receiveShadow)),(r.isMeshStandardMaterial||r.isMeshLambertMaterial||r.isMeshPhongMaterial)&&r.envMap===null&&t.environment!==null&&(ee.envMapIntensity.value=t.environmentIntensity),ee.dfgLUT!==void 0&&(ee.dfgLUT.value=xy()),w){if(O.setValue(N,`toneMappingExposure`,T.toneMappingExposure),v.needsLights&&ft(ee,E),a&&r.fog===!0&&Me.refreshFogUniforms(ee,a),Me.refreshMaterialUniforms(ee,r,j,de,x.state.transmissionRenderTarget[e.id]),v.needsLights&&v.lightProbeGrid){let e=v.lightProbeGrid;ee.probesSH.value=e.texture,ee.probesMin.value.copy(e.boundingBox.min),ee.probesMax.value.copy(e.boundingBox.max),ee.probesResolution.value.copy(e.resolution)}ev.upload(N,ct(v),ee,Oe)}if(r.isShaderMaterial&&r.uniformsNeedUpdate===!0&&(ev.upload(N,ct(v),ee,Oe),r.uniformsNeedUpdate=!1),r.isSpriteMaterial&&O.setValue(N,`center`,i.center),O.setValue(N,`modelViewMatrix`,i.modelViewMatrix),O.setValue(N,`normalMatrix`,i.normalMatrix),O.setValue(N,`modelMatrix`,i.matrixWorld),r.uniformsGroups!==void 0){let e=r.uniformsGroups;for(let t=0,n=e.length;t0&&Oe.useMultisampledRTT(e)===!1?I.get(e).__webglMultisampledFramebuffer:Array.isArray(c)?c[n]:c,oe.copy(e.viewport),se.copy(e.scissor),A=e.scissorTest}else oe.copy(me).multiplyScalar(j).floor(),se.copy(he).multiplyScalar(j).floor(),A=ge;if(n!==0&&(r=O),F.bindFramebuffer(N.FRAMEBUFFER,r)&&F.drawBuffers(e,r),F.viewport(oe),F.scissor(se),F.setScissorTest(A),i){let r=I.get(e.texture);N.framebufferTexture2D(N.FRAMEBUFFER,N.COLOR_ATTACHMENT0,N.TEXTURE_CUBE_MAP_POSITIVE_X+t,r.__webglTexture,n)}else if(a){let r=t;for(let t=0;t1&&N.readBuffer(N.COLOR_ATTACHMENT0+s),!Ee.textureFormatReadable(c)){vl(`WebGLRenderer.readRenderTargetPixels: renderTarget is not in RGBA or implementation defined format.`);return}if(!Ee.textureTypeReadable(l)){vl(`WebGLRenderer.readRenderTargetPixels: renderTarget is not in UnsignedByteType or implementation defined type.`);return}t>=0&&t<=e.width-r&&n>=0&&n<=e.height-i&&N.readPixels(t,n,r,i,Be.convert(c),Be.convert(l),a)}finally{let e=re===null?null:I.get(re).__webglFramebuffer;F.bindFramebuffer(N.FRAMEBUFFER,e)}}},this.readRenderTargetPixelsAsync=async function(e,t,n,r,i,a,o,s=0){if(!(e&&e.isWebGLRenderTarget))throw Error(`THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.`);let c=I.get(e).__webglFramebuffer;if(e.isWebGLCubeRenderTarget&&o!==void 0&&(c=c[o]),c)if(t>=0&&t<=e.width-r&&n>=0&&n<=e.height-i){F.bindFramebuffer(N.FRAMEBUFFER,c);let o=e.textures[s],l=o.format,u=o.type;if(e.textures.length>1&&N.readBuffer(N.COLOR_ATTACHMENT0+s),!Ee.textureFormatReadable(l))throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in RGBA or implementation defined format.`);if(!Ee.textureTypeReadable(u))throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in UnsignedByteType or implementation defined type.`);let d=N.createBuffer();N.bindBuffer(N.PIXEL_PACK_BUFFER,d),N.bufferData(N.PIXEL_PACK_BUFFER,a.byteLength,N.STREAM_READ),N.readPixels(t,n,r,i,Be.convert(l),Be.convert(u),0);let f=re===null?null:I.get(re).__webglFramebuffer;F.bindFramebuffer(N.FRAMEBUFFER,f);let p=N.fenceSync(N.SYNC_GPU_COMMANDS_COMPLETE,0);return N.flush(),await bl(N,p,4),N.bindBuffer(N.PIXEL_PACK_BUFFER,d),N.getBufferSubData(N.PIXEL_PACK_BUFFER,0,a),N.deleteBuffer(d),N.deleteSync(p),a}else throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: requested read bounds are out of range.`)},this.copyFramebufferToTexture=function(e,t=null,n=0){let r=2**-n,i=Math.floor(e.image.width*r),a=Math.floor(e.image.height*r),o=t===null?0:t.x,s=t===null?0:t.y;Oe.setTexture2D(e,0),N.copyTexSubImage2D(N.TEXTURE_2D,n,0,0,o,s,i,a),F.unbindTexture()},this.copyTextureToTexture=function(e,t,n=null,r=null,i=0,a=0){let o,s,c,l,u,d,f,p,m,h=e.isCompressedTexture?e.mipmaps[a]:e.image;if(n!==null)o=n.max.x-n.min.x,s=n.max.y-n.min.y,c=n.isBox3?n.max.z-n.min.z:1,l=n.min.x,u=n.min.y,d=n.isBox3?n.min.z:0;else{let t=2**-i;o=Math.floor(h.width*t),s=Math.floor(h.height*t),c=e.isDataArrayTexture?h.depth:e.isData3DTexture?Math.floor(h.depth*t):1,l=0,u=0,d=0}r===null?(f=0,p=0,m=0):(f=r.x,p=r.y,m=r.z);let g=Be.convert(t.format),_=Be.convert(t.type),v;t.isData3DTexture?(Oe.setTexture3D(t,0),v=N.TEXTURE_3D):t.isDataArrayTexture||t.isCompressedArrayTexture?(Oe.setTexture2DArray(t,0),v=N.TEXTURE_2D_ARRAY):(Oe.setTexture2D(t,0),v=N.TEXTURE_2D),F.activeTexture(N.TEXTURE0),F.pixelStorei(N.UNPACK_FLIP_Y_WEBGL,t.flipY),F.pixelStorei(N.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t.premultiplyAlpha),F.pixelStorei(N.UNPACK_ALIGNMENT,t.unpackAlignment);let y=F.getParameter(N.UNPACK_ROW_LENGTH),b=F.getParameter(N.UNPACK_IMAGE_HEIGHT),x=F.getParameter(N.UNPACK_SKIP_PIXELS),S=F.getParameter(N.UNPACK_SKIP_ROWS),C=F.getParameter(N.UNPACK_SKIP_IMAGES);F.pixelStorei(N.UNPACK_ROW_LENGTH,h.width),F.pixelStorei(N.UNPACK_IMAGE_HEIGHT,h.height),F.pixelStorei(N.UNPACK_SKIP_PIXELS,l),F.pixelStorei(N.UNPACK_SKIP_ROWS,u),F.pixelStorei(N.UNPACK_SKIP_IMAGES,d);let w=e.isDataArrayTexture||e.isData3DTexture,T=t.isDataArrayTexture||t.isData3DTexture;if(e.isDepthTexture){let n=I.get(e),r=I.get(t),h=I.get(n.__renderTarget),g=I.get(r.__renderTarget);F.bindFramebuffer(N.READ_FRAMEBUFFER,h.__webglFramebuffer),F.bindFramebuffer(N.DRAW_FRAMEBUFFER,g.__webglFramebuffer);for(let n=0;n=0&&(x[r]=null,b[r].disconnect(n))}for(let t=0;t=x.length){x.push(n),r=e;break}else if(x[e]===null){x[e]=n,r=e;break}if(r===-1)break}let i=b[r];i&&i.connect(n)}}let ne=new X,re=new X;function ie(e,t,n){ne.setFromMatrixPosition(t.matrixWorld),re.setFromMatrixPosition(n.matrixWorld);let r=ne.distanceTo(re),i=t.projectionMatrix.elements,a=n.projectionMatrix.elements,o=i[14]/(i[10]-1),s=i[14]/(i[10]+1),c=(i[9]+1)/i[5],l=(i[9]-1)/i[5],u=(i[8]-1)/i[0],d=(a[8]+1)/a[0],f=o*u,p=o*d,m=r/(-u+d),h=m*-u;if(t.matrixWorld.decompose(e.position,e.quaternion,e.scale),e.translateX(h),e.translateZ(m),e.matrixWorld.compose(e.position,e.quaternion,e.scale),e.matrixWorldInverse.copy(e.matrixWorld).invert(),i[10]===-1)e.projectionMatrix.copy(t.projectionMatrix),e.projectionMatrixInverse.copy(t.projectionMatrixInverse);else{let t=o+m,n=s+m,i=f-h,a=p+(r-h),u=c*s/n*t,d=l*s/n*t;e.projectionMatrix.makePerspective(i,a,u,d,t,n),e.projectionMatrixInverse.copy(e.projectionMatrix).invert()}}function ae(e,t){t===null?e.matrixWorld.copy(e.matrix):e.matrixWorld.multiplyMatrices(t.matrixWorld,e.matrix),e.matrixWorldInverse.copy(e.matrixWorld).invert()}this.updateCamera=function(e){if(r===null)return;let 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a=0,o=r.length;a0&&at(i,t,n),a.length>0&&at(a,t,n),o.length>0&&at(o,t,n),I.buffers.depth.setTest(!0),I.buffers.depth.setMask(!0),I.buffers.color.setMask(!0),I.setPolygonOffset(!1)}function it(e,t,n,r){if((n.isScene===!0?n.overrideMaterial:null)!==null)return;if(x.state.transmissionRenderTarget[r.id]===void 0){let e=F.has(`EXT_color_buffer_half_float`)||F.has(`EXT_color_buffer_float`);x.state.transmissionRenderTarget[r.id]=new vu(1,1,{generateMipmaps:!0,type:e?qs:Bs,minFilter:zs,samples:Math.max(4,Te.samples),stencilBuffer:i,resolveDepthBuffer:!1,resolveStencilBuffer:!1,colorSpace:au.workingColorSpace})}let a=x.state.transmissionRenderTarget[r.id],o=r.viewport||ae;a.setSize(o.z*T.transmissionResolutionScale,o.w*T.transmissionResolutionScale);let s=T.getRenderTarget(),c=T.getActiveCubeFace(),l=T.getActiveMipmapLevel();T.setRenderTarget(a),T.getClearColor(ce),le=T.getClearAlpha(),le<1&&T.setClearColor(16777215,.5),T.clear(),N&&Ie.render(n);let u=T.toneMapping;T.toneMapping=0;let d=r.viewport;if(r.viewport!==void 0&&(r.viewport=void 0),x.setupLightsView(r),_e===!0&&Pe.setGlobalState(T.clippingPlanes,r),at(e,n,r),De.updateMultisampleRenderTarget(a),De.updateRenderTargetMipmap(a),F.has(`WEBGL_multisampled_render_to_texture`)===!1){let e=!1;for(let i=0,a=t.length;i0,r.currentProgram=d,r.uniformsList=null,d}function ct(e){if(e.uniformsList===null){let t=e.currentProgram.getUniforms();e.uniformsList=ev.seqWithValue(t.seq,e.uniforms)}return e.uniformsList}function lt(e,t){let 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0&&(v.numClippingPlanes!==Pe.numPlanes||v.numIntersection!==Pe.numIntersection)?b=!0:v.vertexAlphas===u&&v.vertexTangents===d&&v.morphTargets===f&&v.morphNormals===p&&v.morphColors===m&&v.toneMapping===h&&v.morphTargetsCount===_?!!v.lightProbeGrid!=x.state.lightProbeGridArray.length>0&&(b=!0):b=!0:b=!0:b=!0:(b=!0,v.__version=r.version);let S=v.currentProgram;b===!0&&(S=st(r,t,i),D&&r.isNodeMaterial&&D.onUpdateProgram(r,S,v));let C=!1,w=!1,E=!1,O=S.getUniforms(),ee=v.uniforms;if(I.useProgram(S.program)&&(C=!0,w=!0,E=!0),r.id!==re&&(re=r.id,w=!0),v.needsLights){let e=ut(x.state.lightProbeGridArray,i);v.lightProbeGrid!==e&&(v.lightProbeGrid=e,w=!0)}if(C||ie!==e){I.buffers.depth.getReversed()&&e.reversedDepth!==!0&&(e._reversedDepth=!0,e.updateProjectionMatrix()),O.setValue(P,`projectionMatrix`,e.projectionMatrix),O.setValue(P,`viewMatrix`,e.matrixWorldInverse);let t=O.map.cameraPosition;t!==void 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e=i.skeleton;e&&(e.boneTexture===null&&e.computeBoneTexture(),O.setValue(P,`boneTexture`,e.boneTexture,De))}i.isBatchedMesh&&(O.setOptional(P,i,`batchingTexture`),O.setValue(P,`batchingTexture`,i._matricesTexture,De),O.setOptional(P,i,`batchingIdTexture`),O.setValue(P,`batchingIdTexture`,i._indirectTexture,De),O.setOptional(P,i,`batchingColorTexture`),i._colorsTexture!==null&&O.setValue(P,`batchingColorTexture`,i._colorsTexture,De));let k=n.morphAttributes;if((k.position!==void 0||k.normal!==void 0||k.color!==void 0)&&Le.update(i,n,S),(w||v.receiveShadow!==i.receiveShadow)&&(v.receiveShadow=i.receiveShadow,O.setValue(P,`receiveShadow`,i.receiveShadow)),(r.isMeshStandardMaterial||r.isMeshLambertMaterial||r.isMeshPhongMaterial)&&r.envMap===null&&t.environment!==null&&(ee.envMapIntensity.value=t.environmentIntensity),ee.dfgLUT!==void 0&&(ee.dfgLUT.value=xy()),w){if(O.setValue(P,`toneMappingExposure`,T.toneMappingExposure),v.needsLights&&ft(ee,E),a&&r.fog===!0&&z.refreshFogUniforms(ee,a),z.refreshMaterialUniforms(ee,r,j,de,x.state.transmissionRenderTarget[e.id]),v.needsLights&&v.lightProbeGrid){let e=v.lightProbeGrid;ee.probesSH.value=e.texture,ee.probesMin.value.copy(e.boundingBox.min),ee.probesMax.value.copy(e.boundingBox.max),ee.probesResolution.value.copy(e.resolution)}ev.upload(P,ct(v),ee,De)}if(r.isShaderMaterial&&r.uniformsNeedUpdate===!0&&(ev.upload(P,ct(v),ee,De),r.uniformsNeedUpdate=!1),r.isSpriteMaterial&&O.setValue(P,`center`,i.center),O.setValue(P,`modelViewMatrix`,i.modelViewMatrix),O.setValue(P,`normalMatrix`,i.normalMatrix),O.setValue(P,`modelMatrix`,i.matrixWorld),r.uniformsGroups!==void 0){let e=r.uniformsGroups;for(let t=0,n=e.length;t0&&De.useMultisampledRTT(e)===!1?L.get(e).__webglMultisampledFramebuffer:Array.isArray(c)?c[n]:c,ae.copy(e.viewport),oe.copy(e.scissor),se=e.scissorTest}else 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g=B.convert(t.format),_=B.convert(t.type),v;t.isData3DTexture?(De.setTexture3D(t,0),v=P.TEXTURE_3D):t.isDataArrayTexture||t.isCompressedArrayTexture?(De.setTexture2DArray(t,0),v=P.TEXTURE_2D_ARRAY):(De.setTexture2D(t,0),v=P.TEXTURE_2D),I.activeTexture(P.TEXTURE0),I.pixelStorei(P.UNPACK_FLIP_Y_WEBGL,t.flipY),I.pixelStorei(P.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t.premultiplyAlpha),I.pixelStorei(P.UNPACK_ALIGNMENT,t.unpackAlignment);let y=I.getParameter(P.UNPACK_ROW_LENGTH),b=I.getParameter(P.UNPACK_IMAGE_HEIGHT),x=I.getParameter(P.UNPACK_SKIP_PIXELS),S=I.getParameter(P.UNPACK_SKIP_ROWS),C=I.getParameter(P.UNPACK_SKIP_IMAGES);I.pixelStorei(P.UNPACK_ROW_LENGTH,h.width),I.pixelStorei(P.UNPACK_IMAGE_HEIGHT,h.height),I.pixelStorei(P.UNPACK_SKIP_PIXELS,l),I.pixelStorei(P.UNPACK_SKIP_ROWS,u),I.pixelStorei(P.UNPACK_SKIP_IMAGES,d);let w=e.isDataArrayTexture||e.isData3DTexture,T=t.isDataArrayTexture||t.isData3DTexture;if(e.isDepthTexture){let 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we=Ky(.026,r,t,10,8);we.scale.set(.5,1,.75),we.position.set(.104,.125,.01),j.add(we);let M=we.clone();M.position.x=-.104,j.add(M);let N=new Em({color:1315344,roughness:.35});E.push(N);let P=Ky(.016,N,t,8,8);P.position.set(.045,.145,.102),j.add(P);let Te=P.clone();Te.position.x=-.045,j.add(Te);let Ee=Ky(.118,c,t,20,14);Ee.scale.set(.94,.98,1),Ee.position.set(0,.165,-.018),j.add(Ee);let F=Ky(.112,c,t,18,12);F.scale.set(.9,.58,.92),F.position.set(0,.2,.005),j.add(F);let De=Ky(.042,u,t,12,10);De.scale.set(1,.72,.5),De.position.set(.05,.15,.085),De.castShadow=!1,j.add(De);let I=Ky(.042,d,t,12,10);I.scale.set(1,.72,.5),I.position.set(-.05,.15,.085),I.castShadow=!1,j.add(I);let Oe=qy(.05,.008,.01,p,t);Oe.position.set(.05,.178,.104),Oe.castShadow=!1,j.add(Oe);let ke=qy(.05,.008,.01,m,t);ke.position.set(-.05,.178,.104),ke.castShadow=!1,j.add(ke);let Ae=Ky(.035,h,t,12,10);Ae.position.set(.052,.155,.088),Ae.castShadow=!1,j.add(Ae);let L=Ky(.035,g,t,12,10);L.position.set(-.052,.155,.088),L.castShadow=!1,j.add(L);let je=Ky(.028,_,t,10,8);je.position.set(.068,.095,.075),je.castShadow=!1,j.add(je);let R=Ky(.028,v,t,10,8);R.position.set(-.068,.095,.075),R.castShadow=!1,j.add(R);let Me=qy(.014,.1,.006,y,t);Me.position.set(.052,.115,.106),Me.castShadow=!1,j.add(Me);let Ne=qy(.014,.1,.006,b,t);Ne.position.set(-.052,.115,.106),Ne.castShadow=!1,j.add(Ne);let Pe=qy(.011,.07,.006,x,t);Pe.position.set(.008,.075,.118),Pe.castShadow=!1,j.add(Pe);let Fe=qy(.03,.012,.006,S,t);Fe.position.set(.02,.052,.104),Fe.castShadow=!1,j.add(Fe);let Ie=Ky(.09,C,t,12,10);Ie.scale.set(.5,1.2,.7),Ie.position.set(.16,.08,.02),Ie.castShadow=!1,ne.add(Ie);let Le=Ky(.09,w,t,12,10);Le.scale.set(.5,1.2,.7),Le.position.set(-.16,.08,.02),Le.castShadow=!1,ne.add(Le);let Re=qy(.05,.24,.008,T,t);Re.position.set(.03,.08,.155),Re.rotation.z=.12,Re.castShadow=!1,ne.add(Re);let ze=e=>{let r=new Ju;r.name=e===1?`shoulderL`:`shoulderR`,r.position.set(.215*e,.315,0),ne.add(r);let i=Gy(.056,Uy-.12,n,t);i.scale.set(1.16,1,1.16),i.position.y=-.3/2,r.add(i);let a=new Ju;a.name=e===1?`elbowL`:`elbowR`,a.position.y=-.3,r.add(a);let c=Ky(.048,n,t,12,10);a.add(c);let l=Gy(.048,Wy-.13,n,t);l.scale.set(1.1,1,.92),l.position.y=-.13999999999999999,a.add(l);let u=new Ju;u.name=e===1?`gloveL`:`gloveR`,u.position.y=-.3,a.add(u);let d=new Q(new Np(.055,.062,.07,12),s);t.push(d.geometry),d.position.y=.01,d.castShadow=!0,u.add(d);let f=Ky(.088,o,t,18,14);f.scale.set(1,1.12,1.38),f.position.set(0,-.05,.02),u.add(f);let p=Ky(.032,o,t,10,8);p.position.set(-.05*e,-.045,.075),u.add(p);let m=qy(.05,.008,.012,s,t);return m.position.set(0,-.028,.1),u.add(m),{shoulder:r,elbow:a,glove:u,gloveMesh:f}},z=ze(1),Be=ze(-1),Ve=e=>{let r=new Ju;r.name=e===1?`hipL`:`hipR`,r.position.set(.105*e,-.02,0),O.add(r);let o=Gy(.078,.24,n,t);o.scale.set(1.14,1,1.08),o.position.y=-.21,r.add(o);let s=Gy(.092,.16,i,t);s.position.y=-.14,r.add(s);let c=new Q(new Np(.096,.1,.03,14),a);t.push(c.geometry),c.position.y=-.24,c.castShadow=!0,r.add(c);let u=new Ju;u.name=e===1?`kneeL`:`kneeR`,u.position.y=-.44,r.add(u);let d=Ky(.06,n,t,12,10);d.scale.set(.95,1.05,1),u.add(d);let f=Gy(.058,.24,n,t);f.scale.set(1.05,1,1.12),f.position.y=-.21,u.add(f);let p=new Ju;p.name=e===1?`ankleL`:`ankleR`,p.position.y=-.44,u.add(p);let m=qy(.1,.075,.3,l,t);m.position.set(0,-.035,.06),p.add(m);let h=Ky(.05,l,t,10,8);h.scale.set(.95,.62,1),h.position.set(0,-.055,.2),p.add(h);let g=new Q(new Np(.052,.058,.08,10),l);return t.push(g.geometry),g.position.y=.01,g.castShadow=!0,p.add(g),{hip:r,knee:u,ankle:p}},He=Ve(1),Ue=Ve(-1);return{root:D,hips:O,spine:te,chest:ne,head:j,shoulderL:z.shoulder,elbowL:z.elbow,gloveL:z.glove,shoulderR:Be.shoulder,elbowR:Be.elbow,gloveR:Be.glove,hipL:He.hip,kneeL:He.knee,ankleL:He.ankle,hipR:Ue.hip,kneeR:Ue.knee,ankleR:Ue.ankle,chestMesh:ie,headMesh:me,browL:Se,browR:Ce,bruiseL:De,bruiseR:I,bodyBruise:le,cutL:Oe,cutR:ke,swellL:Ae,swellR:L,cheekL:je,cheekR:R,streakL:Me,streakR:Ne,noseStreak:Pe,mouthBlood:Fe,ribL:Ie,ribR:Le,bodyStreak:Re,gloveLMesh:z.gloveMesh,gloveRMesh:Be.gloveMesh,gloveLMaterial:o,gloveRMaterial:o,gloveBaseColor:new Z(e.glove),skinMaterial:n,chestDetails:ce,materials:E,geometries:t}}var Zy=new X,Qy=new X,$y=new X,eb=new X,tb=new X,nb=new X,rb=new X(0,-1,0),ib=new X;function ab(e,t,n,r){let i=Uy,a=.36;Zy.copy(e),Qy.copy(t),$y.subVectors(Qy,Zy);let o=Yl.clamp($y.length(),.12,.6449999999999999);$y.normalize();let s=(i*i-a*a+o*o)/(2*o),c=Math.sqrt(Math.max(1e-4,i*i-s*s));nb.copy(n).normalize(),eb.copy(nb).addScaledVector($y,-nb.dot($y)),eb.lengthSq()<1e-4&&eb.set(0,-1,0).addScaledVector($y,$y.y),eb.normalize(),tb.copy(Zy).addScaledVector($y,s).addScaledVector(eb,c),r.elbowWorld.copy(tb),ib.copy(Zy).addScaledVector($y,o),r.targetWorld.copy(ib)}var ob=new X,sb=new Xl,cb=new Xl;function lb(e,t,n,r=0){if(ob.subVectors(n,t),ob.lengthSq()<1e-6)return;if(ob.normalize(),cb.setFromUnitVectors(rb,ob),r!==0){let e=new Xl().setFromAxisAngle(ob,r);cb.premultiply(e)}let i=e.parent;if(i===null){e.quaternion.copy(cb);return}i.getWorldQuaternion(sb),e.quaternion.copy(sb.invert().multiply(cb))}function ub(){let e=Xy({skin:13081462,skinShadow:11041884,trunks:1316380,trunkTrim:1316380,glove:13081462,gloveTrim:15264236,hair:2827040,shoe:1052948});for(let t of e.chestDetails)t.visible=!1;let t=new Em({color:12568015,roughness:.72}),n=new Em({color:1316380,roughness:.7}),r=new Q(new dm([[.155,-.2],[.16,-.13],[.158,-.07],[.148,0],[.162,.06],[.186,.14],[.204,.22],[.2,.3],[.164,.36],[.11,.42],[.066,.46]].map(([e,t])=>new Y(e,t)),24),t);r.scale.set(1.28,1,.84),r.castShadow=!0,e.chest.add(r);let i=new Q(new Np(.07,.09,.05,12),t);i.position.y=.44,e.chest.add(i);let a=new Q(new Ap(.07,.025,.02),n);a.position.set(0,.42,.1),e.chest.add(a);let o=[r.geometry,i.geometry,a.geometry];for(let n of[e.shoulderL,e.shoulderR]){let e=new Q(new jp(.066,.24,4,10),t);e.position.y=-.17,e.castShadow=!0,n.add(e),o.push(e.geometry)}for(let t of[e.hipL,e.hipR]){let e=new Q(new jp(.088,.26,4,10),n);e.position.y=-.21,e.castShadow=!0,t.add(e),o.push(e.geometry)}for(let t of[e.kneeL,e.kneeR]){let e=new Q(new jp(.066,.26,4,10),n);e.position.y=-.21,e.castShadow=!0,t.add(e),o.push(e.geometry)}return e.geometries.push(...o),e.materials.push(t,n),e}function db(e){for(let t of e.geometries)t.dispose();for(let t of e.materials)t.dispose()}var fb=new X(.08,.29,.25),pb=new X(-.07,.3,.21),mb=new X(.12,.02,.26),hb=new X(-.1,.04,.21),gb=new X(.14,.14,.32),_b=new X(-.09,.22,.21),vb=.33,yb=-.02;function bb(e,t,n,r){let i=n,a=Math.min(.99,n+r);switch(e){case`jab`:return{windup:wb(0,i*.5,t)*(1-wb(i*.5,i,t)),extend:wb(i*.3,i,t)*(1-wb(a,a+(1-a)*.55,t))};case`straight`:return{windup:wb(0,i*.6,t)*(1-wb(i*.6,i,t)),extend:wb(i*.45,i,t)*(1-wb(a,a+(1-a)*.7,t))};case`hook`:return{windup:wb(0,i*.7,t)*(1-wb(i*.7,i,t)),extend:wb(i*.35,i*.85,t)*(1-wb(a,a+(1-a)*.75,t))};case`uppercut`:return{windup:wb(0,i*.75,t)*(1-wb(i*.7,i,t)),extend:wb(i*.5,i,t)*(1-wb(a,a+(1-a)*.75,t))}}}function xb(e,t,n){let r=n===`power`?.12:0,i=t===`head`?vb:yb;switch(e){case`jab`:return new X(.06,i,.56+r*.5);case`straight`:return new X(-.04,i,.62+r*.5);case`hook`:return new X(-.3,i+.02,.48+r*.4);case`uppercut`:return new X(0,i+.1,.46+r*.4)}}var Sb=(e,t,n,r)=>e+(t-e)*(1-Math.exp(-n*r)),Cb=(e,t,n,r)=>e+(((t-e+Math.PI)%(Math.PI*2)+Math.PI*2)%(Math.PI*2)-Math.PI)*(1-Math.exp(-n*r)),wb=(e,t,n)=>{let r=Math.max(0,Math.min(1,(n-e)/(t-e)));return r*r*(3-2*r)},Tb=new X,Eb=new X,Db=new X,Ob={elbowWorld:new X,targetWorld:new X},kb=new X,Ab=new X,jb=new X,Mb=new X,Nb=new X,Pb=new X,Fb=new X,Ib=new X,Lb=new Xl,Rb={full:1,reduced:.35,off:0},zb=new Z(6031886),Bb=class{rig;mapping;yaw=0;punchT=1;punchKind=null;punchHand=`left`;punchTargetKind=`head`;punchPower=`normal`;actionId=null;actionStartTick=0;actionTotalTicks=1;actionStartupFrac=.33;actionActiveFrac=.1;completedActionId=null;opponentDrop=0;frozenTicks=0;lastAgeTicks=0;predictedId=null;predictedAtSeconds=-1;predictedTotalTicks=1;predictionExpiredTicks=0;downAmount=0;rootX=null;rootZ=0;reactionT=1;reactionDirection=1;reactionPower=0;walkPhase=0;gloveLCurrent=new X().copy(gb);gloveRCurrent=new X().copy(_b);hipsRoll=0;spinePitch=0;spineTwist=0;drop=0;kinStep=0;kinHipYaw=0;kinDrop=0;kinHeelR=0;kinPivotL=0;kinHeadTuck=0;hitstop=0;prevVelocityX=0;prevVelocityY=0;inertiaPitch=0;inertiaRoll=0;prevDown=0;landingSpring=0;landingVelocity=0;constructor(e,t){this.rig=e,this.mapping=t}get landingOffset(){return this.landingSpring}impact(e){(e.amount>this.reactionPower||this.reactionT>.4)&&(this.reactionT=0,this.reactionDirection=e.direction,this.reactionPower=Math.max(this.reactionPower*.4,e.amount))}landedHit(e){this.hitstop=Math.max(this.hitstop,e?.045:.078)}predict(e,t,n){if(e.kind!==`punch`||e.id===void 0)return;this.predictedId=e.id,this.predictedAtSeconds=t,this.predictionExpiredTicks=0,this.punchKind=e.class,this.punchHand=e.hand,this.punchTargetKind=e.target,this.punchPower=e.power;let r=Vy(e.class,e.target,e.power);this.predictedTotalTicks=Hy(r),this.actionStartupFrac=r.startup/this.predictedTotalTicks,this.actionActiveFrac=r.active/this.predictedTotalTicks,(this.actionId===null||this.punchT>.45)&&(this.punchT=0,this.frozenTicks=0,this.lastAgeTicks=0)}beginAuthoritative(e,t,n){let r=this.predictedId!==null&&e.action_id===this.predictedId;if(this.actionId=e.action_id,this.actionStartTick=e.action_start_tick,this.actionTotalTicks=Math.max(1,e.action_startup_ticks+e.action_active_ticks+e.action_recovery_ticks),this.actionStartupFrac=e.action_startup_ticks/this.actionTotalTicks,this.actionActiveFrac=e.action_active_ticks/this.actionTotalTicks,this.punchKind=e.action,this.punchHand=e.action_hand??(e.stance===`orthodox`?`left`:`right`),this.punchTargetKind=e.action_target??`head`,this.punchPower=e.action_power??`normal`,r){let r=(n-this.predictedAtSeconds)*30,i=t-e.action_start_tick,a=r-i;Math.abs(a)>1&&(this.punchT=Math.max(0,Math.min(1,i/this.actionTotalTicks)),this.frozenTicks=0),this.predictedId=null}else this.punchT=Math.max(0,Math.min(1,(t-e.action_start_tick)/this.actionTotalTicks)),this.frozenTicks=0,this.lastAgeTicks=this.punchT*this.actionTotalTicks}update(e,t,n,r,i,a=`full`,o=0){let s=this.rig,c=e.stance===`orthodox`?1:-1,l=this.mapping.x(e.x),u=this.mapping.z(e.y);this.rootX===null&&(this.rootX=l,this.rootZ=u);let d=.05,f=Yl.clamp(l-this.rootX,-.05,d),p=Yl.clamp(u-this.rootZ,-.05,d);this.rootX+=f,this.rootZ+=p;let m=Math.atan2(this.mapping.x(t.x)-l,(this.mapping.z(t.y)-u)*.45);this.yaw=Cb(this.yaw,m,7,n),e.action_id!==null&&e.action_id!==this.actionId&&e.action_id!==this.completedActionId&&this.beginAuthoritative(e,o,r),e.action_id===null&&(this.actionId=null,this.completedActionId=null),this.predictedId!==null&&(this.predictionExpiredTicks+=n*30,this.predictionExpiredTicks>10&&(this.predictedId=null,this.punchT=1));let h=this.predictedId!==null&&this.actionId===null,g=0,_=1;h?(g=(r-this.predictedAtSeconds)*30-this.frozenTicks,_=this.predictedTotalTicks):this.actionId!==null&&(g=o-this.actionStartTick-this.frozenTicks,_=this.actionTotalTicks),this.hitstop>0&&(this.hitstop=Math.max(0,this.hitstop-n),this.frozenTicks+=n*30),h||this.actionId!==null?(this.punchT=Math.max(0,Math.min(1,g/_)),this.punchT>=1&&this.actionId!==null&&(this.completedActionId=this.actionId,this.actionId=null)):this.punchT=1;let v=1-e.stamina/Math.max(1,e.maximum_stamina),y=Math.hypot(e.velocity_x,e.velocity_y)*.006,b=Math.min(1,y*.55);this.walkPhase+=y*n*4.6;let x=(e.velocity_x-this.prevVelocityX)/Math.max(.001,n),S=(e.velocity_y-this.prevVelocityY)/Math.max(.001,n);this.prevVelocityX=e.velocity_x,this.prevVelocityY=e.velocity_y;let C=(Math.sin(this.yaw)*this.mapping.x(x)+Math.cos(this.yaw)*this.mapping.z(S))*.12,w=(Math.cos(this.yaw)*this.mapping.x(x)-Math.sin(this.yaw)*this.mapping.z(S))*.12;this.inertiaPitch=Sb(this.inertiaPitch,Yl.clamp(-C,-.16,.16),6,n),this.inertiaRoll=Sb(this.inertiaRoll,Yl.clamp(w,-.12,.12),6,n);let T=+!!e.is_downed,E=e.is_downed?2.6:1.5;this.downAmount=Sb(this.downAmount,T,E,n);let D=wb(0,1,this.downAmount);D>.72&&this.prevDown<=.72&&(this.landingVelocity=-.85),this.prevDown=D;let O=-this.landingSpring*90-this.landingVelocity*12;this.landingVelocity+=O*n,this.landingSpring=Yl.clamp(this.landingSpring+this.landingVelocity*n,-.09,.06),this.reactionT=Math.min(1,this.reactionT+n/.42);let ee=Math.min(1,this.reactionPower/220),k=(1-wb(0,.8,this.reactionT))*ee,te=wb(0,.14,this.reactionT)*(1-wb(.35,1,this.reactionT))*ee,ne=Math.min(1,e.stunned_ticks/45),re=i?0:Math.sin(r*8.6)*.05*ne,ie=4.4-v*1.4,ae=i||D>.5?0:-Math.abs(Math.sin(r*ie+this.walkPhase*.35))*(.017+v*.01),oe=i||D>.5?0:Math.sin(r*ie*.5)*.022,se=i?0:Math.sin(r*(2.2+v*2.6))*(.012+v*.03),A=-.035,ce=0,le=.09;e.defense===`weave`?(A=-.26,ce=.34*c,le=.3):e.defense===`slip_left`?(ce=.2,le=.12):e.defense===`slip_right`?(ce=-.2,le=.12):e.defense===`pull`&&(le=-.26),e.is_foul_recovery_target&&(A=-.18,le=.42),(e.clinch_ticks>0||e.clinch_startup_ticks>0)&&(le=.4,A=-.08),A-=te*.05,le-=te*.34,ce+=re+this.inertiaRoll,le+=this.inertiaPitch;let ue=0,de=0,j=0,fe=0,pe=0,me=0,he=0;if(this.punchT<1&&this.punchKind!==null){let{windup:e,extend:t}=bb(this.punchKind,this.punchT,this.actionStartupFrac,this.actionActiveFrac),n=this.punchHand===`left`?-1:1,r=this.punchTargetKind===`body`?-.09*t:0;this.punchKind===`jab`?(ue=.14*t*n,de=.12*t,j=.06*t*n,pe=.3*t,he=.15*t,le+=.14*t):this.punchKind===`straight`?(ue=.38*t*n,j=.32*t*n,pe=.5*t,de=.12*t,he=.1*t,le+=.16*t):this.punchKind===`hook`?(ue=.34*t*n,j=.3*t*n,me=.55*t,ce+=.09*t*n,he=.08*t):(ue=.26*t*n,j=.22*t*n,fe=-.18*e+.07*t,le+=.14*e-.07*t,pe=.4*t),fe+=r}this.drop=Sb(this.drop,A,12,n),this.hipsRoll=Sb(this.hipsRoll,ce,12,n),this.spinePitch=Sb(this.spinePitch,le,11,n),this.spineTwist=Sb(this.spineTwist,ue,16,n),this.kinStep=Sb(this.kinStep,de,14,n),this.kinHipYaw=Sb(this.kinHipYaw,j,14,n),this.kinDrop=Sb(this.kinDrop,fe,13,n),this.kinHeelR=Sb(this.kinHeelR,pe,14,n),this.kinPivotL=Sb(this.kinPivotL,me,14,n),this.kinHeadTuck=Sb(this.kinHeadTuck,he,14,n);let ge=.5*c,_e=this.yaw+ge*(1-D);s.root.rotation.set(0,_e,0);let ve=Math.sin(_e)*this.kinStep*(1-D),ye=Math.cos(_e)*this.kinStep*(1-D);s.root.position.set(this.rootX+ve,0,this.rootZ+ye);let be=this.reactionDirection>=0?1:-1;s.hips.position.y=.955+ae+(this.drop+this.kinDrop)*(1-D)-D*.8+this.landingSpring,s.hips.position.x=oe*(1-D),s.hips.rotation.set(-D*(Math.PI/2-.12)+this.spinePitch*.35*(1-D),this.kinHipYaw*(1-D)+D*.32*be,this.hipsRoll*.5*(1-D)+oe*.8*(1-D)+D*.15*be),s.spine.rotation.set(this.spinePitch*(1-D),(this.spineTwist+Math.sin(this.walkPhase)*.05*b)*(1-D),this.hipsRoll*.55*(1-D));let xe=.1+this.kinHeadTuck-this.spinePitch*.7-k*.55+D*.3,Se=-this.hipsRoll*.8+k*.3*(this.reactionDirection>=0?-1:1),Ce=i?0:Math.sin(r*.9)*.07+Math.sin(r*1.7)*.03;s.head.rotation.set(xe,-this.spineTwist*.5+Ce*(1-D),Se),s.chest.scale.set(1+se,1+se*.5,1+se),this.poseLegs(e,b,D,be,c),s.root.updateMatrixWorld(!0);let we=e.defense===`guard_high`?fb:e.defense===`guard_low`?mb:gb,M=e.defense===`guard_high`?pb:e.defense===`guard_low`?hb:_b,N=Ab.copy(we),P=jb.copy(M);if(e.is_foul_recovery_target&&(N.set(.08,.32,.2),P.set(-.06,.3,.18)),(e.clinch_ticks>0||e.clinch_startup_ticks>0)&&(N.set(.16,-.05,.5),P.set(-.16,-.02,.48)),D>.03){let e=Math.sin(wb(.06,.5,D)*Math.PI)*.42;N.lerp(Tb.set(.56,.1,-.05),D),P.lerp(Tb.set(-.54,.12,.02),D),N.y+=e,P.y+=e*.85,N.x+=e*.2*be,P.x+=e*.15*be}else ne>.15&&(N.lerp(Tb.set(.3,-.25,.15),ne*.7),P.lerp(Tb.set(-.3,-.22,.15),ne*.7));if(!i&&D<.1){let e=r*1.9+this.walkPhase*.2;N.x+=Math.sin(e)*.014,N.y+=Math.cos(e*1.3)*.012,P.x+=Math.cos(e*.8)*.012,P.y+=Math.sin(e*1.1)*.013;let t=(r*.27+(c>0?0:.5))%1,n=wb(.86,.9,t)*(1-wb(.9,.97,t));this.punchT>=1&&(c>0?N.z+=n*.12:P.z+=n*.12)}if(this.punchT<1&&this.punchKind!==null&&D<.85){let{windup:e,extend:r}=bb(this.punchKind,this.punchT,this.actionStartupFrac,this.actionActiveFrac),i=r*(1-D),a=t.is_downed?-1.2:t.defense===`weave`?-.24:-.03;this.opponentDrop=Sb(this.opponentDrop,a,4,n),Ib.set(this.mapping.x(t.x),(this.punchTargetKind===`body`?1.2:1.62)+this.opponentDrop,this.mapping.z(t.y));let o=s.chest.worldToLocal(Fb.copy(Ib)),c=Mb.copy(xb(this.punchKind,this.punchTargetKind,this.punchPower));if(this.punchKind===`jab`||this.punchKind===`straight`)c.x=o.x*.92,c.y=o.y,c.z=Yl.clamp(o.z,.4,.8);else if(this.punchKind===`hook`){let e=wb(this.actionStartupFrac*.85,this.actionStartupFrac+this.actionActiveFrac*.75,this.punchT),t=this.punchHand===`left`?1:-1;c.x=Yl.lerp(o.x+.42*t,o.x-.16*t,e),c.z=o.z*(.72+.28*Math.sin(e*Math.PI*.5)),c.y=o.y}else if(this.punchKind===`uppercut`){let e=wb(this.actionStartupFrac*.7,this.actionStartupFrac+this.actionActiveFrac*.5,this.punchT);c.x=o.x*.9,c.y=Yl.lerp(-.26,o.y+.04,e),c.z=Yl.lerp(.24,o.z*.94,e)}let l=Pb.set(0,this.punchKind===`uppercut`?-.22:-.03,this.punchKind===`jab`?-.1:-.16).multiplyScalar(e),u=this.punchHand===`left`?N:P,d=this.punchHand===`left`?P:N;this.punchKind===`straight`&&d.set(-.06,.27,.17),this.punchKind===`hook`&&d.set(-.05,.3,.15),this.punchKind===`uppercut`&&(d.y-=.08);let f=Nb.copy(u).add(l).lerp(c,i);if(this.punchPower===`power`&&Math.abs(this.punchT-(this.actionStartupFrac+this.actionActiveFrac*.5))<.06){let e=(1-Math.abs(this.punchT-(this.actionStartupFrac+this.actionActiveFrac*.5))/.06)*.06;f.addScaledVector(c,e*i)}u.copy(f)}if(e.taunt_ticks>0&&D<.1){let t=(60-e.taunt_ticks)/60*4,n=Math.floor(t)%2==0?1:-1,r=Math.abs(Math.sin(t*Math.PI));N.set(Yl.lerp(.28,-.3,r*(n>0?1:.15)),.52+r*.18,.3),P.set(Yl.lerp(-.28,.3,r*(n<0?1:.15)),.46+r*.2,.3),s.hips.rotation.z+=n*r*.14,s.hips.position.y-=r*.035,s.spine.rotation.y+=n*r*.18,s.head.rotation.z+=n*r*.1}N.x*=c,P.x*=c;let Te=D>.05?9:this.punchT<1?34:26;this.gloveLCurrent.x=Sb(this.gloveLCurrent.x,N.x,Te,n),this.gloveLCurrent.y=Sb(this.gloveLCurrent.y,N.y,Te,n),this.gloveLCurrent.z=Sb(this.gloveLCurrent.z,N.z,Te,n),this.gloveRCurrent.x=Sb(this.gloveRCurrent.x,P.x,Te,n),this.gloveRCurrent.y=Sb(this.gloveRCurrent.y,P.y,Te,n),this.gloveRCurrent.z=Sb(this.gloveRCurrent.z,P.z,Te,n),this.solveArmIK(s.shoulderL,s.elbowL,s.gloveL,this.gloveLCurrent,1,s),this.solveArmIK(s.shoulderR,s.elbowR,s.gloveR,this.gloveRCurrent,-1,s),this.applyTrauma(e,t,a)}poseLegs(e,t,n,r,i){let a=this.rig,o=.42*t*(1-n),s=.5*t*(1-n),c=-(this.drop+this.kinDrop)*1.35*(1-n),l=this.walkPhase,u=this.walkPhase+Math.PI,d={hip:-.2-c*.5,knee:.34+c,ankle:-.1-c*.5},f={hip:.15-c*.5,knee:.38+c,ankle:-.12-c*.5},p=Math.sin(l)*o,m=Math.sin(u)*o,h=Math.max(0,Math.sin(l-Math.PI/2))*s,g=Math.max(0,Math.sin(u-Math.PI/2))*s,_=wb(0,.3,n)*(1-wb(.32,.62,n));a.hipL.rotation.set(Yl.lerp(d.hip+p,-.18,n),.32*i*(1-n)+(this.punchHand===`left`?this.kinPivotL:0)*(1-n),Yl.lerp(0,.5*r,n)),a.kneeL.rotation.x=Yl.lerp(d.knee+h+_*.85,.24,Math.max(n,_)),a.ankleL.rotation.x=Yl.lerp(d.ankle-p*.4-(i<0?this.kinHeelR:0)*(1-n),.42,n),a.hipR.rotation.set(Yl.lerp(f.hip+m,-.12,n),-.14*i*(1-n)+(this.punchHand===`right`?this.kinPivotL:0)*(1-n),Yl.lerp(0,.35*r,n)),a.kneeR.rotation.x=Yl.lerp(f.knee+g+_*.8,.18,Math.max(n,_)),a.ankleR.rotation.x=Yl.lerp(f.ankle-m*.4-(i>0?this.kinHeelR:0)*(1-n),.42,n)}solveArmIK(e,t,n,r,i,a){e.getWorldPosition(Eb),kb.copy(r),a.chest.localToWorld(kb),Db.set(.9*i,-1,-.25).applyQuaternion(a.chest.getWorldQuaternion(Lb)),ab(Eb,kb,Db,Ob),lb(e,Eb,Ob.elbowWorld),e.updateMatrixWorld(!0),lb(t,Ob.elbowWorld,Ob.targetWorld)}applyTrauma(e,t,n){let r=e.trauma,i=e=>Math.min(.85,e/170+r.swelling/420),a=Rb[n];this.rig.bruiseL.material.opacity=i(r.left_eye),this.rig.bruiseR.material.opacity=i(r.right_eye);let o=Math.min(1,r.left_cut/150+r.bleeding/450),s=Math.min(1,r.right_cut/150+r.bleeding/450);this.rig.cutL.material.opacity=o*a,this.rig.cutR.material.opacity=s*a;let c=n===`full`?1.8:1;this.rig.cutL.scale.set(1+o*.55*c,1+o*.7,1),this.rig.cutR.scale.set(1+s*.55*c,1+s*.7,1);let l=e=>Math.min(1.35,e/260+r.swelling/560),u=l(r.left_eye),d=l(r.right_eye);this.rig.swellL.scale.setScalar(.25+u*1.15),this.rig.swellR.scale.setScalar(.25+d*1.15),this.rig.swellL.material.opacity=Math.min(.92,u*1.1),this.rig.swellR.material.opacity=Math.min(.92,d*1.1);let f=Math.min(1,r.head/900+r.swelling/800);this.rig.cheekL.scale.setScalar(.2+f*1.05),this.rig.cheekR.scale.setScalar(.2+f*.95),this.rig.cheekL.material.opacity=f*.8,this.rig.cheekR.material.opacity=f*.75;let p=Math.min(1.9,(r.left_cut+r.bleeding)/220),m=Math.min(1.9,(r.right_cut+r.bleeding)/220);this.rig.streakL.scale.set(c,.15+p*c,1),this.rig.streakR.scale.set(c,.15+m*c,1),this.rig.streakL.material.opacity=Math.min(1,p)*a,this.rig.streakR.material.opacity=Math.min(1,m)*a;let h=Math.min(1.6,r.head/600+r.bleeding/340);this.rig.noseStreak.scale.set(c,.2+h*c,1),this.rig.noseStreak.material.opacity=Math.min(1,h)*a;let g=Math.min(1,r.head/650+r.bleeding/360);this.rig.mouthBlood.scale.set(1+g*c,1+g*.8,1),this.rig.mouthBlood.material.opacity=g*a;let _=Math.min(1,r.body/750);this.rig.ribL.scale.set(.5+_*.35,1.2+_*.5,.7+_*.2),this.rig.ribR.scale.set(.5+_*.3,1.2+_*.4,.7+_*.2),this.rig.ribL.material.opacity=_*.85,this.rig.ribR.material.opacity=_*.8;let v=Math.min(1,(t.trauma.bleeding+t.trauma.left_cut+t.trauma.right_cut)/620*(n===`off`?0:n===`reduced`?.3:1.5));this.rig.gloveLMaterial.color.copy(this.rig.gloveBaseColor).lerp(zb,v);let y=Math.min(1.5,r.body/450+r.bleeding/340);this.rig.bodyStreak.scale.set(1+y*.55*c,.3+y*c,1),this.rig.bodyStreak.material.opacity=Math.min(1,y)*a,this.rig.bodyBruise.material.opacity=Math.min(.7,r.body/950);let b=1+Math.min(.12,r.swelling/2500);this.rig.headMesh.scale.set(.92*b,1.05*b,.95*b);let x=this.rig.skinMaterial;x.clearcoat=.25+Vb(e)*.4}};function Vb(e){return 1-e.stamina/Math.max(1,e.maximum_stamina)}var Hb=[2765120,3813162,2503738,4206894,3029548,3683390,4471856,5919048,3227722,4863298],Ub=[13081462,9067067,7225640,14726287,5517341,11105359],Wb=e=>()=>(e=Math.imul(e^e>>>15,1|e),e^=e+Math.imul(e^e>>>7,61|e),((e^e>>>14)>>>0)/4294967296);function Gb(){let e=new Ju;e.name=`arena`;let t=[],n=[],r=[],i=new Em({color:`#05070c`,roughness:.95});n.push(i);let a=new Mp(30,40);t.push(a);let o=new Q(a,i);o.rotation.x=-Math.PI/2,o.position.y=-1,o.receiveShadow=!0,e.add(o);let s=Wb(20260727),c=[{radius:8.2,y:-.55,count:120,scale:1},{radius:10.6,y:.35,count:150,scale:1.04},{radius:13.2,y:1.35,count:180,scale:1.08},{radius:16,y:2.45,count:210,scale:1.12}],l=c.reduce((e,t)=>e+t.count,0),u=new jp(.19,.5,4,8),d=new mm(.115,8,7);t.push(u,d);let f=new Em({roughness:.9,metalness:0}),p=new Em({roughness:.75,metalness:0});n.push(f,p);let m=new Yf(u,f,l),h=new Yf(d,p,l);m.instanceMatrix.setUsage(ll),h.instanceMatrix.setUsage(ll);let g=new bu,_=new Z,v=new Float32Array(l),y=[],b=0;for(let e of c)for(let t=0;t{if(!n){let n=Math.floor(e*30%l);for(let t=0;t<90;t+=1){let r=(n+t)%l,i=y[r],a=Math.sin(e*1.6+v[r])*.05,o=Math.abs(Math.sin(e*2.3+v[r]*1.7))*.05;pe.setFromAxisAngle(he,i.yaw+a),j.compose(fe.set(i.x,i.y+.45*i.scale+o,i.z+a*.4),pe,me.set(i.scale,i.scale,i.scale)),m.setMatrixAt(r,j),pe.setFromAxisAngle(he,i.yaw+a*1.2),j.compose(fe.set(i.x,i.y+.95*i.scale+o*1.2,i.z+a*.5),pe,me),h.setMatrixAt(r,j)}m.instanceMatrix.needsUpdate=!0,h.instanceMatrix.needsUpdate=!0,ue-=t,ue<=0&&(de=.09+Math.random()*.08,ue=.25+Math.random()*1.6),de=Math.max(0,de-t),C.opacity=de>0?.85:0}},dispose:()=>{for(let e of t)e.dispose();for(let e of n)e.dispose();for(let e of r)e.dispose();m.dispose(),h.dispose()}}}var Kb=1.88,qb=7.15,Jb=1.12,Yb=class{current=new X(0,Kb,qb);look=new X(0,Jb,0);swayPhase=0;update(e,t,n,r,i,a,o,s){this.swayPhase+=e;let c=(n.x+r.x)/2,l=(n.z+r.z)/2,u=Yl.clamp(c,-1.4,1.4),d=Yl.clamp(l,-1.1,1.1),f=Yl.clamp(qb+i*.42-(a?1.1:0),6.4,9.8),p=Kb+i*.1-(a?.35:0),m=s?0:Math.sin(this.swayPhase*.21)*.35,h=s?0:Math.sin(this.swayPhase*.13)*.3,g=u*.32+m,_=f+d*.2,v=p+h*.2;if(this.current.x+=(g-this.current.x)*(1-Math.exp(-2.6*e)),this.current.y+=(v-this.current.y)*(1-Math.exp(-2.6*e)),this.current.z+=(_-this.current.z)*(1-Math.exp(-2.6*e)),this.look.x+=(u-this.look.x)*(1-Math.exp(-3.2*e)),this.look.y+=((a?.75:Jb)-this.look.y)*(1-Math.exp(-3.2*e)),this.look.z+=(d*.6-this.look.z)*(1-Math.exp(-3.2*e)),!s&&o>5e-4){let e=t*61;this.current.x+=Math.sin(e*1.31)*o,this.current.y+=Math.cos(e*1.97)*o*.6,this.look.x+=Math.sin(e*1.53)*o*.5,this.look.y+=Math.cos(e*2.11)*o*.35}return{position:this.current,lookAt:this.look}}},Xb=3.05,Zb=3.85,Qb=4.05,$b=3.42,ex=[.5,.88,1.26];function tx(e){let t=Xb/Math.max(1,e.ring_half_width),n=Xb/Math.max(1,e.ring_half_height);return{x:e=>e*t,z:e=>-e*n}}var nx={blue:1920728,red:12131356,neutral:15067115},rx=[{skin:11563071,skinShadow:9065520,trunks:1327211,trunkTrim:14267484,glove:1920728,gloveTrim:15067115,hair:1643537,shoe:2240573},{skin:7225640,skinShadow:5582877,trunks:7017504,trunkTrim:15067115,glove:12131356,gloveTrim:14267484,hair:854794,shoe:2956316}],ix=900,ax=90,ox=48,sx=48,cx=2,lx=24,ux=.12,dx=.05,fx=e=>()=>(e=Math.imul(e^e>>>15,1|e),e^=e+Math.imul(e^e>>>7,61|e),((e^e>>>14)>>>0)/4294967296),px=(e,t=0)=>Number.isFinite(e)?e:t,mx=e=>Number.isFinite(e)?Yl.clamp(e,0,dx):0,hx=new Set([`hit`,`counter_hit`,`block`,`knockdown`,`bleed`]);function gx(e,t){e.set(px(t.x),px(t.y),px(t.z),px(t.w,1)),e.lengthSq()<1e-6?e.identity():e.normalize()}function _x(){let e=document.createElement(`canvas`);e.width=64,e.height=64;let t=e.getContext(`2d`);if(t!==null){let e=t.createRadialGradient(32,32,2,32,32,30);e.addColorStop(0,`rgba(120,10,16,0.72)`),e.addColorStop(.5,`rgba(90,8,14,0.36)`),e.addColorStop(1,`rgba(70,6,10,0)`),t.fillStyle=e,t.fillRect(0,0,64,64)}return new Ep(e)}var vx=class{scene;points;droplets=[];dropletPositions;dropletColors;dropletGeometry;dropletMaterial;dropletIndex=0;mistPoints;mists=[];mistPositions;mistColors;mistGeometry;mistMaterial;mistMap;mistIndex=0;decals=[];decalGeometry;decalIndex=0;gibGeometry;gibMaterial;gibMesh;gibs=[];gibIndex=0;gibMatrix=new bu;gibPosition=new X;gibQuaternion=new Xl;gibEuler=new Au;gibScale=new X;headGeometry;headMaterial;heads=[];stumpGeometry;stumpMaterial;stumps=[];lastDecapitationEvent=[null,null];dripAccumulator=0;shake=0;bloodLevel=`full`;constructor(e){this.scene=e,this.dropletPositions=new Float32Array(ix*3),this.dropletColors=new Float32Array(ix*3),this.dropletGeometry=new Zd,this.dropletGeometry.setAttribute(`position`,new Id(this.dropletPositions,3)),this.dropletGeometry.setAttribute(`color`,new Id(this.dropletColors,3)),this.dropletMaterial=new vp({size:.038,vertexColors:!0,transparent:!0,opacity:.96,depthWrite:!1,sizeAttenuation:!0}),this.points=new Cp(this.dropletGeometry,this.dropletMaterial),this.points.frustumCulled=!1,e.add(this.points);for(let e=0;ee.alive).length}get liveBloodParticles(){return this.droplets.filter(e=>e.alive&&e.blood).length}get liveMist(){return this.mists.filter(e=>e.alive).length}get visibleDecals(){return this.decals.filter(e=>e.visible).length}get liveGibs(){return this.gibs.filter(e=>e.alive).length}get activeHeads(){return this.heads.filter(e=>e.active).length}get activeStumps(){return this.stumps.filter(e=>e.active).length}spawnDroplet(e,t,n,r,i,a,o,s,c){let l=this.dropletIndex%ix;this.dropletIndex+=1;let u=this.droplets[l];u.alive=!0,u.blood=c,u.x=px(e),u.y=px(t,1),u.z=px(n),u.vx=px(r),u.vy=px(i),u.vz=px(a),u.maxLife=Math.max(.05,px(s,.5)),u.life=u.maxLife,u.r=px(o.r,.5),u.g=px(o.g,.04),u.b=px(o.b,.06),this.dropletPositions[l*3]=u.x,this.dropletPositions[l*3+1]=u.y,this.dropletPositions[l*3+2]=u.z,this.dropletColors[l*3]=u.r,this.dropletColors[l*3+1]=u.g,this.dropletColors[l*3+2]=u.b,this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0}spawnMist(e,t,n,r,i){let a=this.mistIndex%ax;this.mistIndex+=1;let o=this.mists[a];o.alive=!0,o.x=px(e),o.y=px(t,1),o.z=px(n),o.maxLife=Math.max(.05,px(i,.5)),o.life=o.maxLife,o.scale=Math.max(.1,px(r,1)),this.mistPositions[a*3]=o.x,this.mistPositions[a*3+1]=o.y,this.mistPositions[a*3+2]=o.z,this.mistColors[a*3]=.6*o.scale,this.mistColors[a*3+1]=.07*o.scale,this.mistColors[a*3+2]=.08*o.scale,this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0}placeDecal(e,t,n,r,i,a,o){let s=this.decals[this.decalIndex%ox];this.decalIndex+=1,s.visible=!0,s.position.x=px(e),s.position.z=px(t),s.rotation.z=px(i),s.scale.set(Math.max(.01,px(n,.2)),Math.max(.01,px(r,.15)),1);let c=s.material;c.opacity=Yl.clamp(px(a,.4),0,1),c.color.setHex(o)}splatter(e,t,n,r=Math.random){if(this.bloodLevel===`off`)return;let i=this.bloodLevel===`reduced`,a=i?3:12,o=i?.35:1;for(let s=0;s0&&this.bloodLevel!==`off`&&(e.amount>190||e.kind===`knockdown`||e.kind===`counter_hit`)){let t=this.bloodLevel===`reduced`?e.kind===`knockdown`?3:2:e.kind===`knockdown`?14:10,n=this.bloodLevel===`reduced`?.35:1;for(let e=0;e6&&this.bloodLevel!==`off`&&this.splatter(a.x+(r()-.5)*.6,a.z+(r()-.5)*.6,1+Math.min(2,e.blood/55),r),this.bloodLevel===`full`&&!n&&e.blood>=40&&[`hit`,`counter_hit`,`knockdown`].includes(e.kind)){let t=Math.min(12,Math.max(4,Math.round(e.blood/9)));for(let n=0;n=cx)return;let a=Math.trunc(e),o=Number.isSafeInteger(i)?i:0,s=this.heads[a];if(s.active||this.lastDecapitationEvent[a]===o)return;let c=fx(o*104729+a*8191+23),l=r<0?-1:1;this.lastDecapitationEvent[a]=o,s.active=!0,s.moving=!0,s.eventId=o,s.vx=l*(1.8+c()*1.1),s.vy=2.3+c()*1.1,s.vz=(c()-.5)*2.2,s.vrx=(c()-.5)*12,s.vry=(c()-.5)*12,s.vrz=(c()-.5)*12,s.bounces=0,s.stained=!1,s.mesh.position.set(px(t.x),px(t.y,1.55),px(t.z)),gx(s.mesh.quaternion,n),s.mesh.visible=!0;let u=this.stumps[a];u.active=!0,u.fountainLife=1.25,u.accumulator=0,u.seed=o|1,u.direction=l,u.mesh.position.copy(s.mesh.position),u.mesh.quaternion.copy(s.mesh.quaternion),u.mesh.visible=!0;for(let e=0;e=cx)return;let r=this.stumps[Math.trunc(e)];r.active&&(r.mesh.position.set(px(t.x),px(t.y,1.5),px(t.z)),gx(r.mesh.quaternion,n))}restoreFighter(e){if(e<0||e>=cx)return;let t=Math.trunc(e),n=this.heads[t];n.active=!1,n.moving=!1,n.mesh.visible=!1,n.mesh.position.y=-50;let r=this.stumps[t];r.active=!1,r.fountainLife=0,r.accumulator=0,r.mesh.visible=!1,r.mesh.position.y=-50}drip(e,t,n,r){if(this.bloodLevel===`off`||r||t<=.05)return;let i=mx(n),a=this.bloodLevel===`reduced`?Math.min(3,t*3):Math.min(18,t*14);for(this.dripAccumulator+=i*a;this.dripAccumulator>=1;)--this.dripAccumulator,this.spawnDroplet(px(e.x)+(Math.random()-.5)*.14,px(e.y,1.5)-.04,px(e.z)+(Math.random()-.5)*.1,(Math.random()-.5)*.08,-.25-Math.random()*.4,(Math.random()-.5)*.08,{r:.5,g:.04,b:.06},1.1,!0)}spawnGib(e,t,n,r,i,a,o){let s=this.gibIndex%sx;this.gibIndex+=1;let c=this.gibs[s];c.alive=!0,c.x=px(e),c.y=px(t,1.5),c.z=px(n),c.vx=px(r),c.vy=px(i),c.vz=px(a),c.rx=o()*Math.PI*2,c.ry=o()*Math.PI*2,c.rz=o()*Math.PI*2,c.vrx=(o()-.5)*18,c.vry=(o()-.5)*18,c.vrz=(o()-.5)*18,c.life=1.8+o()*1.2,c.scale=.55+o()*1.2,c.bounces=0,c.stained=!1,this.writeGibMatrix(s,c),this.gibMesh.instanceMatrix.needsUpdate=!0}writeGibMatrix(e,t){t.alive?(this.gibPosition.set(t.x,t.y,t.z),this.gibEuler.set(t.rx,t.ry,t.rz),this.gibQuaternion.setFromEuler(this.gibEuler),this.gibScale.setScalar(t.scale)):(this.gibPosition.set(0,-50,0),this.gibQuaternion.identity(),this.gibScale.setScalar(0)),this.gibMatrix.compose(this.gibPosition,this.gibQuaternion,this.gibScale),this.gibMesh.setMatrixAt(e,this.gibMatrix)}updateGibs(e){let t=!1;for(let[n,r]of this.gibs.entries())if(r.alive){if(t=!0,r.life-=e,r.life<=0){r.alive=!1,this.writeGibMatrix(n,r);continue}r.vy-=6.4*e,r.x+=r.vx*e,r.y+=r.vy*e,r.z+=r.vz*e,r.rx+=r.vrx*e,r.ry+=r.vry*e,r.rz+=r.vrz*e,this.confineGib(r),r.y<=.015&&(r.y=.015,!r.stained&&this.bloodLevel===`full`&&(r.stained=!0,this.placeDecal(r.x,r.z,.24+r.scale*.16,.14+r.scale*.1,r.rz,.42,6425104)),r.bounces===0&&Math.abs(r.vy)>.35?(r.bounces=1,r.vy=Math.abs(r.vy)*.3,r.vx*=.68,r.vz*=.68,r.vrx*=.7,r.vry*=.7,r.vrz*=.7):r.alive=!1),this.writeGibMatrix(n,r)}t&&(this.gibMesh.instanceMatrix.needsUpdate=!0)}confineGib(e){Math.abs(e.x)>3.05&&(e.x=Math.sign(e.x)*Xb,e.vx*=-.45),Math.abs(e.z)>3.05&&(e.z=Math.sign(e.z)*Xb,e.vz*=-.45)}updateHeads(e){for(let t of this.heads)!t.active||!t.moving||(t.vy-=5.8*e,t.mesh.position.x+=t.vx*e,t.mesh.position.y+=t.vy*e,t.mesh.position.z+=t.vz*e,t.mesh.rotation.x+=t.vrx*e,t.mesh.rotation.y+=t.vry*e,t.mesh.rotation.z+=t.vrz*e,Math.abs(t.mesh.position.x)>3.05&&(t.mesh.position.x=Math.sign(t.mesh.position.x)*Xb,t.vx*=-.42),Math.abs(t.mesh.position.z)>3.05&&(t.mesh.position.z=Math.sign(t.mesh.position.z)*Xb,t.vz*=-.42),t.mesh.position.y<=0+ux&&(t.mesh.position.y=0+ux,!t.stained&&this.bloodLevel===`full`&&(t.stained=!0,this.placeDecal(t.mesh.position.x,t.mesh.position.z,1.3,.9,t.mesh.rotation.z,.58,4392199)),t.bounces<2&&Math.abs(t.vy)>.42?(t.bounces+=1,t.vy=Math.abs(t.vy)*.32,t.vx*=.62,t.vz*=.62,t.vrx*=.65,t.vry*=.65,t.vrz*=.65):(t.moving=!1,t.vx=0,t.vy=0,t.vz=0,t.vrx=0,t.vry=0,t.vrz=0)),(!Number.isFinite(t.mesh.position.x)||!Number.isFinite(t.mesh.position.y)||!Number.isFinite(t.mesh.position.z)||!Number.isFinite(t.mesh.quaternion.x)||!Number.isFinite(t.mesh.quaternion.y)||!Number.isFinite(t.mesh.quaternion.z)||!Number.isFinite(t.mesh.quaternion.w))&&(t.mesh.position.set(0,0+ux,0),t.mesh.quaternion.identity(),t.moving=!1,t.vx=0,t.vy=0,t.vz=0))}stumpRandom(e){let t=e.seed|0;return t=Math.imul(t^t>>>15,1|t),t^=t+Math.imul(t^t>>>7,61|t),e.seed=t|0,((t^t>>>14)>>>0)/4294967296}updateStumpFountains(e){if(this.bloodLevel===`full`){for(let t of this.stumps)if(!(!t.active||t.fountainLife<=0))for(t.fountainLife=Math.max(0,t.fountainLife-e),t.accumulator+=e*36;t.accumulator>=1;){--t.accumulator;let e=this.stumpRandom(t),n=this.stumpRandom(t),r=this.stumpRandom(t);this.spawnDroplet(t.mesh.position.x+(e-.5)*.08,t.mesh.position.y+.015,t.mesh.position.z+(n-.5)*.08,t.direction*(.35+e*.55),1.3+n*1.45,(r-.5)*.85,{r:.58,g:.025,b:.045},.65+r*.5,!0)}}}update(e){let t=mx(e);this.shake*=.02**t,this.updateStumpFountains(t),this.updateHeads(t),this.updateGibs(t);let n=!1;for(let[e,r]of this.droplets.entries()){if(!r.alive)continue;if(n=!0,r.life-=t,r.life<=0||r.y<0){if(r.y<0&&r.blood&&this.bloodLevel!==`off`&&Math.random()<(this.bloodLevel===`full`?.48:.18)){let e=this.bloodLevel===`full`?1:.35;this.placeDecal(r.x,r.z,(.22+Math.random()*.38)*e,(.14+Math.random()*.24)*e,Math.random()*Math.PI,.38*e,7212307)}r.alive=!1,this.dropletPositions[e*3+1]=-50;continue}r.vy-=4.6*t,r.x+=r.vx*t,r.y+=r.vy*t,r.z+=r.vz*t;let i=Math.min(1,r.life/(r.maxLife*.4));this.dropletPositions[e*3]=r.x,this.dropletPositions[e*3+1]=r.y,this.dropletPositions[e*3+2]=r.z,this.dropletColors[e*3]=r.r*i,this.dropletColors[e*3+1]=r.g*i,this.dropletColors[e*3+2]=r.b*i}n&&(this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0);let r=!1;for(let[e,n]of this.mists.entries()){if(!n.alive)continue;if(r=!0,n.life-=t,n.life<=0){n.alive=!1,this.mistPositions[e*3+1]=-50;continue}let i=1-n.life/n.maxLife,a=Math.max(0,1-i)*.7*n.scale;this.mistPositions[e*3]=n.x,this.mistPositions[e*3+1]=n.y+i*.14,this.mistPositions[e*3+2]=n.z,this.mistColors[e*3]=a,this.mistColors[e*3+1]=a*.1,this.mistColors[e*3+2]=a*.12}r&&(this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0)}clearDroplets(e){let t=!1;for(let[n,r]of this.droplets.entries())!r.alive||e&&!r.blood||(r.alive=!1,this.dropletPositions[n*3+1]=-50,t=!0);t&&(this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0)}clearMists(){let e=!1;for(let[t,n]of this.mists.entries())n.alive&&(n.alive=!1,this.mistPositions[t*3+1]=-50,e=!0);e&&(this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0)}clearGibs(){let e=!1;for(let[t,n]of this.gibs.entries())n.alive&&(n.alive=!1,this.writeGibMatrix(t,n),e=!0);e&&(this.gibMesh.instanceMatrix.needsUpdate=!0)}clearDynamic(){this.clearDroplets(!1),this.clearMists(),this.clearGibs();for(let e=0;e=2.0 are supported.`));return}let c=new yS(i,{path:t||this.resourcePath||``,crossOrigin:this.crossOrigin,requestHeader:this.requestHeader,manager:this.manager,ktx2Loader:this.ktx2Loader,meshoptDecoder:this.meshoptDecoder});c.fileLoader.setRequestHeader(this.requestHeader);for(let e=0;e=0&&o[t]===void 0&&console.warn(`THREE.GLTFLoader: Unknown extension "`+t+`".`)}}c.setExtensions(a),c.setPlugins(o),c.parse(n,r)}parseAsync(e,t){let n=this;return new Promise(function(r,i){n.parse(e,t,r,i)})}};function Cx(){let e={};return{get:function(t){return e[t]},add:function(t,n){e[t]=n},remove:function(t){delete e[t]},removeAll:function(){e={}}}}function wx(e,t,n){let r=e.json.materials[t];return r.extensions&&r.extensions[n]?r.extensions[n]:null}var Tx={KHR_BINARY_GLTF:`KHR_binary_glTF`,KHR_DRACO_MESH_COMPRESSION:`KHR_draco_mesh_compression`,KHR_LIGHTS_PUNCTUAL:`KHR_lights_punctual`,KHR_MATERIALS_CLEARCOAT:`KHR_materials_clearcoat`,KHR_MATERIALS_DISPERSION:`KHR_materials_dispersion`,KHR_MATERIALS_IOR:`KHR_materials_ior`,KHR_MATERIALS_SHEEN:`KHR_materials_sheen`,KHR_MATERIALS_SPECULAR:`KHR_materials_specular`,KHR_MATERIALS_TRANSMISSION:`KHR_materials_transmission`,KHR_MATERIALS_IRIDESCENCE:`KHR_materials_iridescence`,KHR_MATERIALS_ANISOTROPY:`KHR_materials_anisotropy`,KHR_MATERIALS_UNLIT:`KHR_materials_unlit`,KHR_MATERIALS_VOLUME:`KHR_materials_volume`,KHR_TEXTURE_BASISU:`KHR_texture_basisu`,KHR_TEXTURE_TRANSFORM:`KHR_texture_transform`,KHR_MESH_QUANTIZATION:`KHR_mesh_quantization`,KHR_MATERIALS_EMISSIVE_STRENGTH:`KHR_materials_emissive_strength`,EXT_MATERIALS_BUMP:`EXT_materials_bump`,EXT_TEXTURE_WEBP:`EXT_texture_webp`,EXT_TEXTURE_AVIF:`EXT_texture_avif`,EXT_MESHOPT_COMPRESSION:`EXT_meshopt_compression`,KHR_MESHOPT_COMPRESSION:`KHR_meshopt_compression`,EXT_MESH_GPU_INSTANCING:`EXT_mesh_gpu_instancing`},Ex=class{constructor(e){this.parser=e,this.name=Tx.KHR_LIGHTS_PUNCTUAL,this.cache={refs:{},uses:{}}}_markDefs(){let 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nh(this.options.manager),this.fileLoader.setResponseType(`arraybuffer`),this.options.crossOrigin===`use-credentials`&&this.fileLoader.setWithCredentials(!0)}setExtensions(e){this.extensions=e}setPlugins(e){this.plugins=e}parse(e,t){let n=this,r=this.json,i=this.extensions;this.cache.removeAll(),this.nodeCache={},this._invokeAll(function(e){return e._markDefs&&e._markDefs()}),Promise.all(this._invokeAll(function(e){return e.beforeRoot&&e.beforeRoot()})).then(function(){return Promise.all([n.getDependencies(`scene`),n.getDependencies(`animation`),n.getDependencies(`camera`)])}).then(function(t){let a={scene:t[0][r.scene||0],scenes:t[0],animations:t[1],cameras:t[2],asset:r.asset,parser:n,userData:{}};return uS(i,a,r),dS(a,r),Promise.all(n._invokeAll(function(e){return e.afterRoot&&e.afterRoot(a)})).then(function(){for(let e of a.scenes)e.updateMatrixWorld();e(a)})}).catch(t)}_markDefs(){let e=this.json.nodes||[],t=this.json.skins||[],n=this.json.meshes||[];for(let n=0,r=t.length;n{let 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Z(1,1,1),o.opacity=1,Array.isArray(n.baseColorFactor)){let e=n.baseColorFactor;o.color.setRGB(e[0],e[1],e[2],il),o.opacity=e[3]}n.baseColorTexture!==void 0&&c.push(t.assignTexture(o,`map`,n.baseColorTexture,rl)),o.metalness=n.metallicFactor===void 0?1:n.metallicFactor,o.roughness=n.roughnessFactor===void 0?1:n.roughnessFactor,n.metallicRoughnessTexture!==void 0&&(c.push(t.assignTexture(o,`metalnessMap`,n.metallicRoughnessTexture)),c.push(t.assignTexture(o,`roughnessMap`,n.metallicRoughnessTexture))),a=this._invokeOne(function(t){return t.getMaterialType&&t.getMaterialType(e)}),c.push(Promise.all(this._invokeAll(function(t){return t.extendMaterialParams&&t.extendMaterialParams(e,o)})))}i.doubleSided===!0&&(o.side=2);let l=i.alphaMode||cS.OPAQUE;if(l===cS.BLEND?(o.transparent=!0,o.depthWrite=!1):(o.transparent=!1,l===cS.MASK&&(o.alphaTest=i.alphaCutoff===void 0?.5:i.alphaCutoff)),i.normalTexture!==void 0&&a!==ff&&(c.push(t.assignTexture(o,`normalMap`,i.normalTexture)),o.normalScale=new Y(1,1),i.normalTexture.scale!==void 0)){let e=i.normalTexture.scale;o.normalScale.set(e,e)}if(i.occlusionTexture!==void 0&&a!==ff&&(c.push(t.assignTexture(o,`aoMap`,i.occlusionTexture)),i.occlusionTexture.strength!==void 0&&(o.aoMapIntensity=i.occlusionTexture.strength)),i.emissiveFactor!==void 0&&a!==ff){let e=i.emissiveFactor;o.emissive=new Z().setRGB(e[0],e[1],e[2],il)}return i.emissiveTexture!==void 0&&a!==ff&&c.push(t.assignTexture(o,`emissiveMap`,i.emissiveTexture,rl)),Promise.all(c).then(function(){let n=new a(o);return i.name&&(n.name=i.name),dS(n,i),t.associations.set(n,{materials:e}),i.extensions&&uS(r,n,i),n})}createUniqueName(e){let t=Yh.sanitizeNodeName(e||``);return t in this.nodeNamesUsed?t+`_`+ ++this.nodeNamesUsed[t]:(this.nodeNamesUsed[t]=0,t)}loadGeometries(e){let t=this,n=this.extensions,r=this.primitiveCache;function i(e){return n[Tx.KHR_DRACO_MESH_COMPRESSION].decodePrimitive(e,t).then(function(n){return xS(n,e,t)})}let a=[];for(let n=0,o=e.length;n0&&pS(d,i),d.name=t.createUniqueName(i.name||`mesh_`+e),dS(d,i),u.extensions&&uS(r,d,u),t.assignFinalMaterial(d),c.push(d)}for(let n=0,r=c.length;n0){let e=t.userData.pivot,r=n[0];t.pivot=new X().fromArray(e),t.position.x-=e[0],t.position.y-=e[1],t.position.z-=e[2],r.position.set(0,0,0),delete t.userData.pivot}return t})}_loadNodeShallow(e){let t=this.json,n=this.extensions,r=this;if(this.nodeCache[e]!==void 0)return this.nodeCache[e];let i=t.nodes[e],a=i.name?r.createUniqueName(i.name):``,o=[],s=r._invokeOne(function(t){return t.createNodeMesh&&t.createNodeMesh(e)});return s&&o.push(s),i.camera!==void 0&&o.push(r.getDependency(`camera`,i.camera).then(function(e){return r._getNodeRef(r.cameraCache,i.camera,e)})),r._invokeAll(function(t){return t.createNodeAttachment&&t.createNodeAttachment(e)}).forEach(function(e){o.push(e)}),this.nodeCache[e]=Promise.all(o).then(function(t){let o;if(o=i.isBone===!0?new If:t.length>1?new Ju:t.length===1?t[0]:new qu,o!==t[0])for(let e=0,n=t.length;e1){let e=r.associations.get(o);r.associations.set(o,{...e})}return r.associations.get(o).nodes=e,o}),this.nodeCache[e]}loadScene(e){let t=this.extensions,n=this.json.scenes[e],r=this,i=new Ju;n.name&&(i.name=r.createUniqueName(n.name)),dS(i,n),n.extensions&&uS(t,i,n);let a=n.nodes||[],o=[];for(let e=0,t=a.length;e{let t=new Map;for(let[e,n]of r.associations)(e instanceof nf||e instanceof mu)&&t.set(e,n);return e.traverse(e=>{let n=r.associations.get(e);n!=null&&t.set(e,n)}),t})(i),i})}_createAnimationTracks(e,t,n,r,i){let a=[],o=e.name?e.name:e.uuid,s=[];function c(e){e.morphTargetInfluences&&s.push(e.name?e.name:e.uuid)}oS[i.path]===oS.weights?(c(e),e.isGroup&&e.children.forEach(c)):s.push(o);let l;switch(oS[i.path]){case oS.weights:l=Hm;break;case oS.rotation:l=Wm;break;case oS.translation:case oS.scale:l=Km;break;default:switch(n.itemSize){case 1:l=Hm;break;default:l=Km;break}break}let u=r.interpolation===void 0?Jc:sS[r.interpolation],d=this._getArrayFromAccessor(n);for(let e=0,n=s.length;e(DS.set(e,AS(t)),t));return OS.set(e,r),r}function MS(){return Promise.all(Object.keys(wS).map(jS))}function NS(){if(kS===null){let e=Uint8Array.from(atob(SS),e=>e.charCodeAt(0)),t=new Promise((t,n)=>{new Sx().parse(e.buffer,``,t,e=>n(e instanceof Error?e:Error(String(e))))});kS=Promise.all([t,MS()]).then(([e])=>e)}return kS}function PS(e){let t=DS.get(e);if(t!==void 0)return t;let n=AS(new ah().load(wS[e]));return DS.set(e,n),n}function FS(e,t){let n=[],r=[],i=null;if(e.traverse(e=>{if(!(e instanceof Ff)||Array.isArray(e.material))return;let a=e.material.name,o=ES[a];if(o===void 0)throw Error(`fighter GLB has unsupported material ${a}`);let s=a===`MHeadMat0`||a===`MBodyMat0`,c=a===`GlovesMat0`||a===`PantsMat0`?t.gear:16777215,l=s?new Dm({map:PS(o),color:c,roughness:.58,metalness:.02,clearcoat:.25,clearcoatRoughness:.6}):new Em({map:PS(o),color:c,roughness:.4,metalness:.03});l.name=a,e.material=l,e.castShadow=!0,e.receiveShadow=!0,e.frustumCulled=!1,r.push(l),l instanceof Dm&&n.push(l),a===`GlovesMat0`&&(i=l)}),n.length!==2||i===null||r.length!==5)throw Error(`fighter GLB material contract failed: ${n.length} skin, ${r.length} total`);return{skin:n,gloves:i,owned:r}}var IS=[`idle`,`move_forward`,`move_backward`,`move_lateral`,`guard_high`,`guard_low`,`jab_left`,`jab_right`,`straight_left`,`straight_right`,`hook_left`,`hook_right`,`uppercut_left`,`uppercut_right`,`block_head`,`hit_head`,`knockdown`,`getup`],LS=(e,t,n,r)=>e+(t-e)*(1-Math.exp(-n*r)),RS=(e,t,n,r)=>e+(((t-e+Math.PI)%(Math.PI*2)+Math.PI*2)%(Math.PI*2)-Math.PI)*(1-Math.exp(-n*r)),zS=class{root=new Ju;mixer;actions=new Map;bones=new Map;metrics;skinMaterials;ownedMaterials;gearMaterial;headMeshes=[];decapitated=!1;gearBaseColor;overlays;constructor(e,t){let n=bx(e.scene);n.scale.setScalar(TS),this.root.add(n);let r=FS(n,t);this.skinMaterials=r.skin,this.ownedMaterials=r.owned,this.gearMaterial=r.gloves,this.gearBaseColor=new Z(t.gear),n.traverse(e=>{e instanceof Ff&&e.name===`BoxerHead`&&this.headMeshes.push(e),e instanceof If&&this.bones.set(e.name,e)});let i=Object.values(CS).filter(e=>!this.bones.has(e));if(i.length>0)throw Error(`fighter GLB missing required bones: ${i.join(`, `)}`);if(this.headMeshes.length!==1)throw Error(`fighter GLB requires one BoxerHead mesh, found ${this.headMeshes.length}`);this.mixer=new Qh(n);for(let t of e.animations){let e=this.mixer.clipAction(t);this.actions.set(t.name,e),[`jab_left`,`jab_right`,`straight_left`,`straight_right`,`hook_left`,`hook_right`,`uppercut_left`,`uppercut_right`,`block_head`,`hit_head`,`knockdown`,`getup`].includes(t.name)&&(e.setLoop(Wc,1),e.clampWhenFinished=!0)}let a=IS.filter(e=>!this.actions.has(e));if(a.length>0)throw Error(`fighter GLB missing clips: ${a.join(`, `)}`);n.updateMatrixWorld(!0);let o=(e,t)=>this.bone(e).getWorldPosition(new X).distanceTo(this.bone(t).getWorldPosition(new X));this.metrics={armUpper:o(`shoulderL`,`elbowL`),armFore:o(`elbowL`,`gloveL`),legThigh:o(`hipL`,`kneeL`),legShin:o(`kneeL`,`ankleL`),headRestY:this.bone(`head`).getWorldPosition(new X).y,chestRestY:this.bone(`chest`).getWorldPosition(new X).y,ankleRestY:this.bone(`ankleL`).getWorldPosition(new X).y},this.overlays=VS(this.bone(`head`),this.bone(`chest`))}bone(e){return this.bones.get(CS[e]??e)??null}get trauma(){return this.overlays}get gloveGear(){return this.gearMaterial}get skin(){return this.skinMaterials[0]}get isDecapitated(){return this.decapitated}setDecapitated(e){this.decapitated=e;for(let t of this.headMeshes)t.visible=!e;this.bone(`head`).visible=!e}setSkinClearcoat(e){for(let t of this.skinMaterials)t.clearcoat=e}dispose(){this.mixer.stopAllAction();for(let e of this.ownedMaterials)e.dispose();this.overlays.dispose()}};function BS(e,t,n=0){let r=new Q(e,new Em({color:t,roughness:.7,transparent:!0,opacity:0,emissive:n}));return r.castShadow=!1,r}function VS(e,t){let n=[],r=(e,t,r,i=[1,1,1])=>{let a=t.getWorldScale(new X),o=1/Math.max(1e-4,a.x);return e.position.set(r[0]*1.3*o,r[1]*1.25*o,(r[2]*1.35+.045)*o),e.scale.set(i[0]*o,i[1]*o,i[2]*o),e.userData.baseScale=o,t.add(e),n.push(e),e},i=r(BS(new mm(.042,12,10),4856918),e,[.05,.15,.085],[1,.72,.5]),a=r(BS(new mm(.042,12,10),4856918),e,[-.05,.15,.085],[1,.72,.5]),o=r(BS(new mm(.035,12,10),7026034),e,[.052,.155,.088]),s=r(BS(new mm(.035,12,10),7026034),e,[-.052,.155,.088]),c=r(BS(new Ap(.05,.008,.01),8326420,2753286),e,[.05,.178,.104]),l=r(BS(new Ap(.05,.008,.01),8326420,2753286),e,[-.05,.178,.104]),u=r(BS(new Ap(.014,.1,.006),9047830,3146762),e,[.052,.115,.106]),d=r(BS(new Ap(.014,.1,.006),9047830,3146762),e,[-.052,.115,.106]),f=r(BS(new Ap(.011,.07,.006),9047830,3146762),e,[.008,.075,.118]),p=r(BS(new Ap(.03,.012,.006),9047830,3146762),e,[.02,.052,.104]),m=r(BS(new mm(.028,10,8),7026034),e,[.068,.095,.075]),h=r(BS(new mm(.028,10,8),7026034),e,[-.068,.095,.075]),g=r(BS(new mm(.09,12,10),6038608),t,[.16,.08,.02],[.5,1.2,.7]),_=r(BS(new mm(.09,12,10),6038608),t,[-.16,.08,.02],[.5,1.2,.7]),v=r(BS(new mm(.1,12,10),4856918),t,[.02,.05,.1],[1.05,1.35,.55]),y=r(BS(new Ap(.05,.24,.008),9047830,3146762),t,[.03,.08,.155]);return y.rotation.z=.12,{bruiseL:i,bruiseR:a,swellL:o,swellR:s,cutL:c,cutR:l,streakL:u,streakR:d,noseStreak:f,mouthBlood:p,cheekL:m,cheekR:h,ribL:g,ribR:_,bodyBruise:v,bodyStreak:y,dispose(){for(let e of n)e.geometry.dispose(),e.material.dispose(),e.removeFromParent()}}}function HS(e,t,n,r){let i=t.trauma,a=r===`off`?0:r===`reduced`?.35:1,o=r===`full`?1.8:1,s=e=>e.material,c=(e,t,n,r)=>{let i=typeof e.userData.baseScale==`number`?e.userData.baseScale:1;e.scale.set(t*i,n*i,r*i)},l=e=>Math.min(.85,e/170+i.swelling/420);s(e.bruiseL).opacity=l(i.left_eye),s(e.bruiseR).opacity=l(i.right_eye);let u=Math.min(1,i.left_cut/150+i.bleeding/450),d=Math.min(1,i.right_cut/150+i.bleeding/450);s(e.cutL).opacity=u*a,s(e.cutR).opacity=d*a,c(e.cutL,1+u*.55*o,1+u*.7,1),c(e.cutR,1+d*.55*o,1+d*.7,1);let f=Math.min(1.35,i.left_eye/260+i.swelling/560),p=Math.min(1.35,i.right_eye/260+i.swelling/560);c(e.swellL,.25+f*1.15,.25+f*1.15,.25+f*1.15),c(e.swellR,.25+p*1.15,.25+p*1.15,.25+p*1.15),s(e.swellL).opacity=Math.min(.92,f*1.1),s(e.swellR).opacity=Math.min(.92,p*1.1);let m=Math.min(1,i.head/900+i.swelling/800);c(e.cheekL,.2+m*1.05,.2+m*1.05,.2+m*1.05),c(e.cheekR,.2+m*.95,.2+m*.95,.2+m*.95),s(e.cheekL).opacity=m*.8,s(e.cheekR).opacity=m*.75;let h=Math.min(1.9,(i.left_cut+i.bleeding)/220),g=Math.min(1.9,(i.right_cut+i.bleeding)/220);c(e.streakL,o,.15+h*o,1),c(e.streakR,o,.15+g*o,1),s(e.streakL).opacity=Math.min(1,h)*a,s(e.streakR).opacity=Math.min(1,g)*a;let _=Math.min(1.6,i.head/600+i.bleeding/340);c(e.noseStreak,o,.2+_*o,1),s(e.noseStreak).opacity=Math.min(1,_)*a;let v=Math.min(1,i.head/650+i.bleeding/360);c(e.mouthBlood,1+v*o,1+v*.8,1),s(e.mouthBlood).opacity=v*a;let y=Math.min(1,i.body/750);c(e.ribL,.5+y*.35,1.2+y*.5,.7+y*.2),c(e.ribR,.5+y*.3,1.2+y*.4,.7+y*.2),s(e.ribL).opacity=y*.85,s(e.ribR).opacity=y*.8,s(e.bodyBruise).opacity=Math.min(.7,i.body/950);let b=Math.min(1.5,i.body/450+i.bleeding/340);c(e.bodyStreak,1+b*.55*o,.3+b*o,1),s(e.bodyStreak).opacity=Math.min(1,b)*a}var US=new Z(6031886),WS=[`idle`,`move_forward`,`move_backward`,`move_lateral`],GS=(e,t)=>`${e}_${t}`,KS=class{mapping;boxer;yaw=0;rootX=null;rootZ=0;activePunch=null;punchAgeTicks=0;punchTotalTicks=1;actionId=null;completedActionId=null;predictedId=null;predictedAtSeconds=-1;predictionAgeTicks=0;predictedClip=`jab_left`;predictedTotalTicks=13;hitstop=0;reactionAction=null;downState=`up`;fallAge=0;riseAge=0;opponentDrop=0;liveOpponentHead=new X(0,.97,0);hasLiveHead=!1;guardWeight=0;hitstopScale=1;plantedL=null;plantedR=null;locomotionWeights={idle:1,move_forward:0,move_backward:0,move_lateral:0};scratchA=new X;scratchB=new X;scratchC=new X;scratchQ=new Xl;aimTarget=new X;aimShoulder=new X;aimTo=new X;aimPole=new X;aimBend=new X;aimElbow=new X;lockAnkle=new X;lockPinned=new X;lockHip=new X;lockTo=new X;lockPole=new X;lockBend=new X;lockKnee=new X;constructor(e,t){this.mapping=t,this.boxer=e;for(let t of WS){let n=e.actions.get(t);n.setEffectiveWeight(+(t===`idle`)),n.play()}}get currentRoot(){return{x:this.rootX??0,z:this.rootZ}}predict(e,t,n){if(e.kind!==`punch`||e.id===void 0)return;this.predictedId=e.id,this.predictedAtSeconds=t,this.predictionAgeTicks=0,this.predictedClip=GS(e.class,e.hand);let r=Vy(e.class,e.target,e.power);this.predictedTotalTicks=Hy(r);let i=this.actionId!==null&&this.punchAgeTicks/this.punchTotalTicks>.55;(this.actionId===null||i)&&(this.actionId=null,this.beginPunch(this.boxer.actions.get(this.predictedClip),this.predictedTotalTicks),this.punchAgeTicks=0)}landedHit(e){this.hitstop=Math.max(this.hitstop,e?.045:.078)}react(e){let t=this.boxer.actions.get(e===`block`?`block_head`:`hit_head`);t!==void 0&&(this.reactionAction?.fadeOut(.08),this.reactionAction=t,t.reset().setLoop(Wc,1),t.setEffectiveWeight(.85),t.fadeIn(.03).play())}setPunch(e,t){let n=e.getClip();e.time=Yl.clamp(t/30,0,Math.max(.001,n.duration-.001))}beginPunch(e,t){this.activePunch?.fadeOut(.05),this.activePunch=e,e.reset(),e.setLoop(Wc,1),e.setEffectiveWeight(1),e.fadeIn(.04).play(),this.punchTotalTicks=Math.max(1,t)}update(e,t,n,r,i,a,o,s){let c=this.boxer,l=e.stance===`orthodox`?1:-1,u=this.mapping.x(e.x),d=this.mapping.z(e.y);this.rootX===null&&(this.rootX=u,this.rootZ=d);let f=.05;this.rootX+=Yl.clamp(u-this.rootX,-.05,f),this.rootZ+=Yl.clamp(d-this.rootZ,-.05,f);let p=Math.atan2(this.mapping.x(t.x)-u,(this.mapping.z(t.y)-d)*.45);this.yaw=RS(this.yaw,p,7,n),c.root.position.set(this.rootX,0,this.rootZ),c.root.rotation.set(0,this.yaw+.5*l,0);let m=.82+e.stamina/Math.max(1,e.maximum_stamina)*.18;if(this.hitstop=Math.max(0,this.hitstop-n),this.hitstopScale=this.hitstop>0?.12:1,e.action_id!==null&&e.action_id!==this.actionId&&e.action_id!==this.completedActionId){let t=e.action,n=e.action_hand??(e.stance===`orthodox`?`left`:`right`);if(t!==null){this.actionId=e.action_id;let r=Math.max(1,e.action_startup_ticks+e.action_active_ticks+e.action_recovery_ticks);if(this.beginPunch(c.actions.get(GS(t,n)),r),this.punchAgeTicks=Math.max(0,o-e.action_start_tick),this.predictedId===e.action_id){let t=this.predictionAgeTicks,n=o-e.action_start_tick;Math.abs(t-n)>1&&(this.punchAgeTicks=n),this.predictedId=null}else this.punchAgeTicks=Math.max(0,o-e.action_start_tick)}}if(e.action_id===null&&(this.actionId=null,this.completedActionId=null),this.predictedId!==null&&(this.predictionAgeTicks+=n*30*this.hitstopScale,this.predictionAgeTicks>10&&(this.predictedId=null)),this.activePunch!==null){this.punchAgeTicks+=n*30*this.hitstopScale;let e=this.punchTotalTicks;this.setPunch(this.activePunch,this.punchAgeTicks),this.punchAgeTicks>=e&&(this.completedActionId=this.actionId,this.actionId=null,this.activePunch.fadeOut(.12),this.activePunch=null)}this.reactionAction!==null&&!this.reactionAction.isRunning()&&(this.reactionAction.fadeOut(.1),this.reactionAction=null);let h=Math.hypot(e.velocity_x,e.velocity_y)>.5,g=Yl.clamp(e.velocity_x*e.facing/7,-1,1),_=Yl.clamp(e.velocity_y/7,-1,1),v={idle:+!h,move_forward:Math.max(0,g)*+!!h,move_backward:Math.max(0,-g)*+!!h,move_lateral:Math.abs(_)*+!!h},y=v.idle+v.move_forward+v.move_backward+v.move_lateral;for(let e of WS){let t=y>0?v[e]/y:+(e===`idle`);this.locomotionWeights[e]=LS(this.locomotionWeights[e]??0,t,10,n);let r=c.actions.get(e);r.setEffectiveWeight(this.locomotionWeights[e]),r.setEffectiveTimeScale(i?.4:m)}let b=e.defense===`guard_high`||e.defense===`guard_low`;this.guardWeight=LS(this.guardWeight,+!!b,12,n);for(let t of[`guard_high`,`guard_low`]){let n=c.actions.get(t),r=e.defense===t?this.guardWeight:0;r>0&&!n.isRunning()&&n.reset().play(),n.setEffectiveWeight(r)}let x=t.is_downed?-(this.boxer.metrics.headRestY*.88):t.defense===`weave`?-.24:-.03;if(this.opponentDrop=LS(this.opponentDrop,x,4,n),s!==void 0&&(this.liveOpponentHead.copy(s),this.hasLiveHead=!0),e.is_downed)if(this.activePunch!==null&&(this.activePunch.fadeOut(.06),this.activePunch=null),this.actionId=null,this.predictedId=null,this.downState===`up`){this.downState=`falling`,this.fallAge=0;let e=c.actions.get(`knockdown`);e.reset().setLoop(Wc,1),e.setEffectiveWeight(1),e.fadeIn(.03).play()}else 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s=i.clone().add(a).multiplyScalar(.5);s.y=o-.045;let c=new cm(new X(i.x,o,i.z),s,new X(a.x,o,a.z)),l=new hm(c,24,.028,8,!1);e.push(l);let u=new Q(l,x[n]);u.castShadow=!0,r.add(u);for(let n of[.33,.66]){let i=c.getPoint(n),a=new Ap(.035,.82,.012);e.push(a);let s=new Em({color:14212840,roughness:.6});t.push(s);let l=new Q(a,s);l.position.set(i.x,o-.36,i.z),l.lookAt(0,o-.36,0),r.add(l)}}}return{group:r,materials:t,geometries:e,textures:n}}function uC(e){for(let t of e.geometries)t.dispose();for(let t of e.materials)t.dispose();for(let t of e.textures)t.dispose()}function dC(e,t=2){let n=e.getBoundingClientRect(),r=Math.max(1,Math.round(n.width)),i=Math.max(1,Math.round(n.height)),a=Math.min(t,Math.max(1,window.devicePixelRatio||1));(e.width!==Math.round(r*a)||e.height!==Math.round(i*a))&&(e.width=Math.round(r*a),e.height=Math.round(i*a));let o=e.getContext(`2d`);return o===null?null:(o.setTransform(a,0,0,a,0,0),{context:o,viewport:{width:r,height:i},dpr:a})}function fC(e,t,n){return t===void 0||![`hit`,`counter_hit`].includes(e.kind)||!e.detail.endsWith(`:head`)?!1:t.is_downed||n?.finish_method===`flash_ko`&&n.winner_id!==null&&n.winner_id===e.actor_id}function pC(){let e=document.createElement(`canvas`);e.width=128,e.height=128;let t=e.getContext(`2d`);if(t!==null){let e=t.createRadialGradient(64,64,8,64,64,62);e.addColorStop(0,`rgba(0,0,0,0.68)`),e.addColorStop(.6,`rgba(0,0,0,0.34)`),e.addColorStop(1,`rgba(0,0,0,0)`),t.fillStyle=e,t.fillRect(0,0,128,128)}return new Ep(e)}var mC={tick_rate:30,ring_half_width:500,ring_half_height:330},hC=class{canvas;simulation;settings;renderer;scene=new rd;camera;composer;ring;arena;boxers;referee;refereePosition=new X(.4,0,-2.1);animators;effects;director=new Yb;mapping;buffer=new Cs;dedupe=new ws;hudCanvas;cameraOverride=null;manualClock;blobShadows=[];blobTexture;lights=[];keyLight=null;followSpot=null;sizeCheck=new Y;refereeAway=new X;refereeYaw=0;raf=0;previous=performance.now();players={};viewerId=null;final=null;reconnectMs=0;destroyed=!1;graphs=null;glbLoading=!1;graphsReady=Promise.resolve();headCache=[new X,new X];headCacheValid=[!1,!1];decapitated=[!1,!1];observedDecapitatedDown=[!1,!1];bloodLevel=`full`;pendingContacts=[];onContact=null;tmpA=new X;tmpB=new X;tmpHead=new X;tmpHeadQuaternion=new Xl;tmpStump=new X;tmpStumpOffset=new X;tmpStumpQuaternion=new Xl;constructor(e,t=mC,n,r={}){this.canvas=e,this.simulation=t,this.settings=n,this.manualClock=r.manualClock===!0,this.mapping=tx(t),this.renderer=new Sy({canvas:e,antialias:!0,powerPreference:`high-performance`,preserveDrawingBuffer:r.manualClock===!0}),this.renderer.shadowMap.enabled=!0,this.renderer.shadowMap.type=1,this.renderer.toneMapping=4,this.renderer.toneMappingExposure=.92,this.renderer.setPixelRatio(Math.min(2,window.devicePixelRatio||1)),this.scene.background=new Z(`#04060b`),this.scene.fog=new nd(`#04060b`,.042),this.camera=new yh(38,1,.1,80),this.camera.position.set(0,2.05,7.6),this.camera.lookAt(0,1.1,0),this.setupLights(),this.ring=lC(),this.scene.add(this.ring.group),this.arena=Gb(),this.scene.add(this.arena.group),this.effects=new vx(this.scene),this.boxers=[Xy(rx[0]),Xy(rx[1])],this.animators=[new Bb(this.boxers[0],this.mapping),new Bb(this.boxers[1],this.mapping)],this.boxers[0].root.position.set(-.9,0,0),this.boxers[1].root.position.set(.9,0,0),this.boxers[0].root.rotation.y=Math.PI/2,this.boxers[1].root.rotation.y=-Math.PI/2,this.scene.add(this.boxers[0].root,this.boxers[1].root),this.referee=ub(),this.referee.root.position.copy(this.refereePosition),this.referee.shoulderL.rotation.x=-.42,this.referee.shoulderR.rotation.x=-.42,this.referee.elbowL.rotation.x=-.55,this.referee.elbowR.rotation.x=-.55,this.scene.add(this.referee.root),this.blobTexture=pC();let i=new fm(1,1);for(let e=0;e<3;e+=1){let t=new Q(i,new ff({map:this.blobTexture,transparent:!0,depthWrite:!1}));t.rotation.x=-Math.PI/2,t.position.y=.006+e*4e-4,t.renderOrder=1,this.blobShadows.push(t),this.scene.add(t)}this.composer=new jy(this.renderer),this.composer.addPass(new My(this.scene,this.camera));let a=new Py(new Y(1280,720),.32,.5,.85);this.composer.addPass(a),this.composer.addPass(new Iy),this.hudCanvas=document.createElement(`canvas`),this.hudCanvas.className=`fight-hud`,this.hudCanvas.style.cssText=`position:absolute;inset:0;width:100%;height:100%;pointer-events:none`,e.insertAdjacentElement(`afterend`,this.hudCanvas),this.bloodLevel=n().blood,this.effects.setBloodLevel(this.bloodLevel),this.ensureGraphs(),this.manualClock||(this.raf=requestAnimationFrame(e=>this.draw(e)))}ensureGraphs(){this.glbLoading||this.graphs!==null||new URLSearchParams(window.location.search).get(`procedural`)!==`1`&&(this.glbLoading=!0,this.graphsReady=NS().then(e=>{if(this.destroyed)return;let t=new zS(e,{skin:11563071,gear:1920728}),n=new zS(e,{skin:7225640,gear:12131356});t.setDecapitated(this.decapitated[0]),n.setDecapitated(this.decapitated[1]),this.graphs=[new KS(t,this.mapping),new KS(n,this.mapping)],this.scene.add(t.root,n.root);for(let e of this.boxers)this.scene.remove(e.root),db(e)}).catch(e=>{this.glbLoading=!1,console.error(`boxer_glb_load_failed`,e)}))}get ready(){return this.graphsReady}get labRigs(){let e=this.graphs;return e===null?this.boxers.map(e=>e.root):[e[0].boxer.root,e[1].boxer.root]}get labScene(){return this.scene}get labEffects(){return this.effects}labSetCameraOverride(e,t){this.cameraOverride={position:new X(...e),lookAt:new X(...t)}}labFrame(e,t=!0){this.draw(e*1e3,!0,t)}setPlayers(e,t){this.players=e,this.viewerId=t}setFinal(e){this.final=e}setReconnect(e){this.reconnectMs=e}setBloodLevel(e){e!==`full`&&this.bloodLevel===`full`&&this.restoreAllHeads(),this.bloodLevel=e,this.effects.setBloodLevel(e)}setReducedMotion(e){e&&(this.restoreAllHeads(),this.effects.clearDynamic())}setHeadVisible(e,t){let n=this.graphs;n===null?this.boxers[e].head.visible=t:n[e].boxer.setDecapitated(!t)}restoreHead(e){this.decapitated[e]&&(this.decapitated[e]=!1,this.observedDecapitatedDown[e]=!1,this.setHeadVisible(e,!0),this.effects.restoreFighter(e))}restoreAllHeads(){this.restoreHead(0),this.restoreHead(1),this.effects.clearArcadeGore()}headWorldPose(e){let t=this.graphs,n=t===null?this.boxers[e].head:t[e].boxer.bone(`head`);return n===null?null:(t===null?this.boxers[e].root.updateMatrixWorld(!0):t[e].boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.tmpHead),n.getWorldQuaternion(this.tmpHeadQuaternion),{position:this.tmpHead,quaternion:this.tmpHeadQuaternion})}stumpWorldPose(e){let t=this.graphs,n=t===null?this.boxers[e].head:t[e].boxer.bone(`Neck_012`);return n===null?null:(t===null?this.boxers[e].root.updateMatrixWorld(!0):t[e].boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.tmpStump),n.getWorldQuaternion(this.tmpStumpQuaternion),t===null&&(this.tmpStumpOffset.set(0,-.085,0).applyQuaternion(this.tmpStumpQuaternion),this.tmpStump.add(this.tmpStumpOffset)),{position:this.tmpStump,quaternion:this.tmpStumpQuaternion})}predictAction(e){let t=this.buffer.latest();if(t===null||this.viewerId===null)return;let n=t.fighters.findIndex(e=>e.player_id===this.viewerId);if(n<0)return;let r=this.graphs;r===null?this.animators[n].predict(e,performance.now()/1e3,this.simulation.tick_rate):r[n].predict(e,performance.now()/1e3,this.simulation.tick_rate)}push(e){if(this.buffer.push(e))for(let t of this.dedupe.accept(e.events)){let n=e.fighters.find(e=>e.player_id===t.target_id)??e.fighters.find(e=>e.player_id===t.actor_id)??e.fighters[0];this.tmpA.set(this.mapping.x(n.x),0,this.mapping.z(n.y)),t.kind===`knockdown`&&this.effects.pool(this.tmpA.x+(Math.random()-.5)*.2,this.tmpA.z+(Math.random()-.5)*.2,1);let r=e.fighters.findIndex(e=>e.player_id===t.target_id),i=e.fighters.findIndex(e=>e.player_id===t.actor_id);if([`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`,`knockdown`].includes(t.kind)){let n=t.kind===`block`||t.kind===`perfect_block`?r>=0?e.fighters[r]:null:i>=0?e.fighters[i]:null;this.pendingContacts.push({event:t,contactTick:n?.action_contact_tick??t.tick,targetIndex:r,actorIndex:i,decapitation:fC(t,e.fighters[r],e.result)})}else t.kind===`bleed`&&this.effects.addEvent(t,this.tmpA,this.settings().reducedMotion);e.result!==null&&this.fireContacts(2**53-1)}}fireContacts(e){for(let t=this.pendingContacts.length-1;t>=0;--t){let n=this.pendingContacts[t];if(n.contactTick>e)continue;this.pendingContacts.splice(t,1);let{event:r,targetIndex:i,actorIndex:a,decapitation:o}=n,s=this.buffer.latest()?.fighters[i];s!==void 0&&(this.tmpA.set(this.mapping.x(s.x),0,this.mapping.z(s.y)),this.effects.addEvent(r,this.tmpA,this.settings().reducedMotion));let c=this.settings();if(o&&i>=0&&!this.decapitated[i]&&c.blood===`full`&&!c.reducedMotion){let e=this.headWorldPose(i);if(e!==null){this.effects.decapitate(i,e.position,e.quaternion,r.direction,r.event_id);let t=this.stumpWorldPose(i);t!==null&&this.effects.anchorStump(i,t.position,t.quaternion),this.decapitated[i]=!0,this.observedDecapitatedDown[i]=!1,this.setHeadVisible(i,!1)}}let l=this.graphs;if(i>=0&&[`hit`,`counter_hit`,`block`,`perfect_block`,`knockdown`].includes(r.kind)){let e=r.kind===`block`||r.kind===`perfect_block`;l===null?this.animators[i].impact({direction:r.direction,amount:e?r.amount*.35:r.amount,blocked:e}):l[i].react(e?`block`:`hit`)}let u=r.kind===`block`||r.kind===`perfect_block`?i:a;u>=0&&[`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`].includes(r.kind)&&(l===null?this.animators[u].landedHit(r.kind===`block`||r.kind===`perfect_block`):l[u].landedHit(r.kind===`block`||r.kind===`perfect_block`)),this.onContact?.(r)}}setupLights(){let e=new sh(`#5a6a95`,`#0c0e16`,1.2);this.scene.add(e),this.lights.push(e);let t=new Dh(`#3a4468`,1.05);this.scene.add(t),this.lights.push(t);let n=new xh(`#fff4e0`,115,26,.68,.6,1.6);n.position.set(0,7.4,.9),n.target.position.set(0,0,0),n.castShadow=!0,n.shadow.mapSize.set(2048,2048),n.shadow.bias=-4e-4,n.shadow.camera.near=3,n.shadow.camera.far=14,this.keyLight=n,this.scene.add(n,n.target),this.lights.push(n);for(let[e,t,n,r]of[[`#b9cdff`,-6.5,4.4,-5.2],[`#ffd9b9`,6.2,4.1,-5.6],[`#9fb8ff`,-5.4,3.6,6],[`#c9d8ff`,5.8,3.9,5.7]]){let i=new xh(e,105,30,.7,.8,1.8);i.position.set(t,n,r),i.target.position.set(0,1,0),this.scene.add(i,i.target),this.lights.push(i)}let r=new Eh(`#dfe9ff`,.7);r.position.set(0,3.4,-6.5),this.scene.add(r),this.lights.push(r);let i=new xh(`#ffe8d0`,55,22,.34,.75,1.5);i.position.set(0,5.6,5.2),i.target.position.set(0,1,0),this.scene.add(i,i.target),this.lights.push(i),this.followSpot=i}draw(e,t=!1,n=!0){if(this.destroyed)return;let r=t?1/60:Math.min(.05,Math.max(.001,(e-this.previous)/1e3));this.previous=e;let i=this.canvas.clientWidth,a=this.canvas.clientHeight;i>0&&a>0&&(this.renderer.getSize(this.sizeCheck),(this.sizeCheck.x!==i||this.sizeCheck.y!==a)&&(this.renderer.setSize(i,a,!1),this.composer.setSize(i,a),this.camera.aspect=i/a,this.camera.updateProjectionMatrix()));let o=e/1e3,s=this.settings();this.setBloodLevel(s.blood);let c=this.buffer.latest(),l=c===null?null:this.buffer.sample(c.tick-1),u=c===null?0:c.tick-1,d=1.8,f=!1;if(l!==null){let[e,t]=l.fighters;for(let[e,t]of l.fighters.entries())this.decapitated[e]&&(t.is_downed?this.observedDecapitatedDown[e]=!0:this.observedDecapitatedDown[e]&&l.result===null&&this.restoreHead(e));let n=this.graphs;if(n!==null){let i=this.headCacheValid[0]?this.headCache[0]:void 0,a=this.headCacheValid[1]?this.headCache[1]:void 0;n[0].update(e,t,r,o,s.reducedMotion,s.blood,u,a),n[1].update(t,e,r,o,s.reducedMotion,s.blood,u,i);for(let[e,t]of n.entries()){let n=t.boxer.bone(`head`);n!==null&&(t.boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.headCache[e]),this.headCacheValid[e]=!0)}}else this.animators[0].update(e,t,r,o,s.reducedMotion,s.blood,u),this.animators[1].update(t,e,r,o,s.reducedMotion,s.blood,u);for(let e=0;e.05&&!t.is_downed){let t=e===0?this.tmpA:this.tmpB;this.tmpHead.set(t.x,this.headHeightOf(e),t.z),this.effects.drip(this.tmpHead,n,r,s.reducedMotion)}else if(n>.3&&t.is_downed&&Math.random()this.draw(e)))}headHeightOf(e){let t=this.graphs;return t===null?1.56:t[e].boxer.metrics.headRestY+.04}updateBlobShadows(){let e=[this.tmpA,this.tmpB,this.refereePosition];for(let[t,n]of this.blobShadows.entries()){let r=e[t];n.position.x=r.x,n.position.z=r.z;let i=t<2&&this.buffer.latest()?.fighters[t]?.is_downed===!0;n.scale.set(i?2.1:1.25,i?.9:.85,1)}}updateReferee(e,t,n){let r=(this.tmpA.x+this.tmpB.x)/2,i=(this.tmpA.z+this.tmpB.z)/2,a=this.refereeAway.set(this.refereePosition.x-r,0,this.refereePosition.z-i);a.lengthSq()<.01&&a.set(0,0,-1),a.normalize();let o=Yl.clamp(r+a.x*2.05,-2.4,2.4),s=Yl.clamp(i+a.z*2.05,-2.4,2.4),c=1-Math.exp(-1.6*e);this.refereePosition.x+=(o-this.refereePosition.x)*c,this.refereePosition.z+=(s-this.refereePosition.z)*c;for(let e of[this.tmpA,this.tmpB]){let t=this.refereePosition.x-e.x,n=this.refereePosition.z-e.z,r=Math.hypot(t,n);r<1.45&&r>.001&&(this.refereePosition.x=e.x+t/r*1.45,this.refereePosition.z=e.z+n/r*1.45)}this.referee.root.position.set(this.refereePosition.x,0,this.refereePosition.z);let l=((Math.atan2(r-this.refereePosition.x,i-this.refereePosition.z)-this.refereeYaw+Math.PI)%(Math.PI*2)+Math.PI*2)%(Math.PI*2)-Math.PI;this.refereeYaw+=l*(1-Math.exp(-3*e)),this.referee.root.rotation.y=this.refereeYaw,this.referee.hips.position.y=.98+(n?0:Math.sin(t*1.7)*.006)}drawHudOverlay(e){let t=dC(this.hudCanvas);if(t===null)return;let{context:n,viewport:r}=t;if(n.clearRect(0,0,r.width,r.height),e===null)return;let i=Math.max(...e.fighters.map(e=>e.trauma.head+e.trauma.body));if(i>350){let e=n.createRadialGradient(r.width/2,r.height/2,r.width*.2,r.width/2,r.height/2,r.width*.72);e.addColorStop(0,`rgba(90,0,8,0)`),e.addColorStop(1,`rgba(75,0,8,${Math.min(.3,i/4600)})`),n.fillStyle=e,n.fillRect(0,0,r.width,r.height)}aC(n,r.width,r.height,e,this.players,this.viewerId,this.final,this.reconnectMs,this.simulation.tick_rate)}destroy(){if(!this.destroyed){this.destroyed=!0,cancelAnimationFrame(this.raf),this.raf=0,this.buffer.clear(),this.dedupe.reset(),this.pendingContacts.length=0,this.effects.dispose(),this.arena.dispose(),uC(this.ring);for(let e of this.boxers)this.scene.remove(e.root),db(e);if(this.graphs!==null){for(let e of this.graphs)this.scene.remove(e.boxer.root),e.dispose();this.graphs=null}this.scene.remove(this.referee.root),db(this.referee);for(let e of this.lights)this.scene.remove(e);this.keyLight?.shadow.map?.dispose(),this.keyLight?.shadow.dispose(),this.renderer.renderLists.dispose(),this.composer.dispose(),this.renderer.dispose(),this.blobTexture.dispose();for(let e of this.blobShadows)this.scene.remove(e),e.geometry.dispose(),e.material.dispose();this.hudCanvas.remove()}}},gC=`hands.preferences.v1`,_C={length:0,clear:()=>void 0,getItem:()=>null,key:()=>null,removeItem:()=>void 0,setItem:()=>void 0},vC=()=>{try{return window.localStorage}catch{return _C}},yC=()=>({volume:.7,haptics:!0,reducedMotion:window.matchMedia?.(`(prefers-reduced-motion: reduce)`).matches??!1,blood:`full`});function bC(e=vC()){let t=yC();try{let n=JSON.parse(e.getItem(gC)??`null`);if(typeof n!=`object`||!n||Array.isArray(n))return t;let r=n;return{volume:typeof r.volume==`number`&&Number.isFinite(r.volume)?Math.max(0,Math.min(1,r.volume)):t.volume,haptics:typeof r.haptics==`boolean`?r.haptics:t.haptics,reducedMotion:typeof r.reducedMotion==`boolean`?r.reducedMotion:t.reducedMotion,blood:r.blood===`reduced`||r.blood===`off`||r.blood===`full`?r.blood:t.blood}}catch{return t}}function xC(e,t=vC()){try{t.setItem(gC,JSON.stringify({volume:Math.max(0,Math.min(1,e.volume)),haptics:e.haptics,reducedMotion:e.reducedMotion,blood:e.blood}))}catch{}}var SC=class{value;listeners=new Set;constructor(e=vC()){this.storage=e,this.value=bC(e)}storage;get current(){return this.value}update(e){this.value={...this.value,...e},xC(this.value,this.storage);for(let e of this.listeners)e(this.value)}subscribe(e){return this.listeners.add(e),()=>this.listeners.delete(e)}destroy(){this.listeners.clear()}},CC={stage:`bootstrapping`,player:null,playerId:null,role:null,players:{},simulation:null,snapshot:null,final:null,serverTick:0,nextSequence:0,reconnectMs:0,safeError:null},wC=e=>Object.fromEntries(e.map(e=>[e.id,e]));function TC(e,t){if(t.type===`bootstrap`)return{...e,stage:`authorizing`,simulation:t.simulation,safeError:null};if(t.type===`authorized`)return{...e,stage:`connecting`,player:t.player,safeError:null};if(t.type===`connecting`)return{...e,stage:`connecting`};if(t.type===`reconnect-tick`)return{...e,stage:`paused`,reconnectMs:Math.max(0,t.remainingMs)};if(t.type===`fatal`)return{...e,stage:`fatal`,safeError:t.code,reconnectMs:0};let n=t.message;switch(n.type){case`welcome`:return{...e,playerId:n.role===`fighter`?n.player_id:null,role:n.role,players:wC(n.players),serverTick:n.server_tick,nextSequence:n.role===`fighter`?n.next_sequence:0,safeError:null};case`ticket`:return e;case`waiting`:return{...e,stage:`waiting`};case`ready`:return{...e,stage:e.snapshot?.phase??`countdown`,players:wC(n.players)};case`paused`:return{...e,stage:`paused`,reconnectMs:n.grace_ms};case`resumed`:return{...e,stage:e.snapshot?.phase??`countdown`,reconnectMs:0};case`snapshot`:return{...e,stage:n.payload.phase,snapshot:n.payload,serverTick:Math.max(e.serverTick,n.payload.tick)};case`final`:return{...e,stage:`complete`,final:n,reconnectMs:0};case`error`:return{...e,stage:`fatal`,safeError:n.code,reconnectMs:0}}}var EC=new Set([`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`,`knockdown`]),DC=class{root;reloadPage;state=CC;settings=new SC;input=new bs;audio=new r(()=>this.settings.current);haptics=new is(()=>this.settings.current);feedbackEvents=new ws;renderer=null;network=null;session=null;abort=new AbortController;destroyed=!1;generation=0;reloadOnRetry=!1;canvas;status;roleIndicator;controlsButton;controlsPanel;retry;fightSummary;liveFightStatus;finalSummary;constructor(e,t=()=>window.location.reload()){this.root=e,this.reloadPage=t,e.innerHTML=`
HANDSauthoritative two-player boxing

`,this.canvas=e.querySelector(`canvas`),this.status=e.querySelector(`[data-status]`),this.roleIndicator=e.querySelector(`[data-role]`),this.controlsButton=e.querySelector(`[data-controls]`),this.controlsPanel=e.querySelector(`[data-controls-panel]`),this.retry=e.querySelector(`[data-retry]`),this.fightSummary=e.querySelector(`[data-fight-summary]`),this.liveFightStatus=e.querySelector(`[data-fight-status]`),this.finalSummary=e.querySelector(`[data-final]`),this.retry.addEventListener(`click`,this.onRetry),this.bindPanels(),this.syncSettings()}start(){this.authorize()}resetForAuthorization(){this.reloadOnRetry=!1,this.network?.dispose(),this.network=null,this.session?.destroy(),this.session=null,this.renderer?.destroy(),this.renderer=null,this.abort.abort(),this.abort=new AbortController,this.state=CC,this.feedbackEvents.reset(),this.input.setActive(!1),this.input.reset(),this.finalSummary.textContent=``,this.fightSummary.textContent=``,this.liveFightStatus.textContent=``}async authorize(){let e=++this.generation;this.resetForAuthorization(),this.dispatch({type:`connecting`}),this.setText(this.status,`Securing Discord Activity session…`),this.retry.hidden=!0;try{let t=await ns(this.abort.signal);if(this.destroyed||e!==this.generation){t.destroy();return}this.session=t,this.dispatch({type:`bootstrap`,simulation:t.bootstrap.simulation}),this.dispatch({type:`authorized`,player:t.player}),this.renderer=new hC(this.canvas,t.bootstrap.simulation,()=>this.settings.current),this.renderer.onContact=e=>{this.audio.event(e),this.haptics.event(e)},this.input.onAction(e=>this.renderer?.predictAction?.(e));let n=t.takeTicket();if(n===null)throw Error(`ticket_unavailable`);let r=new Os(n,()=>this.input.frame(),{onMessage:e=>this.receive(e),onReconnect:e=>{this.dispatch({type:`reconnect-tick`,remainingMs:e}),this.renderer?.setReconnect(e),this.renderState()},onFatal:e=>this.fail(e),onFreshAuth:()=>{e===this.generation&&this.authorize()}});this.network=r,r.start(),this.setText(this.status,`Connecting to the ring…`)}catch(t){!this.abort.signal.aborted&&e===this.generation&&(this.reloadOnRetry=t instanceof j&&t.reloadRequired,this.fail(ge(t)))}}receive(e){if(e.type===`error`){this.fail(e.code);return}this.dispatch({type:`message`,message:e}),e.type===`snapshot`&&this.receiveSnapshot(e.payload),e.type===`final`&&(this.renderer?.setFinal(e),this.audio.result(e)),this.renderer?.setPlayers(this.state.players,this.state.playerId),this.renderer?.setReconnect(this.state.reconnectMs),this.renderState()}receiveSnapshot(e){this.renderer?.push(e);let t=e.fighters.find(e=>e.player_id===this.state.playerId);this.input.setKnockdown(t?.is_downed===!0),t!==void 0&&this.audio.snapshot(e.tick,t.stamina,t.maximum_stamina,t.trauma.head+t.trauma.body);for(let t of this.feedbackEvents.accept(e.events))EC.has(t.kind)||(this.audio.event(t),this.haptics.event(t))}dispatch(e){this.state=TC(this.state,e)}setText(e,t){e.textContent!==t&&(e.textContent=t)}renderState(){let e={bootstrapping:`Loading…`,authorizing:`Authorizing with Discord…`,connecting:`Connecting securely…`,waiting:`Waiting for one opponent to use Play now in this channel.`,countdown:`Bout countdown.`,fight:`Round ${this.state.snapshot?.round_number??1} in progress.`,knockdown:`Knockdown count ${this.state.snapshot?.fighters.find(e=>e.player_id===this.state.playerId)?.get_up_count??0}.`,foul_recovery:`Foul recovery in progress.`,rest:`Between-round rest.`,paused:`Connection paused. ${Math.ceil(this.state.reconnectMs/1e3)} seconds remain.`,complete:`Bout complete. Scorecards and rating changes are displayed.`,fatal:`Unable to continue (${this.state.safeError??`safe_error`}).`},t=this.state.role===`spectator`;this.setText(this.status,t?`Spectating — ${e[this.state.stage]}`:e[this.state.stage]),this.roleIndicator.hidden=!t,this.controlsButton.hidden=t,t&&(this.controlsPanel.hidden=!0,this.controlsButton.setAttribute(`aria-expanded`,`false`));let n=this.state.snapshot?.fighters.find(e=>e.player_id===this.state.playerId),r=t?`Spectating. ${e[this.state.stage]}`:this.state.stage===`knockdown`&&n?.is_downed===!0?`Knockdown. Count ${n.get_up_count}. ${n.get_up_prompt===null?`Wait for your private rhythm instruction.`:`Press ${n.get_up_prompt===`get_up_left`?`left`:`right`} now.`}`:this.state.stage===`paused`?`Connection paused.`:e[this.state.stage];this.setText(this.liveFightStatus,r),this.retry.hidden=this.state.stage!==`fatal`;let i=!t&&[`countdown`,`fight`,`knockdown`,`foul_recovery`].includes(this.state.stage);if(this.input.setActive(i),this.network?.setActive(i),this.renderFightSummary(),this.state.final!==null){let e=this.state.final;this.setText(this.finalSummary,`${e.method.replaceAll(`_`,` `)}. ${e.winner_id===null?`Draw`:`${this.state.players[e.winner_id]?.name??`Winner`} wins`}. Scorecards: ${e.scorecards.map(e=>`${e.judge}: ${e.player_one.reduce((e,t)=>e+t,0)} to ${e.player_two.reduce((e,t)=>e+t,0)}`).join(`; `)}. Ratings: ${Object.entries(e.ratings).map(([e,t])=>`${this.state.players[e]?.name??`fighter`} ${t.before} to ${t.after}`).join(`; `)}.`)}}renderFightSummary(){let e=this.state.snapshot;if(e===null)return;let t=this.state.simulation?.tick_rate??30,n=Math.floor(e.phase_ticks_remaining/t),r=`${Math.floor(n/60)}:${String(n%60).padStart(2,`0`)}`,i=e.fighters.map(e=>{let t=this.state.players[e.player_id];return`${t?.name??`Fighter`}, ELO ${t?.rating??`unknown`}, stamina ${Math.round(e.stamina)} of ${Math.round(e.maximum_stamina)}, guard ${Math.round(e.guard)}, poise ${Math.round(e.poise)}, conditioning ${Math.round(e.conditioning)}, ${e.warnings} warnings, ${e.knockdowns} knockdowns`}),a=e.fighters.find(e=>e.player_id===this.state.playerId),o=a?.is_downed===!0?a.get_up_prompt===null?`You are down. Count ${a.get_up_count}. Wait for your private rhythm instruction.`:`You are down. Count ${a.get_up_count}. Press ${a.get_up_prompt===`get_up_left`?`left`:`right`} now. Get-up progress ${a.get_up_meter} of ${a.get_up_required}.`:``;this.setText(this.fightSummary,`Round ${e.round_number}. ${e.phase.replace(`_`,` `)}. Clock ${r}. ${i.join(`. `)}. ${o}`.trim())}onRetry=()=>{if(this.reloadOnRetry){this.reloadPage();return}this.authorize()};bindPanels(){let e=(e,t)=>{let n=this.root.querySelector(e),r=this.root.querySelector(t);n.addEventListener(`click`,()=>{r.hidden=!r.hidden,n.setAttribute(`aria-expanded`,String(!r.hidden))})};e(`[data-controls]`,`[data-controls-panel]`),e(`[data-settings]`,`[data-settings-panel]`),this.root.querySelector(`[data-volume]`).addEventListener(`input`,e=>{this.settings.update({volume:Number(e.target.value)}),this.audio.setVolume()}),this.root.querySelector(`[data-haptics]`).addEventListener(`change`,e=>{this.settings.update({haptics:e.target.checked})}),this.root.querySelector(`[data-motion]`).addEventListener(`change`,e=>{let t=e.target.checked;this.settings.update({reducedMotion:t}),this.renderer?.setReducedMotion(t)}),this.root.querySelector(`[data-blood]`).addEventListener(`change`,e=>{let t=e.target.value;this.settings.update({blood:t}),this.renderer?.setBloodLevel(t)})}syncSettings(){let e=this.settings.current;this.root.querySelector(`[data-volume]`).value=String(e.volume),this.root.querySelector(`[data-haptics]`).checked=e.haptics,this.root.querySelector(`[data-motion]`).checked=e.reducedMotion,this.root.querySelector(`[data-blood]`).value=e.blood}fail(e){this.dispatch({type:`fatal`,code:e}),this.network?.dispose(),this.network=null,this.session?.destroy(),this.session=null,this.renderer?.destroy(),this.renderer=null,this.input.setActive(!1),this.input.reset(),this.renderState()}destroy(){this.destroyed||(this.destroyed=!0,this.generation+=1,this.abort.abort(),this.network?.dispose(),this.session?.destroy(),this.renderer?.destroy(),this.input.destroy(),this.audio.destroy(),this.settings.destroy(),this.retry.removeEventListener(`click`,this.onRetry),this.root.replaceChildren())}},OC={format:1,trajectories:{"jab:left":{frames:17,left:[[.0783,1.3278,.358],[.0813,1.3243,.3296],[.0144,1.3583,.3724],[-.1939,1.5135,.5658],[-.2333,1.5901,.5619],[-.2473,1.6051,.5636],[-.2552,1.6101,.5662],[-.2532,1.5945,.5743],[-.2298,1.5319,.5944],[-.0726,1.3971,.5016],[.0322,1.3337,.4185],[.0692,1.319,.3868],[.084,1.3169,.3739],[.0904,1.3181,.3684],[.0941,1.3192,.3652],[.0965,1.32,.3632],[.0982,1.3205,.3619]],right:[[-.0736,1.4562,-.0247],[-.0727,1.4567,-.0243],[-.0717,1.4577,-.0201],[-.0707,1.4596,-.0072],[-.07,1.461,.0076],[-.0695,1.4619,.0183],[-.0691,1.4624,.0259],[-.0686,1.4627,.0282],[-.0679,1.463,.023],[-.0671,1.463,.0127],[-.0665,1.4628,.003],[-.066,1.4627,-.0039],[-.0657,1.4627,-.0088],[-.0653,1.4627,-.0122],[-.0651,1.4627,-.0146],[-.065,1.4629,-.0163],[-.0649,1.463,-.0174]]},"jab:right":{frames:17,left:[[.0783,1.3278,.358],[.0799,1.3278,.3583],[.0877,1.324,.3603],[.1088,1.3115,.3651],[.1311,1.2973,.3693],[.145,1.2874,.3719],[.154,1.2805,.3737],[.1549,1.2786,.375],[.1449,1.2838,.3755],[.1286,1.2939,.3741],[.1153,1.3033,.3714],[.1078,1.3097,.3686],[.1036,1.3141,.3663],[.1015,1.317,.3645],[.1005,1.3188,.3631],[.1003,1.3199,.362],[.1004,1.3204,.3613]],right:[[-.0736,1.4562,-.0247],[-.0742,1.4533,-.053],[-.1108,1.4887,-.0064],[-.2167,1.6222,.2187],[-.2874,1.7379,.3596],[-.3088,1.7609,.368],[-.32,1.7744,.3741],[-.3093,1.7682,.3822],[-.2461,1.6682,.2747],[-.1529,1.5553,.1342],[-.0947,1.4919,.0434],[-.0752,1.472,.0106],[-.0686,1.4656,-.003],[-.0666,1.4639,-.0094],[-.0656,1.4632,-.0131],[-.0652,1.4631,-.0155],[-.065,1.4631,-.0169]]},"straight:left":{frames:22,left:[[.0783,1.3278,.358],[.0807,1.3272,.3412],[.0845,1.3266,.3003],[.0791,1.3308,.2673],[-.056,1.394,.396],[-.2751,1.5439,.5643],[-.3289,1.6,.5594],[-.3579,1.6145,.5603],[-.374,1.6207,.5626],[-.3796,1.6174,.567],[-.373,1.5977,.5757],[-.3519,1.5568,.5885],[-.2685,1.4763,.5699],[-.1469,1.3965,.5115],[-.0365,1.3417,.4471],[.0336,1.3177,.4016],[.0647,1.3135,.3819],[.0804,1.314,.3725],[.089,1.3156,.3677],[.0942,1.3167,.3646],[.0974,1.3173,.3626],[.0993,1.3176,.3613]],right:[[-.0563,1.4929,-.0452],[-.0554,1.4928,-.045],[-.0546,1.4927,-.0447],[-.0536,1.4928,-.0441],[-.0506,1.4942,-.0378],[-.0467,1.4966,-.0245],[-.0443,1.4981,-.0098],[-.0437,1.4986,.0012],[-.0438,1.4985,.009],[-.044,1.4984,.0133],[-.0438,1.4983,.0132],[-.0434,1.4983,.009],[-.0431,1.498,.0017],[-.0431,1.4972,-.0074],[-.0435,1.496,-.0165],[-.044,1.4948,-.0239],[-.0442,1.4939,-.0293],[-.0443,1.4932,-.0332],[-.0571,1.4762,-.0235],[-.0621,1.4691,-.0199],[-.0643,1.4661,-.0188],[-.0654,1.4648,-.0187]]},"straight:right":{frames:22,left:[[-.0874,1.417,.2677],[-.0868,1.4168,.268],[-.0862,1.4166,.2682],[-.0837,1.416,.2695],[-.0553,1.4096,.2835],[7e-4,1.3966,.3032],[.0557,1.3836,.3137],[.0897,1.3745,.3169],[.1107,1.3681,.3181],[.119,1.3647,.3195],[.1116,1.3648,.3221],[.0898,1.3686,.3245],[.0572,1.3754,.324],[.0197,1.3841,.3185],[-.0155,1.3929,.3084],[-.0412,1.3998,.2976],[-.0564,1.4046,.2892],[-.0654,1.4078,.2832],[.0405,1.3546,.3273],[.0789,1.3334,.3458],[.0937,1.3244,.3539],[.0993,1.3206,.3572]],right:[[-.0736,1.4562,-.0247],[-.0735,1.4561,-.0412],[-.0749,1.4561,-.0815],[-.0818,1.4617,-.1134],[-.1476,1.526,.021],[-.253,1.6532,.2543],[-.3118,1.7516,.4162],[-.301,1.7492,.4598],[-.2831,1.7407,.4893],[-.2685,1.7337,.5042],[-.2589,1.7275,.5021],[-.2477,1.6751,.3964],[-.2141,1.6184,.2694],[-.1606,1.5575,.1586],[-.1092,1.5057,.0745],[-.0796,1.4773,.0246],[-.0695,1.4681,.0048],[-.0663,1.4651,-.0048],[-.0656,1.4643,-.0101],[-.0655,1.464,-.0134],[-.0656,1.4639,-.0156],[-.066,1.4639,-.017]]},"hook:left":{frames:26,left:[[.0783,1.3278,.358],[.0804,1.3275,.3485],[.0833,1.3268,.3225],[.0745,1.3404,.3052],[.0151,1.424,.3884],[-.0561,1.564,.5387],[-.0955,1.6541,.6291],[-.1531,1.6479,.6179],[-.2521,1.6325,.5693],[-.3178,1.6263,.5149],[-.337,1.6246,.496],[-.3412,1.6209,.4919],[-.3376,1.6101,.495],[-.3276,1.5901,.5027],[-.3103,1.559,.5146],[-.2829,1.5137,.5308],[-.1944,1.4423,.5103],[-.085,1.3825,.4601],[.0051,1.3434,.4117],[.0583,1.3254,.3806],[.0803,1.3204,.3684],[.0905,1.3188,.3634],[.0955,1.3183,.3613],[.0983,1.3178,.36],[.0999,1.3173,.3593],[.1006,1.3168,.3588]],right:[[-.0447,1.5145,-.0539],[-.0439,1.5144,-.0536],[-.04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Yu;p.name=e===1?`ankleL`:`ankleR`,p.position.y=-.44,u.add(p);let m=Yy(.1,.075,.3,l,t);m.position.set(0,-.035,.06),p.add(m);let h=Jy(.05,l,t,10,8);h.scale.set(.95,.62,1),h.position.set(0,-.055,.2),p.add(h);let g=new Q(new Pp(.052,.058,.08,10),l);return t.push(g.geometry),g.position.y=.01,g.castShadow=!0,p.add(g),{hip:r,knee:u,ankle:p}},Ve=Be(1),He=Be(-1);return{root:D,hips:O,spine:te,chest:A,head:j,shoulderL:ze.shoulder,elbowL:ze.elbow,gloveL:ze.glove,shoulderR:B.shoulder,elbowR:B.elbow,gloveR:B.glove,hipL:Ve.hip,kneeL:Ve.knee,ankleL:Ve.ankle,hipR:He.hip,kneeR:He.knee,ankleR:He.ankle,chestMesh:re,headMesh:pe,browL:xe,browR:Se,bruiseL:Ee,bruiseR:L,bodyBruise:le,cutL:De,cutR:Oe,swellL:ke,swellR:Ae,cheekL:R,cheekR:je,streakL:z,streakR:Me,noseStreak:Ne,mouthBlood:Pe,ribL:Fe,ribR:Ie,bodyStreak:Le,gloveLMesh:ze.gloveMesh,gloveRMesh:B.gloveMesh,gloveLMaterial:o,gloveRMaterial:o,gloveBaseColor:new Z(e.glove),skinMaterial:n,chestDetails:ce,materials:E,geometries:t}}var $y=new X,eb=new X,tb=new X,nb=new X,rb=new X,ib=new X,ab=new X(0,-1,0),ob=new X;function sb(e,t,n,r,i=.6449999999999999){let a=Gy,o=.36;$y.copy(e),eb.copy(t),tb.subVectors(eb,$y);let s=Xl.clamp(tb.length(),.12,i);tb.normalize();let c=(a*a-o*o+s*s)/(2*s),l=Math.sqrt(Math.max(1e-4,a*a-c*c));ib.copy(n).normalize(),nb.copy(ib).addScaledVector(tb,-ib.dot(tb)),nb.lengthSq()<1e-4&&nb.set(0,-1,0).addScaledVector(tb,tb.y),nb.normalize(),rb.copy($y).addScaledVector(tb,c).addScaledVector(nb,l),r.elbowWorld.copy(rb),ob.copy($y).addScaledVector(tb,s),r.targetWorld.copy(ob)}var cb=new X,lb=new Zl,ub=new Zl;function db(e,t,n,r=0){if(cb.subVectors(n,t),cb.lengthSq()<1e-6)return;if(cb.normalize(),ub.setFromUnitVectors(ab,cb),r!==0){let e=new Zl().setFromAxisAngle(cb,r);ub.premultiply(e)}let i=e.parent;if(i===null){e.quaternion.copy(ub);return}i.getWorldQuaternion(lb),e.quaternion.copy(lb.invert().multiply(ub))}function fb(){let e=Qy({skin:13081462,skinShadow:11041884,trunks:1316380,trunkTrim:1316380,glove:13081462,gloveTrim:15264236,hair:2827040,shoe:1052948});for(let t of e.chestDetails)t.visible=!1;let t=new Em({color:12568015,roughness:.72}),n=new Em({color:1316380,roughness:.7}),r=new Q(new dm([[.155,-.2],[.16,-.13],[.158,-.07],[.148,0],[.162,.06],[.186,.14],[.204,.22],[.2,.3],[.164,.36],[.11,.42],[.066,.46]].map(([e,t])=>new Y(e,t)),24),t);r.scale.set(1.28,1,.84),r.castShadow=!0,e.chest.add(r);let i=new Q(new Pp(.07,.09,.05,12),t);i.position.y=.44,e.chest.add(i);let a=new Q(new jp(.07,.025,.02),n);a.position.set(0,.42,.1),e.chest.add(a);let o=[r.geometry,i.geometry,a.geometry];for(let n of[e.shoulderL,e.shoulderR]){let e=new Q(new Mp(.066,.24,4,10),t);e.position.y=-.17,e.castShadow=!0,n.add(e),o.push(e.geometry)}for(let t of[e.hipL,e.hipR]){let e=new Q(new Mp(.088,.26,4,10),n);e.position.y=-.21,e.castShadow=!0,t.add(e),o.push(e.geometry)}for(let t of[e.kneeL,e.kneeR]){let e=new Q(new Mp(.066,.26,4,10),n);e.position.y=-.21,e.castShadow=!0,t.add(e),o.push(e.geometry)}return e.geometries.push(...o),e.materials.push(t,n),e}function pb(e){for(let t of e.geometries)t.dispose();for(let t of e.materials)t.dispose()}var mb=new X(.13,.38,.23),hb=new X(-.12,.4,.2),gb=new X(.18,.12,.3),_b=new X(-.17,.14,.28),vb=new X(.16,.27,.3),yb=new X(-.15,.29,.26),bb=.33,xb=-.02;function Sb(e,t,n,r){let i=n,a=Math.min(.99,n+r);switch(e){case`jab`:return{windup:Eb(0,i*.5,t)*(1-Eb(i*.5,i,t)),extend:Eb(i*.3,i,t)*(1-Eb(a,a+(1-a)*.55,t))};case`straight`:return{windup:Eb(0,i*.6,t)*(1-Eb(i*.6,i,t)),extend:Eb(i*.45,i,t)*(1-Eb(a,a+(1-a)*.7,t))};case`hook`:return{windup:Eb(0,i*.7,t)*(1-Eb(i*.7,i,t)),extend:Eb(i*.35,i*.85,t)*(1-Eb(a,a+(1-a)*.75,t))};case`uppercut`:return{windup:Eb(0,i*.75,t)*(1-Eb(i*.7,i,t)),extend:Eb(i*.5,i,t)*(1-Eb(a,a+(1-a)*.75,t))}}}function Cb(e,t,n){let r=n===`power`?.12:0,i=t===`head`?bb:xb;switch(e){case`jab`:return new X(.06,i,.56+r*.5);case`straight`:return new X(-.04,i,.62+r*.5);case`hook`:return new X(-.3,i+.02,.48+r*.4);case`uppercut`:return new X(0,i+.1,.46+r*.4)}}var wb=(e,t,n,r)=>e+(t-e)*(1-Math.exp(-n*r)),Tb=(e,t,n,r)=>e+(((t-e+Math.PI)%(Math.PI*2)+Math.PI*2)%(Math.PI*2)-Math.PI)*(1-Math.exp(-n*r)),Eb=(e,t,n)=>{let r=Math.max(0,Math.min(1,(n-e)/(t-e)));return r*r*(3-2*r)},Db=new X,Ob=new X,kb=new X,Ab={elbowWorld:new X,targetWorld:new X},jb=new X,Mb=new X,Nb=new X,Pb=new X,Fb=new X,Ib=new X,Lb=new X,Rb=new X,zb=new Zl,Bb={full:1,reduced:.35,off:0},Vb=new Z(6031886),Hb=class{rig;mapping;yaw=0;punchT=1;punchKind=null;punchHand=`left`;punchTargetKind=`head`;punchPower=`normal`;actionId=null;actionStartTick=0;actionTotalTicks=1;actionStartupFrac=.33;actionActiveFrac=.1;completedActionId=null;opponentDrop=0;frozenTicks=0;lastAgeTicks=0;predictedId=null;predictedAtSeconds=-1;predictedTotalTicks=1;predictionExpiredTicks=0;downAmount=0;rootX=null;rootZ=0;reactionT=1;reactionDirection=1;reactionPower=0;reactionTarget=`head`;walkPhase=0;gloveLCurrent=new X().copy(vb);gloveRCurrent=new X().copy(yb);hipsRoll=0;spinePitch=0;spineTwist=0;drop=0;kinStep=0;kinHipYaw=0;kinDrop=0;kinHeelR=0;kinPivotL=0;kinHeadTuck=0;hitstop=0;prevVelocityX=0;prevVelocityY=0;inertiaPitch=0;inertiaRoll=0;prevDown=0;landingSpring=0;landingVelocity=0;constructor(e,t){this.rig=e,this.mapping=t}get landingOffset(){return this.landingSpring}impact(e){(e.amount>this.reactionPower||this.reactionT>.4)&&(this.reactionT=0,this.reactionDirection=e.direction,this.reactionPower=Math.max(this.reactionPower*.4,e.amount),this.reactionTarget=e.target??`head`)}landedHit(e){this.hitstop=Math.max(this.hitstop,e?.045:.078)}predict(e,t,n){if(e.kind!==`punch`||e.id===void 0)return;this.predictedId=e.id,this.predictedAtSeconds=t,this.predictionExpiredTicks=0,this.punchKind=e.class,this.punchHand=e.hand,this.punchTargetKind=e.target,this.punchPower=e.power;let r=Uy(e.class,e.target,e.power);this.predictedTotalTicks=Wy(r),this.actionStartupFrac=r.startup/this.predictedTotalTicks,this.actionActiveFrac=r.active/this.predictedTotalTicks,(this.actionId===null||this.punchT>.45)&&(this.punchT=0,this.frozenTicks=0,this.lastAgeTicks=0)}beginAuthoritative(e,t,n){let r=this.predictedId!==null&&e.action_id===this.predictedId;if(this.actionId=e.action_id,this.actionStartTick=e.action_start_tick,this.actionTotalTicks=Math.max(1,e.action_startup_ticks+e.action_active_ticks+e.action_recovery_ticks),this.actionStartupFrac=e.action_startup_ticks/this.actionTotalTicks,this.actionActiveFrac=e.action_active_ticks/this.actionTotalTicks,this.punchKind=e.action,this.punchHand=e.action_hand??(e.stance===`orthodox`?`left`:`right`),this.punchTargetKind=e.action_target??`head`,this.punchPower=e.action_power??`normal`,r){let r=(n-this.predictedAtSeconds)*30,i=t-e.action_start_tick,a=r-i;Math.abs(a)>1&&(this.punchT=Math.max(0,Math.min(1,i/this.actionTotalTicks)),this.frozenTicks=0),this.predictedId=null}else this.punchT=Math.max(0,Math.min(1,(t-e.action_start_tick)/this.actionTotalTicks)),this.frozenTicks=0,this.lastAgeTicks=this.punchT*this.actionTotalTicks}update(e,t,n,r,i,a=`full`,o=0){let s=this.rig,c=e.stance===`orthodox`?1:-1,l=this.mapping.x(e.x),u=this.mapping.z(e.y);this.rootX===null&&(this.rootX=l,this.rootZ=u);let d=.05,f=Xl.clamp(l-this.rootX,-.05,d),p=Xl.clamp(u-this.rootZ,-.05,d);this.rootX+=f,this.rootZ+=p;let m=Math.atan2(this.mapping.x(t.x)-l,(this.mapping.z(t.y)-u)*.45);this.yaw=Tb(this.yaw,m,7,n),e.action_id!==null&&e.action_id!==this.actionId&&e.action_id!==this.completedActionId&&this.beginAuthoritative(e,o,r),e.action_id===null&&(this.actionId=null,this.completedActionId=null),this.predictedId!==null&&(this.predictionExpiredTicks+=n*30,this.predictionExpiredTicks>10&&(this.predictedId=null,this.punchT=1));let h=this.predictedId!==null&&this.actionId===null,g=0,_=1;h?(g=(r-this.predictedAtSeconds)*30-this.frozenTicks,_=this.predictedTotalTicks):this.actionId!==null&&(g=o-this.actionStartTick-this.frozenTicks,_=this.actionTotalTicks),this.hitstop>0&&(this.hitstop=Math.max(0,this.hitstop-n),this.frozenTicks+=n*30),h||this.actionId!==null?(this.punchT=Math.max(0,Math.min(1,g/_)),this.punchT>=1&&this.actionId!==null&&(this.completedActionId=this.actionId,this.actionId=null)):this.punchT=1;let v=1-e.stamina/Math.max(1,e.maximum_stamina),y=Xl.clamp((v-.1)/.9,0,1),b=this.mapping.x(e.velocity_x)*By,x=this.mapping.z(e.velocity_y)*By,S=Math.hypot(b,x),C=Math.min(1,S/1.1),w=Xl.clamp(e.velocity_x*e.facing/7,-1,1),T=Xl.clamp(e.velocity_y/7,-1,1);this.walkPhase+=S*n*5.72;let E=(e.velocity_x-this.prevVelocityX)/Math.max(.001,n),D=(e.velocity_y-this.prevVelocityY)/Math.max(.001,n);this.prevVelocityX=e.velocity_x,this.prevVelocityY=e.velocity_y;let O=(Math.sin(this.yaw)*this.mapping.x(E)+Math.cos(this.yaw)*this.mapping.z(D))*.12,ee=(Math.cos(this.yaw)*this.mapping.x(E)-Math.sin(this.yaw)*this.mapping.z(D))*.12;this.inertiaPitch=wb(this.inertiaPitch,Xl.clamp(-O,-.16,.16),6,n),this.inertiaRoll=wb(this.inertiaRoll,Xl.clamp(ee,-.12,.12),6,n);let k=+!!e.is_downed,te=e.is_downed?2.6:1.5;this.downAmount=wb(this.downAmount,k,te,n);let A=Eb(0,1,this.downAmount);A>.72&&this.prevDown<=.72&&(this.landingVelocity=-.85),this.prevDown=A;let ne=-this.landingSpring*90-this.landingVelocity*12;this.landingVelocity+=ne*n,this.landingSpring=Xl.clamp(this.landingSpring+this.landingVelocity*n,-.09,.06),this.reactionT=Math.min(1,this.reactionT+n/.42);let re=Math.min(1,this.reactionPower/220),ie=(1-Eb(0,.8,this.reactionT))*re*(this.reactionTarget===`head`?1:.2),ae=Eb(0,.14,this.reactionT)*(1-Eb(.35,1,this.reactionT))*re,oe=Math.min(1,e.stunned_ticks/45),se=i?0:Math.sin(r*8.6)*.05*oe,ce=4.4-v*1.4,le=i||A>.5?0:-Math.abs(Math.sin(r*ce+this.walkPhase*.35))*(.017+v*.01),ue=i||A>.5?0:Math.sin(r*ce*.5)*.022,de=i?0:Math.sin(r*(2.2+v*2.6))*(.012+v*.03),j=-.035-y*.025,M=0,fe=.09+y*.06;e.defense===`weave`?(j=-.26,M=.34*c,fe=.3):e.defense===`slip_left`?(M=.2,fe=.12):e.defense===`slip_right`?(M=-.2,fe=.12):e.defense===`pull`&&(fe=-.26),e.is_foul_recovery_target&&(j=-.18,fe=.42),(e.clinch_ticks>0||e.clinch_startup_ticks>0)&&(fe=.4,j=-.08),j-=ae*(this.reactionTarget===`body`?.12:.05),fe-=ae*(this.reactionTarget===`body`?.18:.34),M+=ae*(this.reactionTarget===`body`?.16:.06)*(this.reactionDirection<0?-1:1),M+=se+this.inertiaRoll,fe+=this.inertiaPitch;let pe=0,me=0,he=0,ge=0,_e=0,ve=0,ye=0;if(this.punchT<1&&this.punchKind!==null){let{windup:e,extend:t}=Sb(this.punchKind,this.punchT,this.actionStartupFrac,this.actionActiveFrac),n=this.punchHand===`left`?-1:1,r=this.punchTargetKind===`body`?-.09*t:0;this.punchKind===`jab`?(pe=.14*t*n,me=.12*t,he=.06*t*n,_e=.3*t,ye=.15*t,fe+=.14*t):this.punchKind===`straight`?(pe=.38*t*n,he=.32*t*n,_e=.5*t,me=.12*t,ye=.1*t,fe+=.16*t):this.punchKind===`hook`?(pe=.34*t*n,he=.3*t*n,ve=.55*t,M+=.09*t*n,ye=.08*t):(pe=.26*t*n,he=.22*t*n,ge=-.18*e+.07*t,fe+=.14*e-.07*t,_e=.4*t),ge+=r}this.drop=wb(this.drop,j,12,n),this.hipsRoll=wb(this.hipsRoll,M,12,n),this.spinePitch=wb(this.spinePitch,fe,11,n),this.spineTwist=wb(this.spineTwist,pe,16,n),this.kinStep=wb(this.kinStep,me,14,n),this.kinHipYaw=wb(this.kinHipYaw,he,14,n),this.kinDrop=wb(this.kinDrop,ge,13,n),this.kinHeelR=wb(this.kinHeelR,_e,14,n),this.kinPivotL=wb(this.kinPivotL,ve,14,n),this.kinHeadTuck=wb(this.kinHeadTuck,ye,14,n);let be=.5*c,xe=this.yaw+be*(1-A);s.root.rotation.set(0,xe,0);let Se=Math.sin(xe)*this.kinStep*(1-A),N=Math.cos(xe)*this.kinStep*(1-A);s.root.position.set(this.rootX+Se,0,this.rootZ+N);let Ce=this.reactionDirection>=0?1:-1;s.hips.position.y=.955+le+(this.drop+this.kinDrop)*(1-A)-A*.8+this.landingSpring,s.hips.position.x=ue*(1-A),s.hips.rotation.set(-A*(Math.PI/2-.12)+this.spinePitch*.35*(1-A),this.kinHipYaw*(1-A)+A*.32*Ce,this.hipsRoll*.5*(1-A)+ue*.8*(1-A)+A*.15*Ce),s.spine.rotation.set(this.spinePitch*(1-A),(this.spineTwist+Math.sin(this.walkPhase)*.05*C)*(1-A),this.hipsRoll*.55*(1-A));let P=.1+this.kinHeadTuck-this.spinePitch*.7-ie*.55+A*.3,we=-this.hipsRoll*.8+ie*.3*(this.reactionDirection>=0?-1:1),F=i?0:Math.sin(r*.9)*.07+Math.sin(r*1.7)*.03;s.head.rotation.set(P,-this.spineTwist*.5+F*(1-A),we),s.chest.scale.set(1+de,1+de*.5,1+de),this.poseLegs(C,A,Ce,c,w,T),s.root.updateMatrixWorld(!0);let Te=e.defense===`guard_high`?mb:e.defense===`guard_low`?gb:vb,I=e.defense===`guard_high`?hb:e.defense===`guard_low`?_b:yb,Ee=Mb.copy(Te),L=Nb.copy(I);if(Ee.y-=y*.065,L.y-=y*.065,Ee.z-=y*.03,L.z-=y*.03,e.is_foul_recovery_target&&(Ee.set(.08,.32,.2),L.set(-.06,.3,.18)),(e.clinch_ticks>0||e.clinch_startup_ticks>0)&&(Ee.set(.16,-.05,.5),L.set(-.16,-.02,.48)),A>.03){let e=Math.sin(Eb(.06,.5,A)*Math.PI)*.42;Ee.lerp(Db.set(.56,.1,-.05),A),L.lerp(Db.set(-.54,.12,.02),A),Ee.y+=e,L.y+=e*.85,Ee.x+=e*.2*Ce,L.x+=e*.15*Ce}else oe>.15&&(Ee.lerp(Db.set(.3,-.25,.15),oe*.7),L.lerp(Db.set(-.3,-.22,.15),oe*.7));if(!i&&A<.1){let e=r*1.9+this.walkPhase*.2;Ee.x+=Math.sin(e)*.014,Ee.y+=Math.cos(e*1.3)*.012,L.x+=Math.cos(e*.8)*.012,L.y+=Math.sin(e*1.1)*.013;let t=(r*.27+(c>0?0:.5))%1,n=Eb(.86,.9,t)*(1-Eb(.9,.97,t));this.punchT>=1&&(c>0?Ee.z+=n*.12:L.z+=n*.12)}if(this.punchT<1&&this.punchKind!==null&&A<.85){let{windup:e,extend:r}=Sb(this.punchKind,this.punchT,this.actionStartupFrac,this.actionActiveFrac),i=r*(1-A),a=t.is_downed?-1.2:t.defense===`weave`?-.24:-.03;this.opponentDrop=wb(this.opponentDrop,a,4,n),Rb.set(this.mapping.x(t.x),(this.punchTargetKind===`body`?1.2:1.62)+this.opponentDrop,this.mapping.z(t.y));let o=s.chest.worldToLocal(Lb.copy(Rb)),c=Pb.copy(Cb(this.punchKind,this.punchTargetKind,this.punchPower));if(this.punchKind===`jab`||this.punchKind===`straight`)c.x=o.x*.92,c.y=o.y,c.z=Xl.clamp(o.z,.4,.8);else if(this.punchKind===`hook`){let e=Eb(this.actionStartupFrac*.85,this.actionStartupFrac+this.actionActiveFrac*.75,this.punchT),t=this.punchHand===`left`?1:-1;c.x=Xl.lerp(o.x+.3*t,o.x-.14*t,e),c.z=Math.min(.52,o.z*(.72+.28*Math.sin(e*Math.PI*.5))),c.y=o.y}else if(this.punchKind===`uppercut`){let e=Eb(this.actionStartupFrac*.7,this.actionStartupFrac+this.actionActiveFrac*.5,this.punchT);c.x=o.x*.9,c.y=Xl.lerp(-.26,o.y+.04,e),c.z=Xl.lerp(.24,o.z*.94,e)}let l=Ib.set(0,this.punchKind===`uppercut`?-.22:-.03,this.punchKind===`jab`?-.1:-.16).multiplyScalar(e),u=this.punchHand===`left`?Ee:L,d=this.punchHand===`left`?L:Ee,f=this.punchHand===`left`?-1:1;this.punchKind===`straight`&&d.set(.11*f,.34,.18),this.punchKind===`hook`&&d.set(.1*f,.36,.16),this.punchKind===`uppercut`&&(d.y-=.08);let p=Fb.copy(u).add(l).lerp(c,i);if(this.punchPower===`power`&&Math.abs(this.punchT-(this.actionStartupFrac+this.actionActiveFrac*.5))<.06){let e=(1-Math.abs(this.punchT-(this.actionStartupFrac+this.actionActiveFrac*.5))/.06)*.06;p.addScaledVector(c,e*i)}u.copy(p)}if(e.taunt_ticks>0&&A<.1){let t=(60-e.taunt_ticks)/60*4,n=Math.floor(t)%2==0?1:-1,r=Math.abs(Math.sin(t*Math.PI));Ee.set(Xl.lerp(.28,-.3,r*(n>0?1:.15)),.52+r*.18,.3),L.set(Xl.lerp(-.28,.3,r*(n<0?1:.15)),.46+r*.2,.3),s.hips.rotation.z+=n*r*.14,s.hips.position.y-=r*.035,s.spine.rotation.y+=n*r*.18,s.head.rotation.z+=n*r*.1}Ee.x*=c,L.x*=c;let De=A>.05?9:this.punchT<1?34:26;this.gloveLCurrent.x=wb(this.gloveLCurrent.x,Ee.x,De,n),this.gloveLCurrent.y=wb(this.gloveLCurrent.y,Ee.y,De,n),this.gloveLCurrent.z=wb(this.gloveLCurrent.z,Ee.z,De,n),this.gloveRCurrent.x=wb(this.gloveRCurrent.x,L.x,De,n),this.gloveRCurrent.y=wb(this.gloveRCurrent.y,L.y,De,n),this.gloveRCurrent.z=wb(this.gloveRCurrent.z,L.z,De,n),this.solveArmIK(s.shoulderL,s.elbowL,s.gloveL,this.gloveLCurrent,1,s),this.solveArmIK(s.shoulderR,s.elbowR,s.gloveR,this.gloveRCurrent,-1,s),this.applyTrauma(e,t,a)}poseLegs(e,t,n,r,i,a){let o=this.rig,s=.34*e*(1-t),c=.38*e*(1-t),l=Math.abs(i)>.05?Math.sign(i):0,u=a*e*(1-t),d=-(this.drop+this.kinDrop)*1.35*(1-t),f=this.walkPhase,p=this.walkPhase+Math.PI,m={hip:-.2-d*.5,knee:.34+d,ankle:-.1-d*.5},h={hip:.15-d*.5,knee:.38+d,ankle:-.12-d*.5},g=Math.sin(f)*s*l,_=Math.sin(p)*s*l,v=Math.max(0,Math.sin(f-Math.PI/2))*c,y=Math.max(0,Math.sin(p-Math.PI/2))*c,b=Eb(0,.3,t)*(1-Eb(.32,.62,t)),x=Math.sin(f)*.16*u;o.hipL.rotation.set(Xl.lerp(m.hip+g,-.18,t),.32*r*(1-t)+(this.punchHand===`left`?this.kinPivotL:0)*(1-t),Xl.lerp(.1*u+x,.5*n,t)),o.kneeL.rotation.x=Xl.lerp(m.knee+v+b*.85,.24,Math.max(t,b)),o.ankleL.rotation.x=Xl.lerp(m.ankle-g*.4-(r<0?this.kinHeelR:0)*(1-t),.42,t),o.ankleL.rotation.z=-.08*u-x*.45,o.hipR.rotation.set(Xl.lerp(h.hip+_,-.12,t),-.14*r*(1-t)+(this.punchHand===`right`?this.kinPivotL:0)*(1-t),Xl.lerp(.1*u-x,.35*n,t)),o.kneeR.rotation.x=Xl.lerp(h.knee+y+b*.8,.18,Math.max(t,b)),o.ankleR.rotation.x=Xl.lerp(h.ankle-_*.4-(r>0?this.kinHeelR:0)*(1-t),.42,t),o.ankleR.rotation.z=-.08*u+x*.45}solveArmIK(e,t,n,r,i,a){e.getWorldPosition(Ob),jb.copy(r),a.chest.localToWorld(jb),kb.set(.9*i,-1,-.25).applyQuaternion(a.chest.getWorldQuaternion(zb));let o=this.punchT<1&&(i===1&&this.punchHand===`left`||i===-1&&this.punchHand===`right`);sb(Ob,jb,kb,Ab,o&&this.punchKind===`hook`?.56:o&&this.punchKind===`uppercut`?.58:void 0),db(e,Ob,Ab.elbowWorld),e.updateMatrixWorld(!0),db(t,Ab.elbowWorld,Ab.targetWorld)}applyTrauma(e,t,n){let r=e.trauma,i=e=>Math.min(.85,e/170+r.swelling/420),a=Bb[n];this.rig.bruiseL.material.opacity=i(r.left_eye),this.rig.bruiseR.material.opacity=i(r.right_eye);let o=Math.min(1,r.left_cut/150+r.bleeding/450),s=Math.min(1,r.right_cut/150+r.bleeding/450);this.rig.cutL.material.opacity=o*a,this.rig.cutR.material.opacity=s*a;let c=n===`full`?1.8:1;this.rig.cutL.scale.set(1+o*.55*c,1+o*.7,1),this.rig.cutR.scale.set(1+s*.55*c,1+s*.7,1);let l=e=>Math.min(1.35,e/260+r.swelling/560),u=l(r.left_eye),d=l(r.right_eye);this.rig.swellL.scale.setScalar(.25+u*1.15),this.rig.swellR.scale.setScalar(.25+d*1.15),this.rig.swellL.material.opacity=Math.min(.92,u*1.1),this.rig.swellR.material.opacity=Math.min(.92,d*1.1);let f=Math.min(1,r.head/900+r.swelling/800);this.rig.cheekL.scale.setScalar(.2+f*1.05),this.rig.cheekR.scale.setScalar(.2+f*.95),this.rig.cheekL.material.opacity=f*.8,this.rig.cheekR.material.opacity=f*.75;let p=Math.min(1.9,(r.left_cut+r.bleeding)/220),m=Math.min(1.9,(r.right_cut+r.bleeding)/220);this.rig.streakL.scale.set(c,.15+p*c,1),this.rig.streakR.scale.set(c,.15+m*c,1),this.rig.streakL.material.opacity=Math.min(1,p)*a,this.rig.streakR.material.opacity=Math.min(1,m)*a;let h=Math.min(1.6,r.head/600+r.bleeding/340);this.rig.noseStreak.scale.set(c,.2+h*c,1),this.rig.noseStreak.material.opacity=Math.min(1,h)*a;let g=Math.min(1,r.head/650+r.bleeding/360);this.rig.mouthBlood.scale.set(1+g*c,1+g*.8,1),this.rig.mouthBlood.material.opacity=g*a;let _=Math.min(1,r.body/750);this.rig.ribL.scale.set(.5+_*.35,1.2+_*.5,.7+_*.2),this.rig.ribR.scale.set(.5+_*.3,1.2+_*.4,.7+_*.2),this.rig.ribL.material.opacity=_*.85,this.rig.ribR.material.opacity=_*.8;let v=Math.min(1,(t.trauma.bleeding+t.trauma.left_cut+t.trauma.right_cut)/620*(n===`off`?0:n===`reduced`?.3:1.5));this.rig.gloveLMaterial.color.copy(this.rig.gloveBaseColor).lerp(Vb,v);let y=Math.min(1.5,r.body/450+r.bleeding/340);this.rig.bodyStreak.scale.set(1+y*.55*c,.3+y*c,1),this.rig.bodyStreak.material.opacity=Math.min(1,y)*a,this.rig.bodyBruise.material.opacity=Math.min(.7,r.body/950);let b=1+Math.min(.12,r.swelling/2500);this.rig.headMesh.scale.set(.92*b,1.05*b,.95*b);let x=this.rig.skinMaterial;x.clearcoat=.25+Ub(e)*.4}};function Ub(e){return 1-e.stamina/Math.max(1,e.maximum_stamina)}var Wb=[2765120,3813162,2503738,4206894,3029548,3683390,4471856,5919048,3227722,4863298],Gb=[13081462,9067067,7225640,14726287,5517341,11105359],Kb=e=>()=>(e=Math.imul(e^e>>>15,1|e),e^=e+Math.imul(e^e>>>7,61|e),((e^e>>>14)>>>0)/4294967296);function qb(){let e=new Yu;e.name=`arena`;let t=[],n=[],r=[],i=new Em({color:`#05070c`,roughness:.95});n.push(i);let a=new Np(30,40);t.push(a);let o=new Q(a,i);o.rotation.x=-Math.PI/2,o.position.y=-1,o.receiveShadow=!0,e.add(o);let s=Kb(20260727),c=[{radius:8.2,y:-.55,count:120,scale:1},{radius:10.6,y:.35,count:150,scale:1.04},{radius:13.2,y:1.35,count:180,scale:1.08},{radius:16,y:2.45,count:210,scale:1.12}],l=c.reduce((e,t)=>e+t.count,0),u=new Mp(.19,.5,4,8),d=new mm(.115,8,7);t.push(u,d);let f=new Em({roughness:.9,metalness:0}),p=new Em({roughness:.75,metalness:0});n.push(f,p);let m=new Xf(u,f,l),h=new Xf(d,p,l);m.instanceMatrix.setUsage(ul),h.instanceMatrix.setUsage(ul);let g=new xu,_=new Z,v=new Float32Array(l),y=[],b=0;for(let e of c)for(let t=0;t{if(!n){let n=Math.floor(e*30%l);for(let t=0;t<90;t+=1){let r=(n+t)%l,i=y[r],a=Math.sin(e*1.6+v[r])*.05,o=Math.abs(Math.sin(e*2.3+v[r]*1.7))*.05;fe.setFromAxisAngle(me,i.yaw+a),j.compose(M.set(i.x,i.y+.45*i.scale+o,i.z+a*.4),fe,pe.set(i.scale,i.scale,i.scale)),m.setMatrixAt(r,j),fe.setFromAxisAngle(me,i.yaw+a*1.2),j.compose(M.set(i.x,i.y+.95*i.scale+o*1.2,i.z+a*.5),fe,pe),h.setMatrixAt(r,j)}m.instanceMatrix.needsUpdate=!0,h.instanceMatrix.needsUpdate=!0,ue-=t,ue<=0&&(de=.09+Math.random()*.08,ue=.25+Math.random()*1.6),de=Math.max(0,de-t),C.opacity=de>0?.85:0}},dispose:()=>{for(let e of t)e.dispose();for(let e of n)e.dispose();for(let e of r)e.dispose();m.dispose(),h.dispose()}}}var Jb=1.88,Yb=7.15,Xb=1.12,Zb=class{current=new X(0,Jb,Yb);look=new X(0,Xb,0);swayPhase=0;update(e,t,n,r,i,a,o,s){this.swayPhase+=e;let c=(n.x+r.x)/2,l=(n.z+r.z)/2,u=Xl.clamp(c,-1.4,1.4),d=Xl.clamp(l,-1.1,1.1),f=Xl.clamp(Yb+i*.42-(a?1.1:0),6.4,9.8),p=Jb+i*.1-(a?.35:0),m=s?0:Math.sin(this.swayPhase*.21)*.35,h=s?0:Math.sin(this.swayPhase*.13)*.3,g=u*.32+m,_=f+d*.2,v=p+h*.2;if(this.current.x+=(g-this.current.x)*(1-Math.exp(-2.6*e)),this.current.y+=(v-this.current.y)*(1-Math.exp(-2.6*e)),this.current.z+=(_-this.current.z)*(1-Math.exp(-2.6*e)),this.look.x+=(u-this.look.x)*(1-Math.exp(-3.2*e)),this.look.y+=((a?.75:Xb)-this.look.y)*(1-Math.exp(-3.2*e)),this.look.z+=(d*.6-this.look.z)*(1-Math.exp(-3.2*e)),!s&&o>5e-4){let e=t*61;this.current.x+=Math.sin(e*1.31)*o,this.current.y+=Math.cos(e*1.97)*o*.6,this.look.x+=Math.sin(e*1.53)*o*.5,this.look.y+=Math.cos(e*2.11)*o*.35}return{position:this.current,lookAt:this.look}}},Qb=3.05,$b=3.85,ex=4.05,tx=3.42,nx=[.5,.88,1.26];function rx(e){let t=Qb/Math.max(1,e.ring_half_width),n=Qb/Math.max(1,e.ring_half_height);return{x:e=>e*t,z:e=>-e*n}}var ix={blue:1920728,red:12131356,neutral:15067115},ax=[{skin:11563071,skinShadow:9065520,trunks:1327211,trunkTrim:14267484,glove:1920728,gloveTrim:15067115,hair:1643537,shoe:2240573},{skin:7225640,skinShadow:5582877,trunks:7017504,trunkTrim:15067115,glove:12131356,gloveTrim:14267484,hair:854794,shoe:2956316}],ox=900,sx=90,cx=48,lx=48,ux=2,dx=4,fx=24,px=16,mx=.12,hx=.085,gx=.05,_x=1/60,vx=e=>()=>(e=Math.imul(e^e>>>15,1|e),e^=e+Math.imul(e^e>>>7,61|e),((e^e>>>14)>>>0)/4294967296),yx=(e,t=0)=>Number.isFinite(e)?e:t,bx=e=>Number.isFinite(e)?Xl.clamp(e,0,gx):0,xx=new Set([`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`,`knockdown`,`bleed`]);function Sx(e){if(e.kind===`bleed`)return`ooze`;if(e.kind===`knockdown`)return`impact`;let t=e.detail.split(`:`);if(t.at(-1)===`body`)return`body_burst`;let n=t.find(e=>[`jab`,`straight`,`hook`,`uppercut`].includes(e));return n===`hook`?`fan`:n===`uppercut`?`plume`:`jet`}function Cx(e,t){e.set(yx(t.x),yx(t.y),yx(t.z),yx(t.w,1)),e.lengthSq()<1e-6?e.identity():e.normalize()}function wx(){let e=document.createElement(`canvas`);e.width=64,e.height=64;let t=e.getContext(`2d`);if(t!==null){let e=t.createRadialGradient(32,32,2,32,32,30);e.addColorStop(0,`rgba(120,10,16,0.72)`),e.addColorStop(.5,`rgba(90,8,14,0.36)`),e.addColorStop(1,`rgba(70,6,10,0)`),t.fillStyle=e,t.fillRect(0,0,64,64)}return new Dp(e)}var Tx=class{scene;points;droplets=[];dropletPositions;dropletColors;dropletGeometry;dropletMaterial;dropletIndex=0;mistPoints;mists=[];mistPositions;mistColors;mistGeometry;mistMaterial;mistMap;mistIndex=0;decals=[];decalGeometry;decalIndex=0;gibGeometry;gibMaterial;gibMesh;gibs=[];gibIndex=0;gibMatrix=new xu;gibPosition=new X;gibQuaternion=new Zl;gibEuler=new ju;gibScale=new X;headGeometry;headMaterials=[];heads=[];handGeometry;handMaterials=[];hands=[];stumpGeometry;wristStumpGeometry;stumpMaterial;stumps=[];handStumps=[];lastDecapitationEvent=[null,null];lastDismembermentEvent=Array(dx).fill(null);dripEmitters=[{position:new X,active:!1,rate:0,accumulator:0},{position:new X,active:!1,rate:0,accumulator:0}];simulationRemainder=0;ambientSeed=1597463007;shake=0;bloodLevel=`full`;constructor(e){this.scene=e,this.dropletPositions=new Float32Array(ox*3),this.dropletColors=new Float32Array(ox*3),this.dropletGeometry=new Qd,this.dropletGeometry.setAttribute(`position`,new Ld(this.dropletPositions,3)),this.dropletGeometry.setAttribute(`color`,new Ld(this.dropletColors,3)),this.dropletMaterial=new yp({size:.038,vertexColors:!0,transparent:!0,opacity:.96,depthWrite:!1,sizeAttenuation:!0}),this.points=new wp(this.dropletGeometry,this.dropletMaterial),this.points.frustumCulled=!1,e.add(this.points);for(let e=0;ee.alive).length}get liveBloodParticles(){return this.droplets.filter(e=>e.alive&&e.blood).length}get liveMist(){return this.mists.filter(e=>e.alive).length}get visibleDecals(){return this.decals.filter(e=>e.visible).length}get liveGibs(){return this.gibs.filter(e=>e.alive).length}get activeHeads(){return this.heads.filter(e=>e.active).length}get activeHands(){return this.hands.filter(e=>e.active).length}get activeStumps(){return[...this.stumps,...this.handStumps].filter(e=>e.active).length}spawnDroplet(e,t,n,r,i,a,o,s,c){let l=this.dropletIndex%ox;this.dropletIndex+=1;let u=this.droplets[l];u.alive=!0,u.blood=c,u.x=yx(e),u.y=yx(t,1),u.z=yx(n),u.vx=yx(r),u.vy=yx(i),u.vz=yx(a),u.maxLife=Math.max(.05,yx(s,.5)),u.life=u.maxLife,u.r=yx(o.r,.5),u.g=yx(o.g,.04),u.b=yx(o.b,.06),this.dropletPositions[l*3]=u.x,this.dropletPositions[l*3+1]=u.y,this.dropletPositions[l*3+2]=u.z,this.dropletColors[l*3]=u.r,this.dropletColors[l*3+1]=u.g,this.dropletColors[l*3+2]=u.b,this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0}spawnMist(e,t,n,r,i){let a=this.mistIndex%sx;this.mistIndex+=1;let o=this.mists[a];o.alive=!0,o.x=yx(e),o.y=yx(t,1),o.z=yx(n),o.maxLife=Math.max(.05,yx(i,.5)),o.life=o.maxLife,o.scale=Math.max(.1,yx(r,1)),this.mistPositions[a*3]=o.x,this.mistPositions[a*3+1]=o.y,this.mistPositions[a*3+2]=o.z,this.mistColors[a*3]=.6*o.scale,this.mistColors[a*3+1]=.07*o.scale,this.mistColors[a*3+2]=.08*o.scale,this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0}placeDecal(e,t,n,r,i,a,o){let s=this.decals[this.decalIndex%cx];this.decalIndex+=1,s.visible=!0,s.position.x=yx(e),s.position.z=yx(t),s.rotation.z=yx(i),s.scale.set(Math.max(.01,yx(n,.2)),Math.max(.01,yx(r,.15)),1);let c=s.material;c.opacity=Xl.clamp(yx(a,.4),0,1),c.color.setHex(o)}ambientRandom(){return this.ambientSeed=Math.imul(this.ambientSeed^this.ambientSeed>>>15,1|this.ambientSeed),this.ambientSeed^=this.ambientSeed+Math.imul(this.ambientSeed^this.ambientSeed>>>7,61|this.ambientSeed),((this.ambientSeed^this.ambientSeed>>>14)>>>0)/4294967296}splatter(e,t,n,r=()=>this.ambientRandom()){if(this.bloodLevel===`off`)return;let i=this.bloodLevel===`reduced`,a=i?3:12,o=i?.35:1;for(let s=0;sthis.ambientRandom()){if(this.bloodLevel===`off`)return;let i=this.bloodLevel===`reduced`,a=i?.35:1;if(this.placeDecal(e,t,2.8*n*a,2*n*a,r()*Math.PI,.56*a,4523529),!i)for(let n=0;n<3;n+=1){let n=r()*Math.PI*2,i=.18+r()*.32;this.placeDecal(e+Math.sin(n)*i,t+Math.cos(n)*i,.45+r()*.55,.22+r()*.38,r()*Math.PI,.38+r()*.18,6425104)}}addEvent(e,t,n){if(!xx.has(e.kind))return;let r=vx(e.event_id*7919+17),i=e.kind===`block`||e.kind===`perfect_block`,a=Sx(e),o=e.direction<0?-1:1,s={x:yx(t.x),y:e.detail.endsWith(`:body`)?1.05:1.58,z:yx(t.z)},c=n?0:Math.round((i?6:16)+Math.min(20,Math.max(0,e.amount)/20)),l=n||e.blood<=0||this.bloodLevel===`off`?0:this.bloodLevel===`reduced`?Math.min(24,Math.round(e.blood*.24)):Math.min(160,Math.round(e.blood*1.4));this.shake=Math.min(.09,this.shake+(i?.008:Math.max(.012,e.amount/2600))),e.kind===`knockdown`&&(this.shake=Math.min(.14,this.shake+.06));for(let t=0;t0&&this.bloodLevel!==`off`&&(e.amount>190||e.kind===`knockdown`||e.kind===`counter_hit`)){let t=this.bloodLevel===`reduced`?e.kind===`knockdown`?3:2:e.kind===`knockdown`?14:10,n=this.bloodLevel===`reduced`?.35:1;for(let e=0;e6&&this.bloodLevel!==`off`&&this.splatter(s.x+(r()-.5)*.6,s.z+(r()-.5)*.6,1+Math.min(2,e.blood/55),r),this.bloodLevel===`full`&&!n&&e.blood>=40&&[`hit`,`counter_hit`,`knockdown`].includes(e.kind)){let t=Math.min(12,Math.max(4,Math.round(e.blood/9)));for(let n=0;n=ux)return;let o=Math.trunc(e),s=Number.isSafeInteger(i)?i:0,c=this.heads[o];if(c.active||this.lastDecapitationEvent[o]===s)return;let l=vx(s*104729+o*8191+23),u=r<0?-1:1;this.lastDecapitationEvent[o]=s,c.active=!0,c.moving=!0,c.eventId=s,c.vx=u*(1.8+l()*1.1),c.vy=2.3+l()*1.1,c.vz=(l()-.5)*2.2,c.vrx=(l()-.5)*12,c.vry=(l()-.5)*12,c.vrz=(l()-.5)*12,c.bounces=0,c.stained=!1,c.mesh.position.set(yx(t.x),yx(t.y,1.55),yx(t.z)),Cx(c.mesh.quaternion,n),c.mesh.material.color.setHex(a),c.mesh.visible=!0;let d=this.stumps[o];d.active=!0,d.fountainLife=1.25,d.accumulator=0,d.seed=s|1,d.direction=u,d.mesh.position.copy(c.mesh.position),d.mesh.quaternion.copy(c.mesh.quaternion),d.mesh.visible=!0;for(let e=0;e=ux)return;let s=Math.trunc(e)*2+(t===`left`?0:1),c=Number.isSafeInteger(a)?a:0,l=this.hands[s];if(l.active||this.lastDismembermentEvent[s]===c)return;let u=vx(c*130363+s*12289+37),d=i<0?-1:1;this.lastDismembermentEvent[s]=c,l.active=!0,l.moving=!0,l.eventId=c,l.vx=d*(1.3+u()*1.1),l.vy=1.5+u()*1.2,l.vz=(u()-.5)*1.8,l.vrx=(u()-.5)*16,l.vry=(u()-.5)*16,l.vrz=(u()-.5)*16,l.bounces=0,l.stained=!1,l.mesh.position.set(yx(n.x),yx(n.y,1.25),yx(n.z)),Cx(l.mesh.quaternion,r),l.mesh.material.color.setHex(o),l.mesh.visible=!0;let f=this.handStumps[s];f.active=!0,f.fountainLife=.9,f.accumulator=0,f.seed=c|1,f.direction=d,f.mesh.position.copy(l.mesh.position),f.mesh.quaternion.copy(l.mesh.quaternion),f.mesh.visible=!0;for(let e=0;e=ux)return;let i=Math.trunc(e)*2+(t===`left`?0:1),a=this.handStumps[i];a.active&&(a.mesh.position.set(yx(n.x),yx(n.y,1.2),yx(n.z)),Cx(a.mesh.quaternion,r))}anchorStump(e,t,n){if(this.bloodLevel!==`full`||e<0||e>=ux)return;let r=this.stumps[Math.trunc(e)];r.active&&(r.mesh.position.set(yx(t.x),yx(t.y,1.5),yx(t.z)),Cx(r.mesh.quaternion,n))}restoreFighter(e){if(e<0||e>=ux)return;let t=Math.trunc(e),n=this.heads[t];n.active=!1,n.moving=!1,n.mesh.visible=!1,n.mesh.position.y=-50;let r=this.stumps[t];r.active=!1,r.fountainLife=0,r.accumulator=0,r.mesh.visible=!1,r.mesh.position.y=-50;for(let e of[t*2,t*2+1]){let t=this.hands[e];t.active=!1,t.moving=!1,t.mesh.visible=!1,t.mesh.position.y=-50;let n=this.handStumps[e];n.active=!1,n.fountainLife=0,n.accumulator=0,n.mesh.visible=!1,n.mesh.position.y=-50}}drip(e,t,n,r=0){let i=+(r===1);if(this.bloodLevel===`off`||n||t<=.05){this.stopDrip(i);return}let a=this.dripEmitters[i];a.position.set(yx(e.x),yx(e.y,1.5),yx(e.z)),a.rate=this.bloodLevel===`reduced`?Math.min(3,t*3):Math.min(18,t*14),a.active=!0}stopDrip(e){let t=this.dripEmitters[+(e===1)];t.active=!1,t.rate=0,t.accumulator=0}updateDripEmitters(e){for(let t of this.dripEmitters)if(t.active)for(t.accumulator+=e*t.rate;t.accumulator>=1;)--t.accumulator,this.spawnDroplet(t.position.x+(this.ambientRandom()-.5)*.14,t.position.y-.04,t.position.z+(this.ambientRandom()-.5)*.1,(this.ambientRandom()-.5)*.08,-.25-this.ambientRandom()*.4,(this.ambientRandom()-.5)*.08,{r:.5,g:.04,b:.06},1.1,!0)}spawnGib(e,t,n,r,i,a,o){let s=this.gibIndex%lx;this.gibIndex+=1;let c=this.gibs[s];c.alive=!0,c.x=yx(e),c.y=yx(t,1.5),c.z=yx(n),c.vx=yx(r),c.vy=yx(i),c.vz=yx(a),c.rx=o()*Math.PI*2,c.ry=o()*Math.PI*2,c.rz=o()*Math.PI*2,c.vrx=(o()-.5)*18,c.vry=(o()-.5)*18,c.vrz=(o()-.5)*18,c.life=1.8+o()*1.2,c.scale=.55+o()*1.2,c.bounces=0,c.stained=!1,this.writeGibMatrix(s,c),this.gibMesh.instanceMatrix.needsUpdate=!0}writeGibMatrix(e,t){t.alive?(this.gibPosition.set(t.x,t.y,t.z),this.gibEuler.set(t.rx,t.ry,t.rz),this.gibQuaternion.setFromEuler(this.gibEuler),this.gibScale.setScalar(t.scale)):(this.gibPosition.set(0,-50,0),this.gibQuaternion.identity(),this.gibScale.setScalar(0)),this.gibMatrix.compose(this.gibPosition,this.gibQuaternion,this.gibScale),this.gibMesh.setMatrixAt(e,this.gibMatrix)}updateGibs(e){let t=!1;for(let[n,r]of this.gibs.entries())if(r.alive){if(t=!0,r.life-=e,r.life<=0){r.alive=!1,this.writeGibMatrix(n,r);continue}r.vy-=6.4*e,r.x+=r.vx*e,r.y+=r.vy*e,r.z+=r.vz*e,r.rx+=r.vrx*e,r.ry+=r.vry*e,r.rz+=r.vrz*e,this.confineGib(r),r.y<=.015&&(r.y=.015,!r.stained&&this.bloodLevel===`full`&&(r.stained=!0,this.placeDecal(r.x,r.z,.24+r.scale*.16,.14+r.scale*.1,r.rz,.42,6425104)),r.bounces===0&&Math.abs(r.vy)>.35?(r.bounces=1,r.vy=Math.abs(r.vy)*.3,r.vx*=.68,r.vz*=.68,r.vrx*=.7,r.vry*=.7,r.vrz*=.7):r.alive=!1),this.writeGibMatrix(n,r)}t&&(this.gibMesh.instanceMatrix.needsUpdate=!0)}confineGib(e){Math.abs(e.x)>3.05&&(e.x=Math.sign(e.x)*Qb,e.vx*=-.45),Math.abs(e.z)>3.05&&(e.z=Math.sign(e.z)*Qb,e.vz*=-.45)}updateDetachedParts(e,t){for(let n of e)if(!(!n.active||!n.moving)){if(n.vy-=5.8*t,n.mesh.position.x+=n.vx*t,n.mesh.position.y+=n.vy*t,n.mesh.position.z+=n.vz*t,n.mesh.rotation.x+=n.vrx*t,n.mesh.rotation.y+=n.vry*t,n.mesh.rotation.z+=n.vrz*t,Math.abs(n.mesh.position.x)>3.05&&(n.mesh.position.x=Math.sign(n.mesh.position.x)*Qb,n.vx*=-.42),Math.abs(n.mesh.position.z)>3.05&&(n.mesh.position.z=Math.sign(n.mesh.position.z)*Qb,n.vz*=-.42),n.mesh.position.y<=0+n.radius){if(n.mesh.position.y=0+n.radius,!n.stained&&this.bloodLevel===`full`){n.stained=!0;let e=n.radius===mx?1:.55;this.placeDecal(n.mesh.position.x,n.mesh.position.z,1.3*e,.9*e,n.mesh.rotation.z,.58,4392199)}n.bounces<2&&Math.abs(n.vy)>.42?(n.bounces+=1,n.vy=Math.abs(n.vy)*.32,n.vx*=.62,n.vz*=.62,n.vrx*=.65,n.vry*=.65,n.vrz*=.65):(n.moving=!1,n.vx=0,n.vy=0,n.vz=0,n.vrx=0,n.vry=0,n.vrz=0)}(!Number.isFinite(n.mesh.position.x)||!Number.isFinite(n.mesh.position.y)||!Number.isFinite(n.mesh.position.z)||!Number.isFinite(n.mesh.quaternion.x)||!Number.isFinite(n.mesh.quaternion.y)||!Number.isFinite(n.mesh.quaternion.z)||!Number.isFinite(n.mesh.quaternion.w))&&(n.mesh.position.set(0,0+n.radius,0),n.mesh.quaternion.identity(),n.moving=!1,n.vx=0,n.vy=0,n.vz=0)}}stumpRandom(e){let t=e.seed|0;return t=Math.imul(t^t>>>15,1|t),t^=t+Math.imul(t^t>>>7,61|t),e.seed=t|0,((t^t>>>14)>>>0)/4294967296}updateStumpFountains(e){if(this.bloodLevel===`full`){for(let t of[...this.stumps,...this.handStumps])if(!(!t.active||t.fountainLife<=0))for(t.fountainLife=Math.max(0,t.fountainLife-e),t.accumulator+=e*36;t.accumulator>=1;){--t.accumulator;let e=this.stumpRandom(t),n=this.stumpRandom(t),r=this.stumpRandom(t);this.spawnDroplet(t.mesh.position.x+(e-.5)*.08,t.mesh.position.y+.015,t.mesh.position.z+(n-.5)*.08,t.direction*(.35+e*.55),1.3+n*1.45,(r-.5)*.85,{r:.58,g:.025,b:.045},.65+r*.5,!0)}}}update(e){for(this.simulationRemainder+=bx(e);this.simulationRemainder+1e-9>=_x;)this.simulationRemainder=Math.max(0,this.simulationRemainder-_x),this.simulate(_x)}simulate(e){this.shake*=.02**e,this.updateDripEmitters(e),this.updateStumpFountains(e),this.updateDetachedParts(this.heads,e),this.updateDetachedParts(this.hands,e),this.updateGibs(e);let t=!1;for(let[n,r]of this.droplets.entries()){if(!r.alive)continue;if(t=!0,r.life-=e,r.life<=0||r.y<0){if(r.y<0&&r.blood&&this.bloodLevel!==`off`&&this.ambientRandom()<(this.bloodLevel===`full`?.48:.18)){let e=this.bloodLevel===`full`?1:.35;this.placeDecal(r.x,r.z,(.22+this.ambientRandom()*.38)*e,(.14+this.ambientRandom()*.24)*e,this.ambientRandom()*Math.PI,.38*e,7212307)}r.alive=!1,this.dropletPositions[n*3+1]=-50;continue}r.vy-=4.6*e,r.x+=r.vx*e,r.y+=r.vy*e,r.z+=r.vz*e;let i=Math.min(1,r.life/(r.maxLife*.4));this.dropletPositions[n*3]=r.x,this.dropletPositions[n*3+1]=r.y,this.dropletPositions[n*3+2]=r.z,this.dropletColors[n*3]=r.r*i,this.dropletColors[n*3+1]=r.g*i,this.dropletColors[n*3+2]=r.b*i}t&&(this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0);let n=!1;for(let[t,r]of this.mists.entries()){if(!r.alive)continue;if(n=!0,r.life-=e,r.life<=0){r.alive=!1,this.mistPositions[t*3+1]=-50;continue}let i=1-r.life/r.maxLife,a=Math.max(0,1-i)*.7*r.scale;this.mistPositions[t*3]=r.x,this.mistPositions[t*3+1]=r.y+i*.14,this.mistPositions[t*3+2]=r.z,this.mistColors[t*3]=a,this.mistColors[t*3+1]=a*.1,this.mistColors[t*3+2]=a*.12}n&&(this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0)}clearDroplets(e){let t=!1;for(let[n,r]of this.droplets.entries())!r.alive||e&&!r.blood||(r.alive=!1,this.dropletPositions[n*3+1]=-50,t=!0);t&&(this.dropletGeometry.attributes.position.needsUpdate=!0,this.dropletGeometry.attributes.color.needsUpdate=!0)}clearMists(){let e=!1;for(let[t,n]of this.mists.entries())n.alive&&(n.alive=!1,this.mistPositions[t*3+1]=-50,e=!0);e&&(this.mistGeometry.attributes.position.needsUpdate=!0,this.mistGeometry.attributes.color.needsUpdate=!0)}clearGibs(){let e=!1;for(let[t,n]of 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a=WS.filter(e=>!this.actions.has(e));if(a.length>0)throw Error(`fighter GLB missing clips: ${a.join(`, `)}`);n.updateMatrixWorld(!0);let o=(e,t)=>this.bone(e).getWorldPosition(new X).distanceTo(this.bone(t).getWorldPosition(new X));this.metrics={armUpper:o(`shoulderL`,`elbowL`),armFore:o(`elbowL`,`gloveL`),legThigh:o(`hipL`,`kneeL`),legShin:o(`kneeL`,`ankleL`),headRestY:this.bone(`head`).getWorldPosition(new X).y,chestRestY:this.bone(`chest`).getWorldPosition(new X).y,ankleRestY:this.bone(`ankleL`).getWorldPosition(new X).y},this.overlays=YS(this.bone(`head`),this.bone(`chest`),t.skin)}bone(e){return this.bones.get(AS[e]??e)??null}get trauma(){return this.overlays}get gloveGear(){return this.gearMaterial}get skin(){return this.skinMaterials[0]}get isDecapitated(){return this.decapitated}setDecapitated(e){this.decapitated=e;for(let t of this.headMeshes)t.visible=!e;this.bone(`head`).visible=!e}isHandDismembered(e){return 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r)e.geometry.dispose(),e.material.dispose(),e.removeFromParent()}}}function XS(e,t,n,r){let i=t.trauma,a=r===`off`?0:r===`reduced`?.35:1,o=r===`full`?1.8:1,s=e=>e.material,c=(e,t,n,r)=>{let i=typeof e.userData.baseScale==`number`?e.userData.baseScale:1;e.scale.set(t*i,n*i,r*i)},l=e=>Math.min(.85,e/170+i.swelling/420);s(e.bruiseL).opacity=l(i.left_eye),s(e.bruiseR).opacity=l(i.right_eye);let u=Math.min(1,i.left_cut/150+i.bleeding/450),d=Math.min(1,i.right_cut/150+i.bleeding/450);s(e.cutL).opacity=u*a,s(e.cutR).opacity=d*a,c(e.cutL,1+u*.55*o,1+u*.7,1),c(e.cutR,1+d*.55*o,1+d*.7,1);let f=Math.min(1.35,i.left_eye/260+i.swelling/560),p=Math.min(1.35,i.right_eye/260+i.swelling/560);c(e.swellL,.25+f*1.15,.25+f*1.15,.25+f*1.15),c(e.swellR,.25+p*1.15,.25+p*1.15,.25+p*1.15),s(e.swellL).opacity=Math.min(.92,f*1.1),s(e.swellR).opacity=Math.min(.92,p*1.1);let m=Math.min(1,i.head/900+i.swelling/800);c(e.cheekL,.2+m*1.05,.2+m*1.05,.2+m*1.05),c(e.cheekR,.2+m*.95,.2+m*.95,.2+m*.95),s(e.cheekL).opacity=m*.8,s(e.cheekR).opacity=m*.75;let h=Math.min(1.9,(i.left_cut+i.bleeding)/220),g=Math.min(1.9,(i.right_cut+i.bleeding)/220);c(e.streakL,o,.15+h*o,1),c(e.streakR,o,.15+g*o,1),s(e.streakL).opacity=Math.min(1,h)*a,s(e.streakR).opacity=Math.min(1,g)*a;let _=Math.min(1.6,i.head/600+i.bleeding/340);c(e.noseStreak,o,.2+_*o,1),s(e.noseStreak).opacity=Math.min(1,_)*a;let v=Math.min(1,i.head/650+i.bleeding/360);c(e.mouthBlood,1+v*o,1+v*.8,1),s(e.mouthBlood).opacity=v*a;let y=Math.min(1,i.body/750);c(e.ribL,.5+y*.35,1.2+y*.5,.7+y*.2),c(e.ribR,.5+y*.3,1.2+y*.4,.7+y*.2),s(e.ribL).opacity=y*.85,s(e.ribR).opacity=y*.8,s(e.bodyBruise).opacity=Math.min(.7,i.body/950);let b=Math.min(1.5,i.body/450+i.bleeding/340);c(e.bodyStreak,1+b*.55*o,.3+b*o,1),s(e.bodyStreak).opacity=Math.min(1,b)*a}var ZS=new Z(6031886),QS=[`idle`,`move_forward`,`move_backward`,`move_lateral_left`,`move_lateral_right`],$S=[`jab_left`,`jab_right`,`straight_left`,`straight_right`,`hook_left`,`hook_right`,`uppercut_left`,`uppercut_right`,`block_head_left`,`block_head_right`,`block_body_left`,`block_body_right`,`hit_head_left`,`hit_head_right`,`hit_body_left`,`hit_body_right`,`knockdown`,`getup`,`clinch`,`foul_recovery`,`stunned`,`exhausted`,`taunt`],eC=(e,t)=>`${e}_${t}`,tC=class{mapping;boxer;yaw=0;rootX=null;rootZ=0;activePunch=null;punchAgeTicks=0;punchTotalTicks=1;punchClass=`jab`;punchHand=`left`;punchTarget=`head`;punchPower=`normal`;punchTiming=Uy(`jab`,`head`,`normal`);actionId=null;completedActionId=null;predictedId=null;predictedAtSeconds=-1;predictionAgeTicks=0;predictedClip=`jab_left`;predictedTotalTicks=13;hitstop=0;reactionAction=null;stateAction=null;stateWeight=0;stateRequested=!1;downState=`up`;fallAge=0;riseAge=0;opponentDrop=0;liveOpponentHead=new X(0,.97,0);hasLiveHead=!1;defenseWeight=0;defenseClip=`guard_high`;hitstopScale=1;plantedL=null;plantedR=null;locomotionWeights={idle:1,move_forward:0,move_backward:0,move_lateral_left:0,move_lateral_right:0};scratchA=new X;scratchB=new X;scratchC=new X;scratchQ=new Zl;aimTarget=new X;aimShoulder=new X;aimTo=new X;aimPole=new X;aimBend=new X;aimElbow=new X;lockAnkle=new X;lockPinned=new X;lockHip=new X;lockTo=new X;lockPole=new X;lockBend=new X;lockKnee=new X;dislocation=null;constructor(e,t){this.mapping=t,this.boxer=e;for(let t of QS){let n=e.actions.get(t);n.setEffectiveWeight(+(t===`idle`)),n.play()}}get currentRoot(){return{x:this.rootX??0,z:this.rootZ}}predict(e,t,n){if(e.kind!==`punch`||e.id===void 0)return;this.predictedId=e.id,this.predictedAtSeconds=t,this.predictionAgeTicks=0,this.predictedClip=eC(e.class,e.hand);let r=Uy(e.class,e.target,e.power);this.punchClass=e.class,this.punchHand=e.hand,this.punchTarget=e.target,this.punchPower=e.power,this.punchTiming=r,this.predictedTotalTicks=Wy(r);let i=this.actionId!==null&&this.punchAgeTicks/this.punchTotalTicks>.55;(this.actionId===null||i)&&(this.actionId=null,this.beginPunch(this.boxer.actions.get(this.predictedClip),this.predictedTotalTicks),this.punchAgeTicks=0)}landedHit(e){this.hitstop=Math.max(this.hitstop,e?.045:.078)}setArcadeDislocation(e){this.dislocation=e;let t=this.boxer.trauma.jaw,n=t.userData.restPosition;t.position.copy(n),t.rotation.set(0,0,0),t.material.opacity=+(e===`jaw`)}react(e,t=`head`,n=1){let r=n<0?`left`:`right`,i=this.boxer.actions.get(`${e}_${t}_${r}`);i!==void 0&&(this.reactionAction!==null&&this.reactionAction!==i&&this.reactionAction.stop(),this.reactionAction=i,i.reset().setLoop(Gc,1),i.setEffectiveWeight(0).play())}setPunch(e,t){let n=e.getClip(),r=Uy(this.punchClass,`head`,`normal`),i=Math.max(1,n.duration*30-r.startup-r.active),a=this.punchTiming,o=Xl.clamp(t,0,Wy(a)),s;if(o<=a.startup)s=a.startup>0?o/a.startup*r.startup:r.startup;else if(o<=a.startup+a.active){let e=o-a.startup;s=r.startup+(a.active>0?e/a.active*r.active:r.active)}else{let e=o-a.startup-a.active;s=r.startup+r.active+(a.recovery>0?e/a.recovery*i:i)}e.time=Xl.clamp(s/30,0,Math.max(.001,n.duration-.001))}beginPunch(e,t){this.activePunch!==null&&this.activePunch!==e&&this.activePunch.stop(),this.activePunch=e,e.reset(),e.setLoop(Gc,1),e.setEffectiveWeight(0).play(),e.paused=!0,this.punchTotalTicks=Math.max(1,t)}update(e,t,n,r,i,a,o,s){let c=this.boxer,l=e.stance===`orthodox`?1:-1,u=this.mapping.x(e.x),d=this.mapping.z(e.y);this.rootX===null&&(this.rootX=u,this.rootZ=d);let f=.05;this.rootX+=Xl.clamp(u-this.rootX,-.05,f),this.rootZ+=Xl.clamp(d-this.rootZ,-.05,f);let p=Math.atan2(this.mapping.x(t.x)-u,(this.mapping.z(t.y)-d)*.45);this.yaw=KS(this.yaw,p,7,n),c.root.position.set(this.rootX,0,this.rootZ),c.root.rotation.set(0,this.yaw+.5*l,0);let m=.82+e.stamina/Math.max(1,e.maximum_stamina)*.18;if(this.hitstop=Math.max(0,this.hitstop-n),this.hitstopScale=this.hitstop>0?.12:1,e.action_id!==null&&e.action_id!==this.actionId&&e.action_id!==this.completedActionId){let t=e.action,n=e.action_hand??(e.stance===`orthodox`?`left`:`right`);if(t!==null){this.actionId=e.action_id,this.punchClass=t,this.punchHand=n,this.punchTarget=e.action_target??`head`,this.punchPower=e.action_power??`normal`,this.punchTiming={...Uy(this.punchClass,this.punchTarget,this.punchPower),startup:e.action_startup_ticks,active:e.action_active_ticks,recovery:e.action_recovery_ticks};let r=Math.max(1,e.action_startup_ticks+e.action_active_ticks+e.action_recovery_ticks);if(this.beginPunch(c.actions.get(eC(t,n)),r),this.punchAgeTicks=Math.max(0,o-e.action_start_tick),this.predictedId===e.action_id){let t=this.predictionAgeTicks,n=o-e.action_start_tick;Math.abs(t-n)>1&&(this.punchAgeTicks=n),this.predictedId=null}else this.punchAgeTicks=Math.max(0,o-e.action_start_tick)}}if(e.action_id===null&&(this.actionId=null,this.completedActionId=null),this.predictedId!==null&&(this.predictionAgeTicks+=n*30*this.hitstopScale,this.predictionAgeTicks>10&&(this.predictedId=null)),this.activePunch!==null){this.punchAgeTicks+=n*30*this.hitstopScale;let e=this.punchTotalTicks;this.setPunch(this.activePunch,this.punchAgeTicks),this.punchAgeTicks>=e&&(this.completedActionId=this.actionId,this.actionId=null,this.activePunch.stop(),this.activePunch=null)}this.reactionAction!==null&&!this.reactionAction.isRunning()&&(this.reactionAction.stop(),this.reactionAction=null);let h=this.mapping.x(e.velocity_x)*30,g=this.mapping.z(e.velocity_y)*30,_=Math.hypot(h,g),v=_>.05,y=Xl.clamp(_/1.1,0,1),b=h*e.facing,x=Math.sign(e.velocity_y)*Math.abs(g),S=Math.abs(b)+Math.abs(x),C={idle:1-y,move_forward:S>0?Math.max(0,b)/S*y:0,move_backward:S>0?Math.max(0,-b)/S*y:0,move_lateral_left:S>0?Math.max(0,-x)/S*y:0,move_lateral_right:S>0?Math.max(0,x)/S*y:0},w=m*Xl.clamp(.35+_/1.1*.65,.35,1.5);for(let e of QS){this.locomotionWeights[e]=GS(this.locomotionWeights[e]??0,C[e],10,n);let t=c.actions.get(e);t.setEffectiveWeight(this.locomotionWeights[e]);let r=e===`idle`?m:w;t.setEffectiveTimeScale(i?Math.min(.4,r):r)}let T=e.defense!==`none`;T&&(this.defenseClip=e.defense),this.defenseWeight=GS(this.defenseWeight,+!!T,12,n);let E=c.actions.get(this.defenseClip);this.defenseWeight>.001&&!E.isRunning()&&E.reset().play();let D=e.is_foul_recovery_target?`foul_recovery`:e.clinch_ticks>0||e.clinch_startup_ticks>0?`clinch`:e.stunned_ticks>0?`stunned`:e.taunt_ticks>0?`taunt`:e.stamina/Math.max(1,e.maximum_stamina)<.16&&!v&&!T?`exhausted`:null,O=D===null?null:c.actions.get(D);O!==null&&O!==this.stateAction&&(this.stateAction?.stop(),this.stateAction=O,this.stateWeight=0,this.stateAction.reset().play()),this.stateRequested=O!==null,this.stateWeight=GS(this.stateWeight,+!!this.stateRequested,14,n),!this.stateRequested&&this.stateWeight<.001&&(this.stateAction?.stop(),this.stateAction=null,this.stateWeight=0);let ee=t.is_downed?-(this.boxer.metrics.headRestY*.88):t.defense===`weave`?-.24:-.03;if(this.opponentDrop=GS(this.opponentDrop,ee,4,n),s!==void 0&&(this.liveOpponentHead.copy(s),this.hasLiveHead=!0),e.is_downed)if(this.activePunch!==null&&(this.activePunch.stop(),this.activePunch=null),this.actionId=null,this.predictedId=null,this.downState===`up`){this.downState=`falling`,this.fallAge=0;let e=c.actions.get(`knockdown`);e.reset().setLoop(Gc,1),e.setEffectiveWeight(0).play()}else this.downState===`falling`&&(this.fallAge+=n);else if(this.downState!==`up`)if(this.downState===`down`||this.downState===`falling`){this.downState=`rising`,this.riseAge=0;let e=c.actions.get(`getup`);e.reset().setLoop(Gc,1),e.setEffectiveWeight(0).play()}else this.riseAge+=n,this.riseAge>this.boxer.actions.get(`getup`).getClip().duration&&(this.downState=`up`,this.boxer.actions.get(`knockdown`).stop(),this.boxer.actions.get(`getup`).stop());this.downState===`falling`&&this.fallAge>1.3&&(this.downState=`down`),this.applyActionWeights(),c.mixer.update(n*this.hitstopScale),this.applyAimCorrection(e,t),this.lockFeet(e,v),this.applyDislocation();let k=Math.min(1,(t.trauma.bleeding+t.trauma.left_cut+t.trauma.right_cut)/620*(a===`off`?0:a===`reduced`?.3:1.5));c.gloveGear.color.copy(c.gearBaseColor).lerp(ZS,k),XS(c.trauma,e,k,a),c.setSkinClearcoat(.25+(1-e.stamina/Math.max(1,e.maximum_stamina))*.4)}applyActionWeights(){let e=(this.downState===`falling`||this.downState===`down`?this.boxer.actions.get(`knockdown`):this.downState===`rising`?this.boxer.actions.get(`getup`):null)??this.reactionAction??this.activePunch,t=e===null&&this.stateAction!==null?this.stateWeight:0,n=e===null?1-t:0,r=this.defenseWeight*n,i=(1-this.defenseWeight)*n,a=QS.reduce((e,t)=>e+Math.max(0,this.locomotionWeights[t]??0),0);for(let e of QS){let t=a>0?Math.max(0,this.locomotionWeights[e]??0)/a:+(e===`idle`);this.boxer.actions.get(e).setEffectiveWeight(t*i)}for(let e of[`guard_high`,`guard_low`,`slip_left`,`slip_right`,`weave`,`pull`])this.boxer.actions.get(e).setEffectiveWeight(e===this.defenseClip?r:0);for(let n of $S){let r=this.boxer.actions.get(n),i=r===e?1:e===null&&r===this.stateAction?t:0;r.setEffectiveWeight(i)}}applyAimCorrection(e,t){if(this.activePunch===null||e.is_downed)return;let n=this.punchTiming.startup/Math.max(1,Wy(this.punchTiming)),r=this.punchAgeTicks/this.punchTotalTicks;if(rn+.2)return;let i=this.boxer.metrics,a=this.punchTarget===`body`?Vy.torso:Vy.head,o=this.scratchA.set(this.mapping.x(t.x),(this.punchTarget===`body`?i.chestRestY:i.headRestY)+a.offset_y+this.opponentDrop,this.mapping.z(t.y));this.punchTarget===`head`&&this.hasLiveHead&&o.copy(this.liveOpponentHead).addScaledVector(this.boxer.root.up,a.offset_y);let s=this.punchHand===`left`?`gloveL`:`gloveR`,c=this.boxer.bone(s),l=this.boxer.bone(s===`gloveL`?`elbowL`:`elbowR`),u=this.boxer.bone(s===`gloveL`?`shoulderL`:`shoulderR`);if(c===null||l===null||u===null)return;this.boxer.root.updateMatrixWorld(!0);let d=c.getWorldPosition(this.scratchB),f=this.scratchC.subVectors(o,d),p=a.radius+Hy,m=f.length()-p;if(m<=.01)return;f.setLength(Math.min(.42,m));let h=this.aimTarget.copy(d).add(f),g=u.getWorldPosition(this.aimShoulder),_=this.boxer.metrics.armUpper,v=this.boxer.metrics.armFore,y=this.aimTo.copy(h).sub(g),b=this.punchClass===`hook`?.11:this.punchClass===`uppercut`?.07:.015,x=Xl.clamp(y.length(),.12,_+v-b);y.normalize();let S=(_*_-v*v+x*x)/(2*x),C=Math.sqrt(Math.max(1e-4,_*_-S*S)),w=this.aimPole.set(.9*(s===`gloveL`?1:-1),-1,-.25).applyQuaternion(this.boxer.root.quaternion),T=this.aimBend.copy(w).addScaledVector(y,-w.dot(y)).normalize();lC(u,l,this.aimElbow.copy(g).addScaledVector(y,S).addScaledVector(T,C)),u.updateMatrixWorld(!0),lC(l,c,h)}applyDislocation(){if(this.dislocation===null)return;if(this.dislocation===`jaw`){let e=this.boxer.bone(`head`);e!==null&&e.quaternion.multiply(this.scratchQ.setFromEuler(new ju(.08,.2,-.22)));let t=this.boxer.trauma.jaw,n=t.userData.restPosition;t.position.copy(n).add(this.scratchA.set(.04,-.04,.018)),t.rotation.set(.16,.08,-.18);return}let e=this.dislocation===`shoulder_left`?`L`:`R`,t=this.boxer.bone(`shoulder${e}`),n=this.boxer.bone(`elbow${e}`);if(t===null||n===null)return;this.boxer.root.updateMatrixWorld(!0);let r=t.getWorldPosition(this.scratchA);lC(t,n,this.scratchB.set(e===`L`?.2:-.2,-.38,.04).applyQuaternion(this.boxer.root.quaternion).add(r))}lockFeet(e,t){for(let n of[`L`,`R`]){let r=this.boxer.bone(`ankle${n}`),i=this.boxer.bone(`knee${n}`),a=this.boxer.bone(`hip${n}`);if(r===null||i===null||a===null)continue;this.boxer.root.updateMatrixWorld(!0);let o=r.getWorldPosition(this.lockAnkle),s=n===`L`?`plantedL`:`plantedR`,c=this[s];if(t||e.is_downed||o.y>this.boxer.metrics.ankleRestY*1.35){this[s]=null;continue}if(c===null){this[s]=o.clone();continue}let l=Math.hypot(o.x-c.x,o.z-c.z);if(l>.11){this[s]=o.clone(),c=this[s];continue}if(l<.008)continue;let u=this.lockPinned.set(c.x,o.y,c.z),d=a.getWorldPosition(this.lockHip),f=this.boxer.metrics.legThigh,p=this.boxer.metrics.legShin,m=this.lockTo.copy(u).sub(d),h=Xl.clamp(m.length(),.15,f+p-.02);m.normalize();let g=(f*f-p*p+h*h)/(2*h),_=Math.sqrt(Math.max(1e-4,f*f-g*g)),v=this.lockPole.set(0,.2,1).applyQuaternion(this.boxer.root.quaternion),y=this.lockBend.copy(v).addScaledVector(m,-v.dot(m));y.lengthSq()<1e-4&&y.set(0,0,1),y.normalize(),lC(a,i,this.lockKnee.copy(d).addScaledVector(m,g).addScaledVector(y,_)),a.updateMatrixWorld(!0),lC(i,r,u)}}dispose(){this.boxer.dispose()}},nC=new X,rC=new X,iC=new X,aC=new X,oC=new Zl,sC=new Zl,cC=new Zl;function lC(e,t,n){if(e.getWorldPosition(nC),t.getWorldPosition(rC),iC.subVectors(rC,nC),aC.subVectors(n,nC),iC.lengthSq()<1e-6||aC.lengthSq()<1e-6||(iC.normalize(),aC.normalize(),iC.dot(aC)>.999999))return;oC.setFromUnitVectors(iC,aC),e.getWorldQuaternion(sC),sC.premultiply(oC);let 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OC(e,t){if(!(!EC(e)||e.action_id===null))return t.find(t=>DC(t)&&t.action_id===e.action_id&&t.actor_id===e.target_id&&t.target_id===e.actor_id)}function kC(e,t){if(!(!DC(e)||e.action_id===null))return t.find(t=>EC(t)&&t.action_id===e.action_id&&t.actor_id===e.target_id&&t.target_id===e.actor_id)}function AC(e,t){return e.map((n,r)=>{let{puncherIndex:i}=TC(n,t),a=t.fighters[i],o=a?.action_key?.split(`:`)??[],s=o.length>=3?`${o[0]}:${o[2]}`:n.detail,c=kC(n,e);if(DC(n))return{event:n,presentationEvent:{...n,detail:c?.detail||s,direction:c?.direction??a?.facing??n.direction,blood:c?.blood??n.blood},presentImpact:!0};if(OC(n,e)!==void 0)return{event:n,presentationEvent:n,presentImpact:!1};if(n.kind===`knockdown`){let t=e.slice(0,r).reverse().find(e=>EC(e)&&e.tick===n.tick&&e.actor_id===n.actor_id&&e.target_id===n.target_id);if(t!==void 0)return{event:n,presentationEvent:{...n,detail:t.detail,direction:t.direction,blood:t.blood,action_id:t.action_id},presentImpact:!0}}return{event:n,presentationEvent:n,presentImpact:!0}})}function jC(e){return e.result===null?e.tick-1:e.tick}function MC(e,t,n,r){if(!wC(e,t,n))return null;let i=Math.abs(e.event_id);if(e.detail.endsWith(`:head`))return i%2==0?`decapitation`:`jaw_dislocation`;let a=r?.action_key?.split(`:`)[1],o=a===`left`?`right`:a===`right`||Math.floor(i/2)%2==0?`left`:`right`;return i%2==0?`dismember_${o}`:`shoulder_${o}`}function NC(){let e=document.createElement(`canvas`);e.width=128,e.height=128;let t=e.getContext(`2d`);if(t!==null){let e=t.createRadialGradient(64,64,8,64,64,62);e.addColorStop(0,`rgba(0,0,0,0.68)`),e.addColorStop(.6,`rgba(0,0,0,0.34)`),e.addColorStop(1,`rgba(0,0,0,0)`),t.fillStyle=e,t.fillRect(0,0,128,128)}return new Dp(e)}var PC={tick_rate:30,ring_half_width:500,ring_half_height:330},FC=class{canvas;simulation;settings;renderer;scene=new id;camera;composer;ring;arena;boxers;referee;refereePosition=new X(.4,0,-2.1);animators;effects;director=new Zb;mapping;buffer=new ws;dedupe=new Ts;hudCanvas;cameraOverride=null;manualClock;blobShadows=[];blobTexture;lights=[];keyLight=null;followSpot=null;sizeCheck=new Y;refereeAway=new X;refereeYaw=0;raf=0;previous=performance.now();players={};viewerId=null;final=null;reconnectMs=0;destroyed=!1;graphs=null;glbLoading=!1;graphsReady=Promise.resolve();headCache=[new X,new X];headCacheValid=[!1,!1];arcadeInjuries=[null,null];observedInjuryDown=[!1,!1];downedPoolAccumulators=[0,0];downedPoolCounts=[0,0];bloodLevel=`full`;pendingContacts=[];onContact=null;onArcadeInjury=null;tmpA=new X;tmpB=new X;tmpHead=new X;tmpHeadQuaternion=new Zl;tmpStump=new X;tmpStumpOffset=new X;tmpStumpQuaternion=new Zl;tmpPart=new X;tmpPartQuaternion=new Zl;constructor(e,t=PC,n,r={}){this.canvas=e,this.simulation=t,this.settings=n,this.manualClock=r.manualClock===!0,this.mapping=rx(t),this.renderer=new Sy({canvas:e,antialias:!0,powerPreference:`high-performance`,preserveDrawingBuffer:r.manualClock===!0}),this.renderer.shadowMap.enabled=!0,this.renderer.shadowMap.type=1,this.renderer.toneMapping=4,this.renderer.toneMappingExposure=.92,this.renderer.setPixelRatio(Math.min(2,window.devicePixelRatio||1)),this.scene.background=new Z(`#04060b`),this.scene.fog=new rd(`#04060b`,.042),this.camera=new yh(38,1,.1,80),this.camera.position.set(0,2.05,7.6),this.camera.lookAt(0,1.1,0),this.setupLights(),this.ring=xC(),this.scene.add(this.ring.group),this.arena=qb(),this.scene.add(this.arena.group),this.effects=new Tx(this.scene),this.boxers=[Qy(ax[0]),Qy(ax[1])],this.animators=[new Hb(this.boxers[0],this.mapping),new Hb(this.boxers[1],this.mapping)],this.boxers[0].root.position.set(-.9,0,0),this.boxers[1].root.position.set(.9,0,0),this.boxers[0].root.rotation.y=Math.PI/2,this.boxers[1].root.rotation.y=-Math.PI/2,this.scene.add(this.boxers[0].root,this.boxers[1].root),this.referee=fb(),this.referee.root.position.copy(this.refereePosition),this.referee.shoulderL.rotation.x=-.42,this.referee.shoulderR.rotation.x=-.42,this.referee.elbowL.rotation.x=-.55,this.referee.elbowR.rotation.x=-.55,this.scene.add(this.referee.root),this.blobTexture=NC();let i=new fm(1,1);for(let e=0;e<3;e+=1){let t=new Q(i,new pf({map:this.blobTexture,transparent:!0,depthWrite:!1}));t.rotation.x=-Math.PI/2,t.position.y=.006+e*4e-4,t.renderOrder=1,this.blobShadows.push(t),this.scene.add(t)}this.composer=new jy(this.renderer),this.composer.addPass(new My(this.scene,this.camera));let a=new Py(new Y(1280,720),.32,.5,.85);this.composer.addPass(a),this.composer.addPass(new Iy),this.hudCanvas=document.createElement(`canvas`),this.hudCanvas.className=`fight-hud`,this.hudCanvas.style.cssText=`position:absolute;inset:0;width:100%;height:100%;pointer-events:none`,e.insertAdjacentElement(`afterend`,this.hudCanvas),this.bloodLevel=n().blood,this.effects.setBloodLevel(this.bloodLevel),this.ensureGraphs(),this.manualClock||(this.raf=requestAnimationFrame(e=>this.draw(e)))}ensureGraphs(){this.glbLoading||this.graphs!==null||new URLSearchParams(window.location.search).get(`procedural`)!==`1`&&(this.glbLoading=!0,this.graphsReady=VS().then(e=>{if(this.destroyed)return;let t=new qS(e,{skin:11563071,gear:1920728}),n=new qS(e,{skin:7225640,gear:12131356});this.graphs=[new tC(t,this.mapping),new tC(n,this.mapping)],this.syncInjuryPresentation(0),this.syncInjuryPresentation(1),this.scene.add(t.root,n.root);for(let e of this.boxers)this.scene.remove(e.root),pb(e)}).catch(e=>{this.glbLoading=!1,console.error(`boxer_glb_load_failed`,e)}))}get ready(){return this.graphsReady}get labRigs(){let e=this.graphs;return e===null?this.boxers.map(e=>e.root):[e[0].boxer.root,e[1].boxer.root]}get labScene(){return this.scene}get labEffects(){return this.effects}labSetCameraOverride(e,t){this.cameraOverride={position:new X(...e),lookAt:new X(...t)}}labFrame(e,t=!0){this.draw(e*1e3,!0,t)}setPlayers(e,t){this.players=e,this.viewerId=t}setFinal(e){this.final=e}setReconnect(e){this.reconnectMs=e}setBloodLevel(e){e!==`full`&&this.bloodLevel===`full`&&this.restoreAllInjuries(),this.bloodLevel=e,e===`off`&&this.downedPoolAccumulators.fill(0),this.effects.setBloodLevel(e)}setReducedMotion(e){e&&(this.restoreAllInjuries(),this.effects.clearDynamic())}syncInjuryPresentation(e){let t=this.arcadeInjuries[e],n=this.graphs;if(n!==null){let r=n[e];r.boxer.setDecapitated(t===`decapitation`),r.boxer.setHandDismembered(`left`,t===`dismember_left`),r.boxer.setHandDismembered(`right`,t===`dismember_right`);let i=t===`jaw_dislocation`?`jaw`:t===`shoulder_left`||t===`shoulder_right`?t:null;r.setArcadeDislocation(i);return}let r=this.boxers[e];r.head.visible=t!==`decapitation`,r.gloveLMesh.visible=t!==`dismember_left`,r.gloveRMesh.visible=t!==`dismember_right`}restoreInjury(e){this.arcadeInjuries[e]!==null&&(this.arcadeInjuries[e]=null,this.observedInjuryDown[e]=!1,this.syncInjuryPresentation(e),this.effects.restoreFighter(e))}restoreAllInjuries(){this.restoreInjury(0),this.restoreInjury(1),this.effects.clearArcadeGore()}headWorldPose(e){let t=this.graphs,n=t===null?this.boxers[e].head:t[e].boxer.bone(`head`);return n===null?null:(t===null?this.boxers[e].root.updateMatrixWorld(!0):t[e].boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.tmpHead),n.getWorldQuaternion(this.tmpHeadQuaternion),this.tmpStumpOffset.set(0,.12,.02).applyQuaternion(this.tmpHeadQuaternion),this.tmpHead.add(this.tmpStumpOffset),{position:this.tmpHead,quaternion:this.tmpHeadQuaternion})}handWorldPose(e,t){let n=this.graphs,r=n===null?t===`left`?this.boxers[e].gloveL:this.boxers[e].gloveR:n[e].boxer.bone(t===`left`?`gloveL`:`gloveR`);return r===null?null:(n===null?this.boxers[e].root.updateMatrixWorld(!0):n[e].boxer.root.updateMatrixWorld(!0),r.getWorldPosition(this.tmpPart),r.getWorldQuaternion(this.tmpPartQuaternion),{position:this.tmpPart,quaternion:this.tmpPartQuaternion})}gearColor(e){let t=this.graphs;return t===null?this.boxers[e].gloveBaseColor.getHex():t[e].boxer.gearBaseColor.getHex()}skinColor(e){let t=this.graphs;return t===null?this.boxers[e].skinMaterial.color.getHex():t[e].boxer.skinBaseColor.getHex()}stumpWorldPose(e){let t=this.graphs,n=t===null?this.boxers[e].head:t[e].boxer.bone(`Neck_012`);return n===null?null:(t===null?this.boxers[e].root.updateMatrixWorld(!0):t[e].boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.tmpStump),n.getWorldQuaternion(this.tmpStumpQuaternion),t===null&&(this.tmpStumpOffset.set(0,-.085,0).applyQuaternion(this.tmpStumpQuaternion),this.tmpStump.add(this.tmpStumpOffset)),{position:this.tmpStump,quaternion:this.tmpStumpQuaternion})}predictAction(e){let t=this.buffer.latest();if(t===null||this.viewerId===null)return;let n=t.fighters.findIndex(e=>e.player_id===this.viewerId);if(n<0)return;let r=this.graphs;r===null?this.animators[n].predict(e,performance.now()/1e3,this.simulation.tick_rate):r[n].predict(e,performance.now()/1e3,this.simulation.tick_rate)}push(e){if(!this.buffer.push(e))return;let t=this.dedupe.accept(e.events);for(let{event:n,presentationEvent:r,presentImpact:i}of AC(t,e)){let t=e.fighters.findIndex(e=>e.player_id===n.target_id),a=e.fighters.findIndex(e=>e.player_id===n.actor_id),{recipientIndex:o,puncherIndex:s}=TC(n,e),c=e.fighters[o]??e.fighters[t]??e.fighters[a]??e.fighters[0];if(this.tmpA.set(this.mapping.x(c.x),0,this.mapping.z(c.y)),[`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`,`knockdown`].includes(n.kind)){let t=s>=0?e.fighters[s]:null;this.pendingContacts.push({event:n,presentationEvent:r,presentImpact:i,contactTick:t?.action_contact_tick??n.tick,recipientIndex:o,puncherIndex:s,injury:MC(n,e.fighters[o],e.result,t??void 0)})}else n.kind===`bleed`&&this.effects.addEvent(n,this.tmpA,this.settings().reducedMotion)}}fireContacts(e){for(let t=0;te){t+=1;continue}this.pendingContacts.splice(t,1);let{event:r,presentationEvent:i,presentImpact:a,recipientIndex:o,puncherIndex:s,injury:c}=n,l=this.buffer.latest()?.fighters[o];a&&l!==void 0&&(this.tmpA.set(this.mapping.x(l.x),0,this.mapping.z(l.y)),this.effects.addEvent(i,this.tmpA,this.settings().reducedMotion));let u=this.settings();if(c!==null&&o>=0&&this.arcadeInjuries[o]===null&&u.blood===`full`&&!u.reducedMotion){let e=this.graphs!==null&&(c===`jaw_dislocation`||c===`shoulder_left`||c===`shoulder_right`);if(c===`decapitation`){let t=this.headWorldPose(o);if(t!==null){this.effects.decapitate(o,t.position,t.quaternion,r.direction,r.event_id,this.skinColor(o));let n=this.stumpWorldPose(o);n!==null&&this.effects.anchorStump(o,n.position,n.quaternion),e=!0}}else if(c===`dismember_left`||c===`dismember_right`){let t=c===`dismember_left`?`left`:`right`,n=this.handWorldPose(o,t);n!==null&&(this.effects.dismemberHand(o,t,n.position,n.quaternion,r.direction,r.event_id,this.gearColor(o)),this.effects.anchorHandStump(o,t,n.position,n.quaternion),e=!0)}e&&(this.arcadeInjuries[o]=c,this.observedInjuryDown[o]=!1,this.syncInjuryPresentation(o),this.onArcadeInjury?.(c,r))}let d=this.graphs;if(a&&o>=0&&[`hit`,`counter_hit`,`block`,`perfect_block`,`knockdown`].includes(r.kind)){let e=r.kind===`block`||r.kind===`perfect_block`,t=i.detail.endsWith(`:body`)?`body`:`head`;d===null?this.animators[o].impact({direction:i.direction,amount:e?r.amount*.35:r.amount,blocked:e,target:t}):d[o].react(e?`block`:`hit`,t,i.direction)}a&&s>=0&&[`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`].includes(r.kind)&&(d===null?this.animators[s].landedHit(r.kind===`block`||r.kind===`perfect_block`):d[s].landedHit(r.kind===`block`||r.kind===`perfect_block`)),this.onContact?.(r)}}setupLights(){let e=new sh(`#5a6a95`,`#0c0e16`,1.2);this.scene.add(e),this.lights.push(e);let t=new Dh(`#3a4468`,1.05);this.scene.add(t),this.lights.push(t);let n=new xh(`#fff4e0`,115,26,.68,.6,1.6);n.position.set(0,7.4,.9),n.target.position.set(0,0,0),n.castShadow=!0,n.shadow.mapSize.set(2048,2048),n.shadow.bias=-4e-4,n.shadow.camera.near=3,n.shadow.camera.far=14,this.keyLight=n,this.scene.add(n,n.target),this.lights.push(n);for(let[e,t,n,r]of[[`#b9cdff`,-6.5,4.4,-5.2],[`#ffd9b9`,6.2,4.1,-5.6],[`#9fb8ff`,-5.4,3.6,6],[`#c9d8ff`,5.8,3.9,5.7]]){let i=new xh(e,105,30,.7,.8,1.8);i.position.set(t,n,r),i.target.position.set(0,1,0),this.scene.add(i,i.target),this.lights.push(i)}let r=new Eh(`#dfe9ff`,.7);r.position.set(0,3.4,-6.5),this.scene.add(r),this.lights.push(r);let i=new xh(`#ffe8d0`,55,22,.34,.75,1.5);i.position.set(0,5.6,5.2),i.target.position.set(0,1,0),this.scene.add(i,i.target),this.lights.push(i),this.followSpot=i}draw(e,t=!1,n=!0){if(this.destroyed)return;let r=t?1/60:Math.min(.05,Math.max(.001,(e-this.previous)/1e3));this.previous=e;let i=this.canvas.clientWidth,a=this.canvas.clientHeight;i>0&&a>0&&(this.renderer.getSize(this.sizeCheck),(this.sizeCheck.x!==i||this.sizeCheck.y!==a)&&(this.renderer.setSize(i,a,!1),this.composer.setSize(i,a),this.camera.aspect=i/a,this.camera.updateProjectionMatrix()));let o=e/1e3,s=this.settings();this.setBloodLevel(s.blood);let c=this.buffer.latest(),l=c===null?0:jC(c),u=c===null?null:this.buffer.sample(l),d=1.8,f=!1;if(u!==null){let[e,t]=u.fighters;for(let[e,t]of u.fighters.entries())this.arcadeInjuries[e]!==null&&(t.is_downed?this.observedInjuryDown[e]=!0:this.observedInjuryDown[e]&&u.result===null&&this.restoreInjury(e));let n=this.graphs;if(n!==null){let i=this.headCacheValid[0]?this.headCache[0]:void 0,a=this.headCacheValid[1]?this.headCache[1]:void 0;n[0].update(e,t,r,o,s.reducedMotion,s.blood,l,a),n[1].update(t,e,r,o,s.reducedMotion,s.blood,l,i);for(let[e,t]of n.entries()){let n=t.boxer.bone(`head`);n!==null&&(t.boxer.root.updateMatrixWorld(!0),n.getWorldPosition(this.headCache[e]),this.headCacheValid[e]=!0)}}else this.animators[0].update(e,t,r,o,s.reducedMotion,s.blood,l),this.animators[1].update(t,e,r,o,s.reducedMotion,s.blood,l);for(let e=0;e.05&&!t.is_downed){this.downedPoolAccumulators[e]=0;let t=e===0?this.tmpA:this.tmpB;this.tmpHead.set(t.x,this.headHeightOf(e),t.z),this.effects.drip(this.tmpHead,n,s.reducedMotion,e)}else if(n>.3&&t.is_downed&&s.blood!==`off`)for(this.effects.stopDrip(e),this.downedPoolAccumulators[e]+=r*.8;this.downedPoolAccumulators[e]>=1;){--this.downedPoolAccumulators[e];let t=this.downedPoolCounts[e];this.downedPoolCounts[e]=t+1;let n=t*2.399963+e*Math.PI,r=.12+t*.618034%1*.24,i=e===0?this.tmpA:this.tmpB;this.effects.pool(i.x+Math.sin(n)*r,i.z+Math.cos(n)*r,.8)}else this.effects.stopDrip(e),this.downedPoolAccumulators[e]=0}}else this.tmpA.set(-.9,0,0),this.tmpB.set(.9,0,0);this.arena.update(o,r,s.reducedMotion),this.effects.update(r),this.updateReferee(r,o,s.reducedMotion),this.updateBlobShadows(),this.fireContacts(l),this.followSpot!==null&&this.followSpot.target.position.set((this.tmpA.x+this.tmpB.x)/2,1,(this.tmpA.z+this.tmpB.z)/2);let p=this.cameraOverride??this.director.update(r,o,{x:this.tmpA.x,z:this.tmpA.z},{x:this.tmpB.x,z:this.tmpB.z},d,f,this.effects.shakeAmount,s.reducedMotion);this.camera.position.copy(p.position),this.camera.lookAt(p.lookAt),n&&(this.composer.render(),this.drawHudOverlay(u)),!this.destroyed&&!this.manualClock&&(this.raf=requestAnimationFrame(e=>this.draw(e)))}headHeightOf(e){let t=this.graphs;return t===null?1.56:t[e].boxer.metrics.headRestY+.04}updateBlobShadows(){let e=[this.tmpA,this.tmpB,this.refereePosition];for(let[t,n]of this.blobShadows.entries()){let r=e[t];n.position.x=r.x,n.position.z=r.z;let i=t<2&&this.buffer.latest()?.fighters[t]?.is_downed===!0;n.scale.set(i?2.1:1.25,i?.9:.85,1)}}updateReferee(e,t,n){let r=(this.tmpA.x+this.tmpB.x)/2,i=(this.tmpA.z+this.tmpB.z)/2,a=this.refereeAway.set(this.refereePosition.x-r,0,this.refereePosition.z-i);a.lengthSq()<.01&&a.set(0,0,-1),a.normalize();let o=Xl.clamp(r+a.x*2.05,-2.4,2.4),s=Xl.clamp(i+a.z*2.05,-2.4,2.4),c=1-Math.exp(-1.6*e);this.refereePosition.x+=(o-this.refereePosition.x)*c,this.refereePosition.z+=(s-this.refereePosition.z)*c;for(let e of[this.tmpA,this.tmpB]){let t=this.refereePosition.x-e.x,n=this.refereePosition.z-e.z,r=Math.hypot(t,n);r<1.45&&r>.001&&(this.refereePosition.x=e.x+t/r*1.45,this.refereePosition.z=e.z+n/r*1.45)}this.referee.root.position.set(this.refereePosition.x,0,this.refereePosition.z);let l=((Math.atan2(r-this.refereePosition.x,i-this.refereePosition.z)-this.refereeYaw+Math.PI)%(Math.PI*2)+Math.PI*2)%(Math.PI*2)-Math.PI;this.refereeYaw+=l*(1-Math.exp(-3*e)),this.referee.root.rotation.y=this.refereeYaw,this.referee.hips.position.y=.98+(n?0:Math.sin(t*1.7)*.006)}drawHudOverlay(e){let t=CC(this.hudCanvas);if(t===null)return;let{context:n,viewport:r}=t;if(n.clearRect(0,0,r.width,r.height),e===null)return;let i=Math.max(...e.fighters.map(e=>e.trauma.head+e.trauma.body));if(i>350){let e=n.createRadialGradient(r.width/2,r.height/2,r.width*.2,r.width/2,r.height/2,r.width*.72);e.addColorStop(0,`rgba(90,0,8,0)`),e.addColorStop(1,`rgba(75,0,8,${Math.min(.3,i/4600)})`),n.fillStyle=e,n.fillRect(0,0,r.width,r.height)}_C(n,r.width,r.height,e,this.players,this.viewerId,this.final,this.reconnectMs,this.simulation.tick_rate)}destroy(){if(!this.destroyed){this.destroyed=!0,cancelAnimationFrame(this.raf),this.raf=0,this.buffer.clear(),this.dedupe.reset(),this.pendingContacts.length=0,this.effects.dispose(),this.arena.dispose(),SC(this.ring);for(let e of this.boxers)this.scene.remove(e.root),pb(e);if(this.graphs!==null){for(let e of this.graphs)this.scene.remove(e.boxer.root),e.dispose();this.graphs=null}this.scene.remove(this.referee.root),pb(this.referee);for(let e of this.lights)this.scene.remove(e);this.keyLight?.shadow.map?.dispose(),this.keyLight?.shadow.dispose(),this.renderer.renderLists.dispose(),this.composer.dispose(),this.renderer.dispose(),this.blobTexture.dispose();for(let e of this.blobShadows)this.scene.remove(e),e.geometry.dispose(),e.material.dispose();this.hudCanvas.remove()}}},IC=`hands.preferences.v1`,LC={length:0,clear:()=>void 0,getItem:()=>null,key:()=>null,removeItem:()=>void 0,setItem:()=>void 0},RC=()=>{try{return window.localStorage}catch{return LC}},zC=()=>({volume:.7,haptics:!0,reducedMotion:window.matchMedia?.(`(prefers-reduced-motion: reduce)`).matches??!1,blood:`full`});function BC(e=RC()){let t=zC();try{let n=JSON.parse(e.getItem(IC)??`null`);if(typeof n!=`object`||!n||Array.isArray(n))return t;let r=n;return{volume:typeof r.volume==`number`&&Number.isFinite(r.volume)?Math.max(0,Math.min(1,r.volume)):t.volume,haptics:typeof r.haptics==`boolean`?r.haptics:t.haptics,reducedMotion:typeof r.reducedMotion==`boolean`?r.reducedMotion:t.reducedMotion,blood:r.blood===`reduced`||r.blood===`off`||r.blood===`full`?r.blood:t.blood}}catch{return t}}function VC(e,t=RC()){try{t.setItem(IC,JSON.stringify({volume:Math.max(0,Math.min(1,e.volume)),haptics:e.haptics,reducedMotion:e.reducedMotion,blood:e.blood}))}catch{}}var HC=class{value;listeners=new Set;constructor(e=RC()){this.storage=e,this.value=BC(e)}storage;get current(){return this.value}update(e){this.value={...this.value,...e},VC(this.value,this.storage);for(let e of this.listeners)e(this.value)}subscribe(e){return this.listeners.add(e),()=>this.listeners.delete(e)}destroy(){this.listeners.clear()}},UC={stage:`bootstrapping`,player:null,playerId:null,role:null,players:{},simulation:null,snapshot:null,final:null,serverTick:0,nextSequence:0,reconnectMs:0,safeError:null},WC=e=>Object.fromEntries(e.map(e=>[e.id,e]));function GC(e,t){if(t.type===`bootstrap`)return{...e,stage:`authorizing`,simulation:t.simulation,safeError:null};if(t.type===`authorized`)return{...e,stage:`connecting`,player:t.player,safeError:null};if(t.type===`connecting`)return{...e,stage:`connecting`};if(t.type===`reconnect-tick`)return{...e,stage:`paused`,reconnectMs:Math.max(0,t.remainingMs)};if(t.type===`fatal`)return{...e,stage:`fatal`,safeError:t.code,reconnectMs:0};let n=t.message;switch(n.type){case`welcome`:return{...e,playerId:n.role===`fighter`?n.player_id:null,role:n.role,players:WC(n.players),serverTick:n.server_tick,nextSequence:n.role===`fighter`?n.next_sequence:0,safeError:null};case`ticket`:return e;case`waiting`:return{...e,stage:`waiting`};case`ready`:return{...e,stage:e.snapshot?.phase??`countdown`,players:WC(n.players)};case`paused`:return{...e,stage:`paused`,reconnectMs:n.grace_ms};case`resumed`:return{...e,stage:e.snapshot?.phase??`countdown`,reconnectMs:0};case`snapshot`:return{...e,stage:n.payload.phase,snapshot:n.payload,serverTick:Math.max(e.serverTick,n.payload.tick)};case`final`:return{...e,stage:`complete`,final:n,reconnectMs:0};case`error`:return{...e,stage:`fatal`,safeError:n.code,reconnectMs:0}}}var KC=new Set([`hit`,`counter_hit`,`block`,`perfect_block`,`guard_break`,`knockdown`]),qC=class{root;reloadPage;state=UC;settings=new HC;input=new xs;audio=new i(()=>this.settings.current);haptics=new as(()=>this.settings.current);feedbackEvents=new Ts;renderer=null;network=null;session=null;abort=new AbortController;destroyed=!1;generation=0;reloadOnRetry=!1;canvas;status;roleIndicator;controlsButton;controlsPanel;retry;fightSummary;liveFightStatus;finalSummary;constructor(e,t=()=>window.location.reload()){this.root=e,this.reloadPage=t,e.innerHTML=`
HANDSauthoritative two-player boxing

`,this.canvas=e.querySelector(`canvas`),this.status=e.querySelector(`[data-status]`),this.roleIndicator=e.querySelector(`[data-role]`),this.controlsButton=e.querySelector(`[data-controls]`),this.controlsPanel=e.querySelector(`[data-controls-panel]`),this.retry=e.querySelector(`[data-retry]`),this.fightSummary=e.querySelector(`[data-fight-summary]`),this.liveFightStatus=e.querySelector(`[data-fight-status]`),this.finalSummary=e.querySelector(`[data-final]`),this.retry.addEventListener(`click`,this.onRetry),this.bindPanels(),this.syncSettings()}start(){this.authorize()}resetForAuthorization(){this.reloadOnRetry=!1,this.network?.dispose(),this.network=null,this.session?.destroy(),this.session=null,this.renderer?.destroy(),this.renderer=null,this.abort.abort(),this.abort=new AbortController,this.state=UC,this.feedbackEvents.reset(),this.input.setActive(!1),this.input.reset(),this.finalSummary.textContent=``,this.fightSummary.textContent=``,this.liveFightStatus.textContent=``}async authorize(){let e=++this.generation;this.resetForAuthorization(),this.dispatch({type:`connecting`}),this.setText(this.status,`Securing Discord Activity session…`),this.retry.hidden=!0;try{let t=await rs(this.abort.signal);if(this.destroyed||e!==this.generation){t.destroy();return}this.session=t,this.dispatch({type:`bootstrap`,simulation:t.bootstrap.simulation}),this.dispatch({type:`authorized`,player:t.player}),this.renderer=new FC(this.canvas,t.bootstrap.simulation,()=>this.settings.current),this.renderer.onContact=e=>{this.audio.event(e),this.haptics.event(e)},this.renderer.onArcadeInjury=e=>this.audio.injury(e),this.input.onAction(e=>this.renderer?.predictAction?.(e));let n=t.takeTicket();if(n===null)throw Error(`ticket_unavailable`);let r=new ks(n,()=>this.input.frame(),{onMessage:e=>this.receive(e),onReconnect:e=>{this.dispatch({type:`reconnect-tick`,remainingMs:e}),this.renderer?.setReconnect(e),this.renderState()},onFatal:e=>this.fail(e),onFreshAuth:()=>{e===this.generation&&this.authorize()}});this.network=r,r.start(),this.setText(this.status,`Connecting to the ring…`)}catch(t){!this.abort.signal.aborted&&e===this.generation&&(this.reloadOnRetry=t instanceof M&&t.reloadRequired,this.fail(ge(t)))}}receive(e){if(e.type===`error`){this.fail(e.code);return}this.dispatch({type:`message`,message:e}),e.type===`snapshot`&&this.receiveSnapshot(e.payload),e.type===`final`&&(this.renderer?.setFinal(e),this.audio.result(e)),this.renderer?.setPlayers(this.state.players,this.state.playerId),this.renderer?.setReconnect(this.state.reconnectMs),this.renderState()}receiveSnapshot(e){this.renderer?.push(e);let t=e.fighters.find(e=>e.player_id===this.state.playerId);this.input.setKnockdown(t?.is_downed===!0),t!==void 0&&this.audio.snapshot(e.tick,t.stamina,t.maximum_stamina,t.trauma.head+t.trauma.body);for(let t of this.feedbackEvents.accept(e.events))KC.has(t.kind)||(this.audio.event(t),this.haptics.event(t))}dispatch(e){this.state=GC(this.state,e)}setText(e,t){e.textContent!==t&&(e.textContent=t)}renderState(){let e={bootstrapping:`Loading…`,authorizing:`Authorizing with Discord…`,connecting:`Connecting securely…`,waiting:`Waiting for one opponent to use Play now in this channel.`,countdown:`Bout countdown.`,fight:`Round ${this.state.snapshot?.round_number??1} in progress.`,knockdown:`Knockdown count ${this.state.snapshot?.fighters.find(e=>e.player_id===this.state.playerId)?.get_up_count??0}.`,foul_recovery:`Foul recovery in progress.`,rest:`Between-round rest.`,paused:`Connection paused. ${Math.ceil(this.state.reconnectMs/1e3)} seconds remain.`,complete:`Bout complete. Scorecards and rating changes are displayed.`,fatal:`Unable to continue (${this.state.safeError??`safe_error`}).`},t=this.state.role===`spectator`;this.setText(this.status,t?`Spectating — ${e[this.state.stage]}`:e[this.state.stage]),this.roleIndicator.hidden=!t,this.controlsButton.hidden=t,t&&(this.controlsPanel.hidden=!0,this.controlsButton.setAttribute(`aria-expanded`,`false`));let n=this.state.snapshot?.fighters.find(e=>e.player_id===this.state.playerId),r=t?`Spectating. ${e[this.state.stage]}`:this.state.stage===`knockdown`&&n?.is_downed===!0?`Knockdown. Count ${n.get_up_count}. ${n.get_up_prompt===null?`Wait for your private rhythm instruction.`:`Press ${n.get_up_prompt===`get_up_left`?`left`:`right`} now.`}`:this.state.stage===`paused`?`Connection paused.`:e[this.state.stage];this.setText(this.liveFightStatus,r),this.retry.hidden=this.state.stage!==`fatal`;let i=!t&&[`countdown`,`fight`,`knockdown`,`foul_recovery`].includes(this.state.stage);if(this.input.setActive(i),this.network?.setActive(i),this.renderFightSummary(),this.state.final!==null){let e=this.state.final;this.setText(this.finalSummary,`${e.method.replaceAll(`_`,` `)}. ${e.winner_id===null?`Draw`:`${this.state.players[e.winner_id]?.name??`Winner`} wins`}. Scorecards: ${e.scorecards.map(e=>`${e.judge}: ${e.player_one.reduce((e,t)=>e+t,0)} to ${e.player_two.reduce((e,t)=>e+t,0)}`).join(`; `)}. Ratings: ${Object.entries(e.ratings).map(([e,t])=>`${this.state.players[e]?.name??`fighter`} ${t.before} to ${t.after}`).join(`; `)}.`)}}renderFightSummary(){let e=this.state.snapshot;if(e===null)return;let t=this.state.simulation?.tick_rate??30,n=Math.floor(e.phase_ticks_remaining/t),r=`${Math.floor(n/60)}:${String(n%60).padStart(2,`0`)}`,i=e.fighters.map(e=>{let t=this.state.players[e.player_id];return`${t?.name??`Fighter`}, ELO ${t?.rating??`unknown`}, stamina ${Math.round(e.stamina)} of ${Math.round(e.maximum_stamina)}, guard ${Math.round(e.guard)}, poise ${Math.round(e.poise)}, conditioning ${Math.round(e.conditioning)}, ${e.warnings} warnings, ${e.knockdowns} knockdowns`}),a=e.fighters.find(e=>e.player_id===this.state.playerId),o=a?.is_downed===!0?a.get_up_prompt===null?`You are down. Count ${a.get_up_count}. Wait for your private rhythm instruction.`:`You are down. Count ${a.get_up_count}. Press ${a.get_up_prompt===`get_up_left`?`left`:`right`} now. Get-up progress ${a.get_up_meter} of ${a.get_up_required}.`:``;this.setText(this.fightSummary,`Round ${e.round_number}. ${e.phase.replace(`_`,` `)}. Clock ${r}. ${i.join(`. `)}. ${o}`.trim())}onRetry=()=>{if(this.reloadOnRetry){this.reloadPage();return}this.authorize()};bindPanels(){let e=(e,t)=>{let n=this.root.querySelector(e),r=this.root.querySelector(t);n.addEventListener(`click`,()=>{r.hidden=!r.hidden,n.setAttribute(`aria-expanded`,String(!r.hidden))})};e(`[data-controls]`,`[data-controls-panel]`),e(`[data-settings]`,`[data-settings-panel]`),this.root.querySelector(`[data-volume]`).addEventListener(`input`,e=>{this.settings.update({volume:Number(e.target.value)}),this.audio.setVolume()}),this.root.querySelector(`[data-haptics]`).addEventListener(`change`,e=>{this.settings.update({haptics:e.target.checked})}),this.root.querySelector(`[data-motion]`).addEventListener(`change`,e=>{let t=e.target.checked;this.settings.update({reducedMotion:t}),this.renderer?.setReducedMotion(t)}),this.root.querySelector(`[data-blood]`).addEventListener(`change`,e=>{let t=e.target.value;this.settings.update({blood:t}),this.renderer?.setBloodLevel(t)})}syncSettings(){let e=this.settings.current;this.root.querySelector(`[data-volume]`).value=String(e.volume),this.root.querySelector(`[data-haptics]`).checked=e.haptics,this.root.querySelector(`[data-motion]`).checked=e.reducedMotion,this.root.querySelector(`[data-blood]`).value=e.blood}fail(e){this.dispatch({type:`fatal`,code:e}),this.network?.dispose(),this.network=null,this.session?.destroy(),this.session=null,this.renderer?.destroy(),this.renderer=null,this.input.setActive(!1),this.input.reset(),this.renderState()}destroy(){this.destroyed||(this.destroyed=!0,this.generation+=1,this.abort.abort(),this.network?.dispose(),this.session?.destroy(),this.renderer?.destroy(),this.input.destroy(),this.audio.destroy(),this.settings.destroy(),this.retry.removeEventListener(`click`,this.onRetry),this.root.replaceChildren())}},JC={format:1,trajectories:{"jab:left":{frames:17,left:[[.0942,1.4223,.3613],[.0967,1.4177,.3324],[.0398,1.441,.3639],[-.1348,1.5475,.524],[-.2507,1.6353,.5954],[-.2682,1.6476,.6082],[-.2776,1.6528,.6178],[-.2733,1.6412,.6296],[-.1817,1.5599,.6053],[-.036,1.4652,.5223],[.0546,1.4205,.449],[.0876,1.4112,.4123],[.1011,1.4108,.3928],[.1072,1.4126,.3818],[.1108,1.4139,.3749],[.1132,1.4148,.3704],[.1149,1.4153,.3675]],right:[[-.1193,1.5038,.0233],[-.1184,1.5043,.0238],[-.118,1.5048,.0366],[-.1191,1.5051,.0769],[-.1205,1.5049,.1214],[-.1212,1.5046,.1509],[-.1215,1.5043,.1704],[-.1209,1.5044,.1732],[-.119,1.5052,.153],[-.1163,1.5064,.1184],[-.1141,1.5074,.088],[-.1127,1.5082,.0679],[-.1117,1.5088,.0547],[-.111,1.5092,.046],[-.1105,1.5096,.0403],[-.1102,1.51,.0365],[-.1101,1.5103,.034]]},"jab:right":{frames:17,left:[[.0942,1.4223,.3613],[.0958,1.4223,.3616],[.1036,1.4185,.3731],[.1245,1.406,.4087],[.1466,1.3915,.4465],[.1605,1.3815,.4705],[.1695,1.3743,.4858],[.1705,1.3724,.4877],[.1606,1.3778,.471],[.1445,1.3882,.4421],[.1315,1.3978,.4158],[.1241,1.4044,.398],[.12,1.4089,.3861],[.118,1.4118,.3782],[.1171,1.4137,.3728],[.1169,1.4148,.3693],[.117,1.4153,.3668]],right:[[-.1193,1.5038,.0233],[-.1192,1.4998,-.0054],[-.1387,1.5292,.0233],[-.1976,1.6418,.1941],[-.2457,1.7397,.3191],[-.2577,1.7698,.3881],[-.2595,1.7782,.4281],[-.2461,1.7489,.4101],[-.2079,1.6729,.3173],[-.1567,1.583,.1987],[-.1251,1.5313,.1185],[-.1148,1.5156,.0809],[-.1115,1.511,.0609],[-.1106,1.5101,.0494],[-.1101,1.51,.0422],[-.1099,1.5101,.0376],[-.1099,1.5103,.0347]]},"straight:left":{frames:22,left:[[.0942,1.4223,.3613],[.0963,1.4212,.3445],[.0993,1.4191,.3028],[.0944,1.4209,.2671],[-.0231,1.4673,.3798],[-.2208,1.5723,.5354],[-.3458,1.6496,.5867],[-.3761,1.6642,.5956],[-.3926,1.6722,.6026],[-.3982,1.6709,.6096],[-.3744,1.641,.6145],[-.3078,1.5825,.6032],[-.2166,1.5191,.5757],[-.1112,1.4631,.5302],[-.0124,1.4247,.4737],[.0522,1.4087,.4272],[.082,1.407,.4016],[.0974,1.4084,.3867],[.1058,1.4103,.3778],[.111,1.4115,.3721],[.1141,1.4121,.3683],[.116,1.4124,.3658]],right:[[-.0956,1.5447,-.0235],[-.0946,1.5446,-.0232],[-.0937,1.5445,-.0229],[-.0927,1.5445,-.0214],[-.0911,1.5458,-.0029],[-.0891,1.5481,.0338],[-.0877,1.5498,.0713],[-.0873,1.5505,.0968],[-.0873,1.5507,.1139],[-.0874,1.5505,.1222],[-.0873,1.5502,.1195],[-.087,1.5498,.1067],[-.0864,1.5491,.0863],[-.0857,1.548,.062],[-.0849,1.5468,.038],[-.0843,1.5457,.0189],[-.0838,1.5449,.0061],[-.0834,1.5444,-.0026],[-.1004,1.525,.019],[-.1067,1.5169,.0275],[-.1092,1.5136,.0303],[-.1105,1.5123,.0309]]},"straight:right":{frames:22,left:[[.0542,1.4709,.2863],[.0551,1.4709,.2866],[.0559,1.4709,.2869],[.0587,1.4706,.2884],[.088,1.4653,.3053],[.1424,1.4552,.3312],[.1921,1.4461,.349],[.2214,1.4401,.3583],[.2391,1.436,.364],[.2462,1.4335,.3678],[.2408,1.433,.3699],[.2232,1.4348,.3692],[.1956,1.4389,.3642],[.1623,1.4448,.3538],[.1294,1.4515,.3393],[.1044,1.4573,.3248],[.0892,1.4616,.3139],[.08,1.4647,.3061],[.1074,1.4342,.3397],[.1161,1.4216,.3544],[.1189,1.4164,.3601],[.1196,1.4142,.3619]],right:[[-.1193,1.5038,.0233],[-.1188,1.5031,.0068],[-.1191,1.5015,-.0345],[-.1225,1.5052,-.0706],[-.1598,1.5613,.0401],[-.2177,1.6658,.2407],[-.2279,1.7305,.4246],[-.2046,1.7431,.5193],[-.1805,1.7415,.5685],[-.1657,1.7287,.5766],[-.1636,1.7026,.5355],[-.1656,1.6672,.4536],[-.1603,1.625,.3484],[-.1437,1.58,.2421],[-.1235,1.5409,.1546],[-.1116,1.5191,.0997],[-.1086,1.5126,.072],[-.1084,1.511,.0562],[-.1089,1.5108,.0467],[-.1095,1.5109,.0405],[-.11,1.5111,.0366],[-.1105,1.5112,.034]]},"hook:left":{frames:26,left:[[.0942,1.4223,.3613],[.0961,1.4216,.3518],[.0986,1.42,.3255],[.0889,1.4287,.3037],[.0262,1.4916,.3585],[-.0506,1.5948,.455],[-.0973,1.663,.5249],[-.1545,1.6699,.5256],[-.2359,1.6689,.4686],[-.2913,1.6635,.4077],[-.3067,1.6615,.3867],[-.3098,1.6583,.383],[-.3067,1.6487,.3889],[-.2977,1.6311,.4025],[-.2808,1.6048,.4243],[-.2189,1.5553,.4335],[-.1331,1.5034,.4296],[-.0439,1.4608,.4155],[.0327,1.4319,.3944],[.0792,1.4183,.3773],[.099,1.4145,.3693],[.1083,1.4133,.3655],[.1129,1.413,.3636],[.1155,1.4125,.3624],[.1168,1.412,.3616],[.1175,1.4115,.361]],right:[[-.0854,1.5604,-.0317],[-.0844,1.5604,-.0314],[-.0835,1.5603,-.0311],[-.0812,1.560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HANDS LABloading replay…
@@ -4327,7 +4327,7 @@ void main() { -
`,this.canvas=e.querySelector(`canvas`),this.statusEl=e.querySelector(`[data-lab-status]`),this.metricsEl=e.querySelector(`[data-lab-metrics]`),this.bindControls()}async start(){let e=new URLSearchParams(window.location.search),t=e.get(`replay`)??`golden`,n=await fetch(`/replays/${t}.json`);if(n.ok||(n=await fetch(`/hands/replays/${t}.json`)),!n.ok)throw Error(`replay_load_failed:${n.status}`);this.replay=await n.json(),await NS(),this.renderer=new hC(this.canvas,{tick_rate:this.replay.tick_rate,ring_half_width:500,ring_half_height:330},()=>({volume:0,haptics:!1,reducedMotion:!1,blood:`full`}),{manualClock:!0});let r=Object.fromEntries(this.replay.ticks[0].snapshot.payload.fighters.map(e=>[e.player_id,{id:e.player_id,name:e.player_id===`one`?`Azure Vector`:`Crimson Geometry`,avatar:null,rating:1500,connected:!0}]));this.renderer.setPlayers(r,`one`),this.buildOverlays();let i=e.get(`tick`);if(e.get(`metrics`)===`1`){await this.renderer.ready,this.exportMetrics(),this.setStatus(`metrics done`);return}if(i!==null){let t=Number(i);await this.renderer.ready,this.seek(t);let n=kC[e.get(`camera`)??``]??kC.broadcast;this.renderer.labSetCameraOverride(n.position,n.lookAt),this.overlays.skeleton=e.get(`skeleton`)===`1`,this.overlays.hurtbox=e.get(`hurtbox`)===`1`,this.overlays.hitbox=e.get(`hitbox`)===`1`,this.syncOverlayVisibility(),this.renderCurrentTick(),window.__labDebug={roots:this.renderer.labRigs.map(e=>e.position.toArray().map(e=>Number(e.toFixed(3)))),heads:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(CS.head??`head`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))}),gloves:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(CS.gloveL??`gloveL`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))}),material:(()=>{let e=null;return this.renderer.labRigs[0]?.traverse(t=>{if(e===null&&t instanceof Ff){let n=t.material;e={colorHex:n.color.getHexString(),hasMap:n.map!==null,mapImage:n.map?.image?.width??`none`,mapVersion:n.map?.version,clearcoat:n.clearcoat,opacity:n.opacity}}}),e})()},this.setStatus(`filmstrip tick ${t}`);return}this.playing=!0;let a=()=>{this.destroyed||(this.advance(),this.raf=requestAnimationFrame(a))};this.raf=requestAnimationFrame(a)}bindControls(){this.root.querySelector(`[data-lab='play']`).addEventListener(`click`,e=>{this.playing=!this.playing,e.target.textContent=this.playing?`Pause`:`Play`}),this.root.querySelector(`[data-lab='step']`).addEventListener(`click`,()=>{this.playing=!1,this.root.querySelector(`[data-lab='play']`).textContent=`Play`,this.virtualTick=Math.min(this.virtualTick+1,(this.replay?.ticks.length??1)-1),this.pushUpTo(this.virtualTick),this.renderCurrentTick()}),this.root.querySelector(`[data-lab='speed']`).addEventListener(`change`,e=>{this.speed=Number(e.target.value)}),this.root.querySelector(`[data-lab='camera']`).addEventListener(`change`,e=>{let t=kC[e.target.value];this.renderer?.labSetCameraOverride(t.position,t.lookAt)});for(let e of[`skeleton`,`hurtbox`,`hitbox`])this.root.querySelector(`[data-lab='${e}']`).addEventListener(`change`,t=>{this.overlays[e]=t.target.checked,this.syncOverlayVisibility()});this.root.querySelector(`[data-lab='latency']`).addEventListener(`change`,e=>{this.latencyMs=Math.max(0,Math.min(500,Number(e.target.value)))}),this.root.querySelector(`[data-lab='metrics']`).addEventListener(`click`,()=>this.exportMetrics())}advance(){if(!this.playing||this.replay===null)return;let e=this.replay.ticks.length-1;if(!(this.virtualTick>=e)){for(this.carry+=this.speed;this.carry>=1&&this.virtualTick0?this.pendingQueue.push({at:performance.now()+this.latencyMs,tick:t}):this.renderer?.push(t.snapshot.payload))}drainLatencyQueue(){let e=performance.now();for(let t=this.pendingQueue.length-1;t>=0;--t){let n=this.pendingQueue[t];n.at<=e&&(this.renderer?.push(n.tick.snapshot.payload),this.pendingQueue.splice(t,1))}}seek(e,t=!0){if(this.replay===null||this.renderer===null)return;let n=Math.max(0,Math.min(e,this.replay.ticks.length-1));for(let e=0;e<=n;e+=1)this.renderer.push(this.replay.ticks[e].snapshot.payload),e>=n-15&&this.renderer.labEffects.update(1/30);this.virtualTick=n,this.renderOnSeek=t}renderOnSeek=!0;renderCurrentTick(e){if(this.replay===null||this.renderer===null)return;this.drainLatencyQueue(),this.renderer.labFrame(this.virtualTick/this.replay.tick_rate,e??this.renderOnSeek),this.renderer.labFrame((this.virtualTick+.5)/this.replay.tick_rate,e??this.renderOnSeek),this.updateOverlays(),this.updateTrajectory();let t=this.replay.ticks[this.virtualTick]?.snapshot.payload.phase??``;this.setStatus(`tick ${this.virtualTick}/${this.replay.ticks.length-1} · ${t} · ${this.speed}×`)}buildOverlays(){let e=this.renderer;if(e===null)return;let t=new ip({color:8257448,depthTest:!1,transparent:!0,opacity:.9});for(let n of e.labRigs){let r=new Zd;r.setAttribute(`position`,new Id(new Float32Array(AC.length*6),3));let i=new gp(r,t);i.frustumCulled=!1,i.renderOrder=20,e.labScene.add(i),this.skeletonLines.push(i);let a=new Q(new jp(.13,.16,4,8),new ff({color:16735581,wireframe:!0,transparent:!0,opacity:.85,depthTest:!1}));a.renderOrder=21,a.position.y=.12,(n.getObjectByName(CS.head??`head`)??n).add(a),this.hurtboxMeshes.push(a);let o=new Q(new jp(.21,.34,4,8),new ff({color:16758877,wireframe:!0,transparent:!0,opacity:.7,depthTest:!1}));o.renderOrder=21,o.position.y=.16,(n.getObjectByName(CS.chest??`chest`)??n).add(o),this.hurtboxMeshes.push(o);for(let e of[`gloveL`,`gloveR`]){let t=new Q(new mm(.11,10,8),new ff({color:6141183,wireframe:!0,transparent:!0,opacity:.85,depthTest:!1}));t.renderOrder=22,(n.getObjectByName(CS[e]??e)??n).add(t),this.hitboxMeshes.push(t)}}this.syncOverlayVisibility()}syncOverlayVisibility(){for(let e of this.skeletonLines)e.visible=this.overlays.skeleton;for(let e of this.hurtboxMeshes)e.visible=this.overlays.hurtbox;for(let e of this.hitboxMeshes)e.visible=this.overlays.hitbox;this.updateTrajectory()}updateTrajectory(){if(this.trajectoryLine!==null&&(this.trajectoryLine.removeFromParent(),this.trajectoryLine.geometry.dispose(),this.trajectoryLine.material.dispose(),this.trajectoryLine=null),!this.overlays.hitbox||this.replay===null||this.renderer===null)return;let e=this.replay.ticks[this.virtualTick]?.snapshot.payload.fighters[0]?.action_key;if(e==null)return;let t=e.split(`:`),n=OC.trajectories[`${t[0]}:${t[1]}`];if(n===void 0)return;let r=this.renderer.labRigs[0],i=r.children[0]??r;i.updateMatrixWorld(!0);let a=(t[1]===`right`?n.right:n.left).map(e=>i.localToWorld(new X(e[0]??0,e[1]??0,e[2]??0)));if(a.length<2)return;let o=new Zd().setFromPoints(a);this.trajectoryLine=new fp(o,new ip({color:6141183,transparent:!0,opacity:.75,depthTest:!1})),this.trajectoryLine.renderOrder=23,this.trajectoryLine.frustumCulled=!1,this.renderer.labScene.add(this.trajectoryLine)}updateOverlays(){let e=this.renderer;if(e!==null)for(let[t,n]of e.labRigs.entries()){let e=this.skeletonLines[t];if(e===void 0||!e.visible)continue;let r=e.geometry.getAttribute(`position`),i=new X,a=new X;AC.forEach(([e,t],o)=>{let s=n.getObjectByName(e),c=n.getObjectByName(t);s===void 0||c===void 0||(s.getWorldPosition(i),c.getWorldPosition(a),r.setXYZ(o*2,i.x,i.y,i.z),r.setXYZ(o*2+1,a.x,a.y,a.z))}),r.needsUpdate=!0}}jointWorld(e,t){let n=(this.renderer?.labRigs[e])?.getObjectByName(CS[t]??t);return n==null?null:n.getWorldPosition(new X)}exportMetrics(){if(this.replay===null)return;let e={contactAlignment:[],maxRootStepMeters:0,footSlideMeters:0,phaseDriftTicks:0};for(let t of this.replay.ticks){let n=t.snapshot.payload.events.find(e=>[`hit`,`counter_hit`,`block`].includes(e.kind)),r=t.snapshot.payload.fighters[0].action_hand;if(n===void 0||r===null)continue;let i=Math.min(t.tick+1,this.replay.ticks.length-1);this.seek(i,!1),this.renderCurrentTick(!1);let a=this.jointWorld(0,r===`left`?`gloveL`:`gloveR`),o=this.jointWorld(1,`head`),s=this.jointWorld(1,`chest`);a!==null&&o!==null&&s!==null&&e.contactAlignment.push({tick:t.tick,kind:n.kind,gloveToHeadMeters:Number(Math.max(0,a.distanceTo(o)-By.head.radius).toFixed(4)),gloveToTorsoMeters:Number(Math.max(0,a.distanceTo(s)-By.torso.radius).toFixed(4))})}this.seek(0,!1);let t=null,n=null;for(let r of this.replay.ticks){this.seek(r.tick,!1),this.renderCurrentTick(!1);let i=this.renderer.labRigs[0].position.x;n!==null&&(e.maxRootStepMeters=Math.max(e.maxRootStepMeters,Math.abs(i-n))),n=i;let a=r.snapshot.payload.fighters[0],o=Math.hypot(a.velocity_x,a.velocity_y),s=this.replay.ticks.slice(Math.max(0,r.tick-30),r.tick+1).some(e=>e.snapshot.payload.fighters[0].is_downed);if(o===0&&!a.is_downed&&!s&&r.snapshot.payload.phase===`fight`){let n=[this.jointWorld(0,`ankleL`),this.jointWorld(0,`ankleR`)].filter(e=>e!==null);t!==null&&n.length===2&&(e.footSlideMeters=Math.max(e.footSlideMeters,Number(Math.max(n[0].distanceTo(t[0]),n[1].distanceTo(t[1])).toFixed(4)))),t=n}else t=null}this.metricsEl.textContent=` contacts: ${e.contactAlignment.map(e=>`${e.kind}@t${e.tick} glove-head ${e.gloveToHeadMeters}m`).join(` · `)} · max root step ${e.maxRootStepMeters.toFixed(3)}m · foot slide ${e.footSlideMeters}m`,window.__labDebug={roots:this.renderer.labRigs.map(e=>e.position.toArray().map(e=>Number(e.toFixed(3)))),graphsActive:this.renderer.graphs!==null,heads:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(CS.head??`head`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))})};let r=new Blob([JSON.stringify(e,null,1)],{type:`application/json`}),i=document.createElement(`a`);i.href=URL.createObjectURL(r),i.download=`hands-lab-metrics.json`,i.click(),URL.revokeObjectURL(i.href)}setStatus(e){this.statusEl.textContent!==e&&(this.statusEl.textContent=e)}destroy(){this.destroyed||(this.destroyed=!0,cancelAnimationFrame(this.raf),this.renderer?.destroy(),this.root.replaceChildren())}};function MC(e){let t=new jC(e);return t.start().catch(t=>{e.querySelector(`[data-lab-status]`).textContent=`lab failed: ${String(t)}`}),()=>t.destroy()}var NC=class{root;renderer;scene=new rd;camera;mixer=null;labMaterials=[];actions=new Map;current=null;skeletonHelper=null;model=null;raf=0;previous=performance.now();playing=!0;loop=!0;warnings=[];inventoryEl;clipsEl;warningsEl;timeSlider;constructor(e){this.root=e,e.innerHTML=`
+
`,this.canvas=e.querySelector(`canvas`),this.statusEl=e.querySelector(`[data-lab-status]`),this.metricsEl=e.querySelector(`[data-lab-metrics]`),this.bindControls()}async start(){let e=new URLSearchParams(window.location.search),t=e.get(`replay`)??`golden`,n=await fetch(`/replays/${t}.json`);if(n.ok||(n=await fetch(`/hands/replays/${t}.json`)),!n.ok)throw Error(`replay_load_failed:${n.status}`);this.replay=await n.json(),await VS(),this.renderer=new FC(this.canvas,{tick_rate:this.replay.tick_rate,ring_half_width:500,ring_half_height:330},()=>({volume:0,haptics:!1,reducedMotion:!1,blood:`full`}),{manualClock:!0});let r=Object.fromEntries(this.replay.ticks[0].snapshot.payload.fighters.map(e=>[e.player_id,{id:e.player_id,name:e.player_id===`one`?`Azure Vector`:`Crimson Geometry`,avatar:null,rating:1500,connected:!0}]));this.renderer.setPlayers(r,`one`),this.buildOverlays();let i=e.get(`tick`);if(e.get(`metrics`)===`1`){await this.renderer.ready,this.exportMetrics(),this.setStatus(`metrics done`);return}if(i!==null){let t=Number(i);await this.renderer.ready,this.seek(t);let n=YC[e.get(`camera`)??``]??YC.broadcast;this.renderer.labSetCameraOverride(n.position,n.lookAt),this.overlays.skeleton=e.get(`skeleton`)===`1`,this.overlays.hurtbox=e.get(`hurtbox`)===`1`,this.overlays.hitbox=e.get(`hitbox`)===`1`,this.syncOverlayVisibility(),this.renderCurrentTick(),window.__labDebug={roots:this.renderer.labRigs.map(e=>e.position.toArray().map(e=>Number(e.toFixed(3)))),heads:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(AS.head??`head`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))}),gloves:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(AS.gloveL??`gloveL`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))}),material:(()=>{let e=null;return this.renderer.labRigs[0]?.traverse(t=>{if(e===null&&t instanceof If){let n=t.material;e={colorHex:n.color.getHexString(),hasMap:n.map!==null,mapImage:n.map?.image?.width??`none`,mapVersion:n.map?.version,clearcoat:n.clearcoat,opacity:n.opacity}}}),e})()},this.setStatus(`filmstrip tick ${t}`);return}this.playing=!0;let a=()=>{this.destroyed||(this.advance(),this.raf=requestAnimationFrame(a))};this.raf=requestAnimationFrame(a)}bindControls(){this.root.querySelector(`[data-lab='play']`).addEventListener(`click`,e=>{this.playing=!this.playing,e.target.textContent=this.playing?`Pause`:`Play`}),this.root.querySelector(`[data-lab='step']`).addEventListener(`click`,()=>{this.playing=!1,this.root.querySelector(`[data-lab='play']`).textContent=`Play`,this.virtualTick=Math.min(this.virtualTick+1,(this.replay?.ticks.length??1)-1),this.pushUpTo(this.virtualTick),this.renderCurrentTick()}),this.root.querySelector(`[data-lab='speed']`).addEventListener(`change`,e=>{this.speed=Number(e.target.value)}),this.root.querySelector(`[data-lab='camera']`).addEventListener(`change`,e=>{let t=YC[e.target.value];this.renderer?.labSetCameraOverride(t.position,t.lookAt)});for(let e of[`skeleton`,`hurtbox`,`hitbox`])this.root.querySelector(`[data-lab='${e}']`).addEventListener(`change`,t=>{this.overlays[e]=t.target.checked,this.syncOverlayVisibility()});this.root.querySelector(`[data-lab='latency']`).addEventListener(`change`,e=>{this.latencyMs=Math.max(0,Math.min(500,Number(e.target.value)))}),this.root.querySelector(`[data-lab='metrics']`).addEventListener(`click`,()=>this.exportMetrics())}advance(){if(!this.playing||this.replay===null)return;let e=this.replay.ticks.length-1;if(!(this.virtualTick>=e)){for(this.carry+=this.speed;this.carry>=1&&this.virtualTick0?this.pendingQueue.push({at:performance.now()+this.latencyMs,tick:t}):this.renderer?.push(t.snapshot.payload))}drainLatencyQueue(){let e=performance.now();for(let t=this.pendingQueue.length-1;t>=0;--t){let n=this.pendingQueue[t];n.at<=e&&(this.renderer?.push(n.tick.snapshot.payload),this.pendingQueue.splice(t,1))}}seek(e,t=!0){if(this.replay===null||this.renderer===null)return;let n=Math.max(0,Math.min(e,this.replay.ticks.length-1));for(let e=0;e<=n;e+=1)this.renderer.push(this.replay.ticks[e].snapshot.payload),e>=n-15&&this.renderer.labEffects.update(1/30);this.virtualTick=n,this.renderOnSeek=t}renderOnSeek=!0;renderCurrentTick(e){if(this.replay===null||this.renderer===null)return;this.drainLatencyQueue(),this.renderer.labFrame(this.virtualTick/this.replay.tick_rate,e??this.renderOnSeek),this.renderer.labFrame((this.virtualTick+.5)/this.replay.tick_rate,e??this.renderOnSeek),this.updateOverlays(),this.updateTrajectory();let t=this.replay.ticks[this.virtualTick]?.snapshot.payload.phase??``;this.setStatus(`tick ${this.virtualTick}/${this.replay.ticks.length-1} · ${t} · ${this.speed}×`)}buildOverlays(){let e=this.renderer;if(e===null)return;let t=new ap({color:8257448,depthTest:!1,transparent:!0,opacity:.9});for(let n of e.labRigs){let r=new Qd;r.setAttribute(`position`,new Ld(new Float32Array(XC.length*6),3));let i=new _p(r,t);i.frustumCulled=!1,i.renderOrder=20,e.labScene.add(i),this.skeletonLines.push(i);let a=new Q(new Mp(.13,.16,4,8),new pf({color:16735581,wireframe:!0,transparent:!0,opacity:.85,depthTest:!1}));a.renderOrder=21,a.position.y=.12,(n.getObjectByName(AS.head??`head`)??n).add(a),this.hurtboxMeshes.push(a);let o=new Q(new Mp(.21,.34,4,8),new pf({color:16758877,wireframe:!0,transparent:!0,opacity:.7,depthTest:!1}));o.renderOrder=21,o.position.y=.16,(n.getObjectByName(AS.chest??`chest`)??n).add(o),this.hurtboxMeshes.push(o);for(let e of[`gloveL`,`gloveR`]){let t=new Q(new mm(.11,10,8),new pf({color:6141183,wireframe:!0,transparent:!0,opacity:.85,depthTest:!1}));t.renderOrder=22,(n.getObjectByName(AS[e]??e)??n).add(t),this.hitboxMeshes.push(t)}}this.syncOverlayVisibility()}syncOverlayVisibility(){for(let e of this.skeletonLines)e.visible=this.overlays.skeleton;for(let e of this.hurtboxMeshes)e.visible=this.overlays.hurtbox;for(let e of this.hitboxMeshes)e.visible=this.overlays.hitbox;this.updateTrajectory()}updateTrajectory(){if(this.trajectoryLine!==null&&(this.trajectoryLine.removeFromParent(),this.trajectoryLine.geometry.dispose(),this.trajectoryLine.material.dispose(),this.trajectoryLine=null),!this.overlays.hitbox||this.replay===null||this.renderer===null)return;let e=this.replay.ticks[this.virtualTick]?.snapshot.payload.fighters[0]?.action_key;if(e==null)return;let t=e.split(`:`),n=JC.trajectories[`${t[0]}:${t[1]}`];if(n===void 0)return;let r=this.renderer.labRigs[0],i=r.children[0]??r;i.updateMatrixWorld(!0);let a=(t[1]===`right`?n.right:n.left).map(e=>i.localToWorld(new X(e[0]??0,e[1]??0,e[2]??0)));if(a.length<2)return;let o=new Qd().setFromPoints(a);this.trajectoryLine=new pp(o,new ap({color:6141183,transparent:!0,opacity:.75,depthTest:!1})),this.trajectoryLine.renderOrder=23,this.trajectoryLine.frustumCulled=!1,this.renderer.labScene.add(this.trajectoryLine)}updateOverlays(){let e=this.renderer;if(e!==null)for(let[t,n]of e.labRigs.entries()){let e=this.skeletonLines[t];if(e===void 0||!e.visible)continue;let r=e.geometry.getAttribute(`position`),i=new X,a=new X;XC.forEach(([e,t],o)=>{let s=n.getObjectByName(e),c=n.getObjectByName(t);s===void 0||c===void 0||(s.getWorldPosition(i),c.getWorldPosition(a),r.setXYZ(o*2,i.x,i.y,i.z),r.setXYZ(o*2+1,a.x,a.y,a.z))}),r.needsUpdate=!0}}jointWorld(e,t){let n=(this.renderer?.labRigs[e])?.getObjectByName(AS[t]??t);return n==null?null:n.getWorldPosition(new X)}exportMetrics(){if(this.replay===null)return;let e={contactAlignment:[],maxRootStepMeters:0,footSlideMeters:0,phaseDriftTicks:0};for(let t of this.replay.ticks){let n=t.snapshot.payload.events.find(e=>[`hit`,`counter_hit`,`block`].includes(e.kind)),r=t.snapshot.payload.fighters[0].action_hand;if(n===void 0||r===null)continue;let i=Math.min(t.tick+1,this.replay.ticks.length-1);this.seek(i,!1),this.renderCurrentTick(!1);let a=this.jointWorld(0,r===`left`?`gloveL`:`gloveR`),o=this.jointWorld(1,`head`),s=this.jointWorld(1,`chest`);a!==null&&o!==null&&s!==null&&e.contactAlignment.push({tick:t.tick,kind:n.kind,gloveToHeadMeters:Number(Math.max(0,a.distanceTo(o)-Vy.head.radius).toFixed(4)),gloveToTorsoMeters:Number(Math.max(0,a.distanceTo(s)-Vy.torso.radius).toFixed(4))})}this.seek(0,!1);let t=null,n=null;for(let r of this.replay.ticks){this.seek(r.tick,!1),this.renderCurrentTick(!1);let i=this.renderer.labRigs[0].position.x;n!==null&&(e.maxRootStepMeters=Math.max(e.maxRootStepMeters,Math.abs(i-n))),n=i;let a=r.snapshot.payload.fighters[0],o=Math.hypot(a.velocity_x,a.velocity_y),s=this.replay.ticks.slice(Math.max(0,r.tick-30),r.tick+1).some(e=>e.snapshot.payload.fighters[0].is_downed);if(o===0&&!a.is_downed&&!s&&r.snapshot.payload.phase===`fight`){let n=[this.jointWorld(0,`ankleL`),this.jointWorld(0,`ankleR`)].filter(e=>e!==null);t!==null&&n.length===2&&(e.footSlideMeters=Math.max(e.footSlideMeters,Number(Math.max(n[0].distanceTo(t[0]),n[1].distanceTo(t[1])).toFixed(4)))),t=n}else t=null}this.metricsEl.textContent=` contacts: ${e.contactAlignment.map(e=>`${e.kind}@t${e.tick} glove-head ${e.gloveToHeadMeters}m`).join(` · `)} · max root step ${e.maxRootStepMeters.toFixed(3)}m · foot slide ${e.footSlideMeters}m`,window.__labDebug={roots:this.renderer.labRigs.map(e=>e.position.toArray().map(e=>Number(e.toFixed(3)))),graphsActive:this.renderer.graphs!==null,heads:this.renderer.labRigs.map(e=>{let t=e.getObjectByName(AS.head??`head`);return t===void 0?null:t.getWorldPosition(new X).toArray().map(e=>Number(e.toFixed(3)))})};let r=new Blob([JSON.stringify(e,null,1)],{type:`application/json`}),i=document.createElement(`a`);i.href=URL.createObjectURL(r),i.download=`hands-lab-metrics.json`,i.click(),URL.revokeObjectURL(i.href)}setStatus(e){this.statusEl.textContent!==e&&(this.statusEl.textContent=e)}destroy(){this.destroyed||(this.destroyed=!0,cancelAnimationFrame(this.raf),this.renderer?.destroy(),this.root.replaceChildren())}};function QC(e){let t=new ZC(e);return t.start().catch(t=>{e.querySelector(`[data-lab-status]`).textContent=`lab failed: ${String(t)}`}),()=>t.destroy()}var $C=class{root;renderer;scene=new id;camera;mixer=null;labMaterials=[];actions=new Map;current=null;skeletonHelper=null;model=null;raf=0;previous=performance.now();playing=!0;loop=!0;warnings=[];inventoryEl;clipsEl;warningsEl;timeSlider;constructor(e){this.root=e,e.innerHTML=`
HANDS MODEL LABloading…
-
`,this.inventoryEl=e.querySelector(`[data-inventory]`),this.clipsEl=e.querySelector(`[data-clips]`),this.warningsEl=e.querySelector(`[data-warnings]`),this.timeSlider=e.querySelector(`[data-seek]`);let t=e.querySelector(`[data-canvas]`);this.renderer=new Sy({canvas:t,antialias:!0}),this.renderer.setPixelRatio(Math.min(2,window.devicePixelRatio||1)),this.renderer.shadowMap.enabled=!0,this.renderer.toneMapping=4,this.camera=new yh(38,1,.1,60),this.camera.position.set(.4,1.5,3.6),this.camera.lookAt(0,1,0),this.setupGameLighting(),this.bindControls()}setupGameLighting(){this.scene.background=new Z(`#04060b`),new URLSearchParams(window.location.search).get(`fog`)===`1`&&(this.scene.fog=new nd(`#04060b`,.042)),this.scene.add(new sh(`#5a6a95`,`#0c0e16`,1.2)),this.scene.add(new Dh(`#3a4468`,1.05));let e=new xh(`#fff4e0`,115,26,.68,.6,1.6);e.position.set(0,7.4,.9),e.castShadow=!0,e.target.position.set(0,0,0),this.scene.add(e,e.target);for(let[e,t,n,r]of[[`#b9cdff`,-6.5,4.4,-5.2],[`#ffd9b9`,6.2,4.1,-5.6],[`#9fb8ff`,-5.4,3.6,6],[`#c9d8ff`,5.8,3.9,5.7]]){let i=new xh(e,105,30,.7,.8,1.8);i.position.set(t,n,r),i.target.position.set(0,1,0),this.scene.add(i,i.target)}let t=new Eh(`#dfe9ff`,.7);t.position.set(0,3.4,-6.5),this.scene.add(t);let n=new Q(new Mp(4,32),new Em({color:`#2c4386`,roughness:.9}));n.rotation.x=-Math.PI/2,n.receiveShadow=!0,this.scene.add(n)}async start(){let e=this.root.querySelector(`[data-status]`);try{let t=await NS();this.model=bx(t.scene),this.model.scale.setScalar(TS),this.labMaterials=FS(this.model,{skin:11105359,gear:1920728}).owned,this.scene.add(this.model),this.model.traverse(e=>{e instanceof Ff&&(e.castShadow=!0,e.frustumCulled=!1)}),this.mixer=new Qh(this.model);let n=[];for(let e of t.animations){let t=this.mixer.clipAction(e);this.actions.set(e.name,t),n.push({name:e.name,duration:e.duration.toFixed(3),tracks:e.tracks.length}),(e.name===``||e.name.startsWith(`unnamed`))&&this.warnings.push(`unnamed clip at index ${n.length-1}`)}this.buildClipList(n),this.buildInventory();let r=new URLSearchParams(window.location.search).get(`clip`);this.playClip(r!==null&&this.actions.has(r)?r:`idle`),this.skeletonHelper=new ng(this.model),this.skeletonHelper.visible=!1,this.scene.add(this.skeletonHelper),e.textContent=`ready`}catch(t){throw e.textContent=`load failed: ${String(t).slice(0,120)}`,this.warnings.push(String(t)),this.warningsEl.textContent=this.warnings.join(` -`),t}let t=e=>{let n=Math.min(.05,(e-this.previous)/1e3);this.previous=e,this.mixer!==null&&this.playing&&this.mixer.update(n),this.current!==null&&this.playing,this.syncSeek(),this.renderer.render(this.scene,this.camera),this.raf=requestAnimationFrame(t)};this.raf=requestAnimationFrame(t)}buildClipList(e){let t=document.createElement(`div`);t.className=`model-clip-list`;for(let n of e){let e=document.createElement(`button`);e.type=`button`,e.textContent=`${n.name} (${n.duration}s, ${n.tracks} tracks)`,e.dataset.clip=n.name,e.addEventListener(`click`,()=>this.playClip(n.name)),t.append(e)}this.clipsEl.replaceChildren(t)}buildInventory(){if(this.model===null)return;this.model.updateMatrixWorld(!0);let e=[],t=0,n=new Set,r=new Set;this.model.traverse(e=>{if(e instanceof Ff||e instanceof Q){let i=e.geometry,a=i.getIndex();t+=(a===null?i.getAttribute(`position`).count:a.count)/3;for(let t of Array.isArray(e.material)?e.material:[e.material]){n.add(t);let e=t;e.map!==null&&e.map!==void 0&&r.add(e.map)}}}),e.push(`triangles: ${Math.round(t)}`),e.push(`materials: ${n.size}`),e.push(`textures: ${r.size}`);for(let t of r){let n=t.image;e.push(`texture: ~${n?.width??`?`}×${n?.height??`?`}`)}e.push(``),e.push(`bone hierarchy:`);let i=[];this.model.traverse(e=>{e instanceof If&&i.push(e)});let a=i.filter(e=>!(e.parent instanceof If)),o=(t,n)=>{e.push(`${` `.repeat(n)}${t.name||`(unnamed)`}`),t.name===``&&this.warnings.push(`unnamed bone found`);for(let e of t.children)e instanceof If&&o(e,n+1)};for(let e of a)o(e,0);e.push(``),e.push(`adapter mapping:`);for(let[t,n]of Object.entries(CS))e.push(` ${t} → ${n}`);this.inventoryEl.textContent=e.join(` -`);let s=Object.values(CS).filter(e=>this.model.getObjectByName(e)===void 0);for(let e of s)this.warnings.push(`missing mapped bone: ${e}`);this.warnings.length>0&&(this.warningsEl.textContent=this.warnings.join(` -`))}playClip(e){let t=this.actions.get(e);if(t===void 0||this.mixer===null)return;let n=this.current;t.reset(),t.setLoop(this.loop?Gc:Wc,1/0),t.clampWhenFinished=!0,n!==null&&n!==t&&t.crossFadeFrom(n,.25,!0),t.play(),this.current=t;for(let t of this.clipsEl.querySelectorAll(`button`))t.classList.toggle(`active`,t.dataset.clip===e)}syncSeek(){if(this.current===null)return;let e=this.current.getClip().duration;this.playing?this.timeSlider.value=String(Math.round(this.current.time/e*1e3)):(this.current.time=Number(this.timeSlider.value)/1e3*e,this.mixer?.update(0))}bindControls(){this.root.querySelector(`[data-play]`).addEventListener(`click`,e=>{this.playing=!this.playing,e.target.textContent=this.playing?`Pause`:`Play`}),this.root.querySelector(`[data-loop]`).addEventListener(`change`,e=>{if(this.loop=e.target.checked,this.current!==null){let e=this.current.getClip().name;this.playClip(e)}}),this.root.querySelector(`[data-skeleton]`).addEventListener(`change`,e=>{this.skeletonHelper!==null&&(this.skeletonHelper.visible=e.target.checked)}),this.root.querySelector(`[data-scale]`).addEventListener(`input`,e=>{this.model?.scale.setScalar(Number(e.target.value)/100)}),this.root.querySelector(`[data-rotate]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.rotation.y=Number(e.target.value)*Math.PI/180)}),this.root.querySelector(`[data-offx]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.position.x=Number(e.target.value)/100)}),this.root.querySelector(`[data-offz]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.position.z=Number(e.target.value)/100)})}destroy(){cancelAnimationFrame(this.raf);for(let e of this.labMaterials)e.dispose();this.renderer.dispose(),this.root.replaceChildren()}};function PC(e){let t=new NC(e);return t.start().catch(()=>void 0),()=>t.destroy()}var FC=document.querySelector(`#app`);if(FC===null)throw Error(`app_root_missing`);var IC,LC=new URLSearchParams(window.location.search),RC=window.location.pathname.endsWith(`/hands/lab`)||LC.get(`lab`)===`1`;if(window.location.pathname.endsWith(`/hands/model-lab`)||LC.get(`model-lab`)===`1`)IC=PC(FC);else if(RC)IC=MC(FC);else{let e=new DC(FC);e.start(),IC=()=>e.destroy()}window.addEventListener(`pagehide`,IC,{once:!0}); \ No newline at end of file +`,this.inventoryEl=e.querySelector(`[data-inventory]`),this.clipsEl=e.querySelector(`[data-clips]`),this.warningsEl=e.querySelector(`[data-warnings]`),this.timeSlider=e.querySelector(`[data-seek]`);let t=e.querySelector(`[data-canvas]`);this.renderer=new Sy({canvas:t,antialias:!0}),this.renderer.setPixelRatio(Math.min(2,window.devicePixelRatio||1)),this.renderer.shadowMap.enabled=!0,this.renderer.toneMapping=4,this.camera=new yh(38,1,.1,60),this.camera.position.set(.4,1.5,3.6),this.camera.lookAt(0,1,0),this.setupGameLighting(),this.bindControls()}setupGameLighting(){this.scene.background=new Z(`#04060b`),new URLSearchParams(window.location.search).get(`fog`)===`1`&&(this.scene.fog=new rd(`#04060b`,.042)),this.scene.add(new sh(`#5a6a95`,`#0c0e16`,1.2)),this.scene.add(new Dh(`#3a4468`,1.05));let e=new xh(`#fff4e0`,115,26,.68,.6,1.6);e.position.set(0,7.4,.9),e.castShadow=!0,e.target.position.set(0,0,0),this.scene.add(e,e.target);for(let[e,t,n,r]of[[`#b9cdff`,-6.5,4.4,-5.2],[`#ffd9b9`,6.2,4.1,-5.6],[`#9fb8ff`,-5.4,3.6,6],[`#c9d8ff`,5.8,3.9,5.7]]){let i=new xh(e,105,30,.7,.8,1.8);i.position.set(t,n,r),i.target.position.set(0,1,0),this.scene.add(i,i.target)}let t=new Eh(`#dfe9ff`,.7);t.position.set(0,3.4,-6.5),this.scene.add(t);let n=new Q(new Np(4,32),new Em({color:`#2c4386`,roughness:.9}));n.rotation.x=-Math.PI/2,n.receiveShadow=!0,this.scene.add(n)}async start(){let e=this.root.querySelector(`[data-status]`);try{let t=await VS();this.model=Dx(t.scene),this.model.scale.setScalar(MS),this.labMaterials=US(this.model,{skin:11105359,gear:1920728}).owned,this.scene.add(this.model),this.model.traverse(e=>{e instanceof If&&(e.castShadow=!0,e.frustumCulled=!1)}),this.mixer=new Qh(this.model);let n=[];for(let e of t.animations){let t=this.mixer.clipAction(e);this.actions.set(e.name,t),n.push({name:e.name,duration:e.duration.toFixed(3),tracks:e.tracks.length}),(e.name===``||e.name.startsWith(`unnamed`))&&this.warnings.push(`unnamed clip at index ${n.length-1}`)}this.buildClipList(n),this.buildInventory();let r=new URLSearchParams(window.location.search).get(`clip`);this.playClip(r!==null&&this.actions.has(r)?r:`idle`),this.skeletonHelper=new ng(this.model),this.skeletonHelper.visible=!1,this.scene.add(this.skeletonHelper),e.textContent=`ready`}catch(t){throw e.textContent=`load failed: ${String(t).slice(0,120)}`,this.warnings.push(String(t)),this.warningsEl.textContent=this.warnings.join(` +`),t}let t=e=>{let n=Math.min(.05,(e-this.previous)/1e3);this.previous=e,this.mixer!==null&&this.playing&&this.mixer.update(n),this.current!==null&&this.playing,this.syncSeek(),this.renderer.render(this.scene,this.camera),this.raf=requestAnimationFrame(t)};this.raf=requestAnimationFrame(t)}buildClipList(e){let t=document.createElement(`div`);t.className=`model-clip-list`;for(let n of e){let e=document.createElement(`button`);e.type=`button`,e.textContent=`${n.name} (${n.duration}s, ${n.tracks} tracks)`,e.dataset.clip=n.name,e.addEventListener(`click`,()=>this.playClip(n.name)),t.append(e)}this.clipsEl.replaceChildren(t)}buildInventory(){if(this.model===null)return;this.model.updateMatrixWorld(!0);let e=[],t=0,n=new Set,r=new Set;this.model.traverse(e=>{if(e instanceof If||e instanceof Q){let i=e.geometry,a=i.getIndex();t+=(a===null?i.getAttribute(`position`).count:a.count)/3;for(let t of Array.isArray(e.material)?e.material:[e.material]){n.add(t);let e=t;e.map!==null&&e.map!==void 0&&r.add(e.map)}}}),e.push(`triangles: ${Math.round(t)}`),e.push(`materials: ${n.size}`),e.push(`textures: ${r.size}`);for(let t of r){let n=t.image;e.push(`texture: ~${n?.width??`?`}×${n?.height??`?`}`)}e.push(``),e.push(`bone hierarchy:`);let i=[];this.model.traverse(e=>{e instanceof Lf&&i.push(e)});let a=i.filter(e=>!(e.parent instanceof Lf)),o=(t,n)=>{e.push(`${` `.repeat(n)}${t.name||`(unnamed)`}`),t.name===``&&this.warnings.push(`unnamed bone found`);for(let e of t.children)e instanceof Lf&&o(e,n+1)};for(let e of a)o(e,0);e.push(``),e.push(`adapter mapping:`);for(let[t,n]of Object.entries(AS))e.push(` ${t} → ${n}`);this.inventoryEl.textContent=e.join(` +`);let s=Object.values(AS).filter(e=>this.model.getObjectByName(e)===void 0);for(let e of s)this.warnings.push(`missing mapped bone: ${e}`);this.warnings.length>0&&(this.warningsEl.textContent=this.warnings.join(` +`))}playClip(e){let t=this.actions.get(e);if(t===void 0||this.mixer===null)return;let n=this.current;t.reset(),t.setLoop(this.loop?Kc:Gc,1/0),t.clampWhenFinished=!0,n!==null&&n!==t&&t.crossFadeFrom(n,.25,!0),t.play(),this.current=t;for(let t of this.clipsEl.querySelectorAll(`button`))t.classList.toggle(`active`,t.dataset.clip===e)}syncSeek(){if(this.current===null)return;let e=this.current.getClip().duration;this.playing?this.timeSlider.value=String(Math.round(this.current.time/e*1e3)):(this.current.time=Number(this.timeSlider.value)/1e3*e,this.mixer?.update(0))}bindControls(){this.root.querySelector(`[data-play]`).addEventListener(`click`,e=>{this.playing=!this.playing,e.target.textContent=this.playing?`Pause`:`Play`}),this.root.querySelector(`[data-loop]`).addEventListener(`change`,e=>{if(this.loop=e.target.checked,this.current!==null){let e=this.current.getClip().name;this.playClip(e)}}),this.root.querySelector(`[data-skeleton]`).addEventListener(`change`,e=>{this.skeletonHelper!==null&&(this.skeletonHelper.visible=e.target.checked)}),this.root.querySelector(`[data-scale]`).addEventListener(`input`,e=>{this.model?.scale.setScalar(Number(e.target.value)/100)}),this.root.querySelector(`[data-rotate]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.rotation.y=Number(e.target.value)*Math.PI/180)}),this.root.querySelector(`[data-offx]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.position.x=Number(e.target.value)/100)}),this.root.querySelector(`[data-offz]`).addEventListener(`input`,e=>{this.model!==null&&(this.model.position.z=Number(e.target.value)/100)})}destroy(){cancelAnimationFrame(this.raf);for(let e of this.labMaterials)e.dispose();this.renderer.dispose(),this.root.replaceChildren()}};function ew(e){let t=new $C(e);return t.start().catch(()=>void 0),()=>t.destroy()}var tw=document.querySelector(`#app`);if(tw===null)throw Error(`app_root_missing`);var nw,rw=new URLSearchParams(window.location.search),iw=window.location.pathname.endsWith(`/hands/lab`)||rw.get(`lab`)===`1`;if(window.location.pathname.endsWith(`/hands/model-lab`)||rw.get(`model-lab`)===`1`)nw=ew(tw);else if(iw)nw=QC(tw);else{let e=new qC(tw);e.start(),nw=()=>e.destroy()}window.addEventListener(`pagehide`,nw,{once:!0}); \ No newline at end of file diff --git a/web/hands/package.json b/web/hands/package.json index eaff152..82c8705 100644 --- a/web/hands/package.json +++ b/web/hands/package.json @@ -10,7 +10,8 @@ "test:run": "vitest run", "build": "tsc --noEmit && vite build && npm run scan:build", "scan:build": "node scripts/scan-build.mjs", - "generate:fighter": "esbuild scripts/generate-fighter-glb.ts --bundle --platform=node --format=esm --outfile=node_modules/.cache/generate-fighter-glb.mjs && node node_modules/.cache/generate-fighter-glb.mjs" + "generate:fighter": "esbuild scripts/generate-fighter-glb.ts --bundle --platform=node --format=esm --outfile=node_modules/.cache/generate-fighter-glb.mjs && node node_modules/.cache/generate-fighter-glb.mjs", + "generate:audio": "uv run --project ../.. --with numpy==2.5.1 python scripts/generate-injury-sounds.py" }, "dependencies": { "@discord/embedded-app-sdk": "2.5.0", diff --git a/web/hands/scripts/generate-fighter-glb.ts b/web/hands/scripts/generate-fighter-glb.ts index 2c093ba..91bf09a 100644 --- a/web/hands/scripts/generate-fighter-glb.ts +++ b/web/hands/scripts/generate-fighter-glb.ts @@ -3,7 +3,7 @@ * boxing motion onto the Texel Boxer armature (assets-src/Boxer.glb). * * Outputs: - * web/hands/src/assets/fighter-glb.ts (base64 GLB with 18 clips) + * web/hands/src/assets/fighter-glb.ts (base64 gzip-compressed GLB) * web/hands/src/assets/fighter-textures.ts (embedded source textures) * web/hands/src/assets/fighter-markers.json (glove trajectories per punch) * @@ -11,6 +11,7 @@ */ import { createHash } from "node:crypto"; import { mkdirSync, readFileSync, writeFileSync } from "node:fs"; +import { gzipSync } from "node:zlib"; import * as THREE from "three"; import { GLTFExporter } from "three/examples/jsm/exporters/GLTFExporter.js"; import { GLTFLoader, type GLTF } from "three/examples/jsm/loaders/GLTFLoader.js"; @@ -84,7 +85,7 @@ const baseFighter = (): FighterSnapshot => ({ taunt_ticks: 0, get_up_prompt: null, get_up_meter: 0, get_up_required: 0, get_up_count: 0, get_up_window_start_tick: 0, get_up_window_end_tick: 0, }); -const OPPONENT: FighterSnapshot = { ...baseFighter(), player_id: "two", x: 0, y: -107, facing: -1 }; +const OPPONENT: FighterSnapshot = { ...baseFighter(), player_id: "two", x: 0, y: -80, facing: -1 }; async function loadModel(path: string): Promise { const buffer = readFileSync(path); @@ -148,7 +149,21 @@ available: ${available.join(", ")}`, } const modelHips = modelBones.get(BONE_ADAPTER.hips)!; const modelHipsRestWorld = modelHips.getWorldPosition(new THREE.Vector3()); - const oursHipsRest = ours.hips.getWorldPosition(new THREE.Vector3()); + const segmentLength = (root: THREE.Object3D, from: string, to: string): number => + root.getObjectByName(from)!.getWorldPosition(new THREE.Vector3()) + .distanceTo(root.getObjectByName(to)!.getWorldPosition(new THREE.Vector3())); + const modelLegLength = ( + segmentLength(scene, BONE_ADAPTER.hipL!, BONE_ADAPTER.kneeL!) + + segmentLength(scene, BONE_ADAPTER.kneeL!, BONE_ADAPTER.ankleL!) + + segmentLength(scene, BONE_ADAPTER.hipR!, BONE_ADAPTER.kneeR!) + + segmentLength(scene, BONE_ADAPTER.kneeR!, BONE_ADAPTER.ankleR!) + ) / 2; + const oursLegLength = ( + segmentLength(ours.root, "hipL", "kneeL") + + segmentLength(ours.root, "kneeL", "ankleL") + + segmentLength(ours.root, "hipR", "kneeR") + + segmentLength(ours.root, "kneeR", "ankleR") + ) / 2; if (modelHips.parent === null) throw new Error("Boxer.glb hips bone has no parent"); return { scene, @@ -160,7 +175,7 @@ available: ${available.join(", ")}`, modelHipsRestLocal: modelHips.position.clone(), modelHipsRestWorld, modelHipsParentInverse: modelHips.parent.matrixWorld.clone().invert(), - hipsScale: modelHipsRestWorld.y / oursHipsRest.y, + hipsScale: modelLegLength / oursLegLength, }; } @@ -232,6 +247,8 @@ function bakeRetargetedClip( animator.update(fighter, OPPONENT, dtScale / 30, (frame * dtScale) / 30, false, "full", active); if (frame < 0) continue; // Runtime owns facing and stance yaw; clips contain joint-local motion only. + const localRootMotion = rig.root.position.clone().applyQuaternion(rig.root.quaternion.clone().invert()); + rig.root.position.set(0, 0, 0); rig.root.quaternion.identity(); rig.root.updateMatrixWorld(true); @@ -241,7 +258,9 @@ function bakeRetargetedClip( const modelBone = context.modelBones.get(modelName)!; const parentWorld = currentModelWorldQuaternion(context, modelBone.parent, modelWorld); const aimChild = AIM_BONES[jointName]; - if (aimChild !== undefined) { + if (jointName === "gloveL" || jointName === "gloveR") { + targetWorld.copy(parentWorld).multiply(context.modelRestLocal.get(modelBone)!); + } else if (aimChild !== undefined) { const boneWorld = oursJoints.get(jointName)!.getWorldPosition(scratchBonePos); const childWorld = oursJoints.get(aimChild)!.getWorldPosition(scratchChildPos); const direction = childWorld.sub(boneWorld).normalize(); @@ -259,7 +278,8 @@ function bakeRetargetedClip( modelBone.quaternion.copy(local); } - const hipsDelta = rig.hips.position.clone().sub(oursHipsRestLocal).multiplyScalar(context.hipsScale); + const hipsDelta = rig.hips.position.clone().sub(oursHipsRestLocal).add(localRootMotion) + .multiplyScalar(context.hipsScale); const modelHips = context.modelBones.get(BONE_ADAPTER.hips)!; const modelHipsLocal = context.modelHipsRestWorld.clone().add(hipsDelta).applyMatrix4(context.modelHipsParentInverse); modelHips.position.copy(modelHipsLocal); @@ -341,6 +361,45 @@ function embeddedTextureDataUrls(path: string): Record<(typeof TEXTURE_SPECS)[nu return result; } +function splitGloveMesh(mesh: THREE.SkinnedMesh): readonly [THREE.SkinnedMesh, THREE.SkinnedMesh] { + const index = mesh.geometry.getIndex(); + const skinIndex = mesh.geometry.getAttribute("skinIndex"); + const skinWeight = mesh.geometry.getAttribute("skinWeight"); + if (index === null || skinIndex === undefined || skinWeight === undefined) { + throw new Error("Boxer gloves require indexed skin weights"); + } + const triangles = { left: [] as number[], right: [] as number[] }; + const vertexSide = (vertex: number): number => { + let score = 0; + const indices = [skinIndex.getX(vertex), skinIndex.getY(vertex), skinIndex.getZ(vertex), skinIndex.getW(vertex)]; + const weights = [skinWeight.getX(vertex), skinWeight.getY(vertex), skinWeight.getZ(vertex), skinWeight.getW(vertex)]; + for (let component = 0; component < 4; component += 1) { + const boneName = mesh.skeleton.bones[indices[component]!]!.name; + if (boneName.startsWith("Left")) score += weights[component]!; + if (boneName.startsWith("Right")) score -= weights[component]!; + } + return score; + }; + for (let offset = 0; offset < index.count; offset += 3) { + const vertices = [index.getX(offset), index.getX(offset + 1), index.getX(offset + 2)]; + const side = vertices.reduce((score, vertex) => score + vertexSide(vertex), 0); + if (Math.abs(side) < 0.01) throw new Error(`Boxer glove triangle ${offset / 3} has no anatomical side`); + triangles[side > 0 ? "left" : "right"].push(...vertices); + } + const make = (side: "left" | "right"): THREE.SkinnedMesh => { + const part = mesh.clone(); + part.name = side === "left" ? "BoxerGloveLeft" : "BoxerGloveRight"; + part.geometry = mesh.geometry.clone(); + part.geometry.setIndex(triangles[side]); + return part; + }; + const left = make("left"); + const right = make("right"); + mesh.parent!.add(left, right); + mesh.removeFromParent(); + return [left, right]; +} + function cleanSkinWeights(scene: THREE.Object3D): void { scene.traverse((object) => { if (!(object instanceof THREE.SkinnedMesh)) return; @@ -380,17 +439,20 @@ async function main(): Promise { const props: THREE.Object3D[] = []; const meshNames = new Map([ ["MHeadMat0", "BoxerHead"], - ["GlovesMat0", "BoxerGloves"], ["MBodyMat0", "BoxerBody"], ["ShoesMat0", "BoxerShoes"], ["PantsMat0", "BoxerPants"], ]); + let gloveMesh: THREE.SkinnedMesh | null = null; model.scene.traverse((object) => { if (object instanceof THREE.Mesh && !(object instanceof THREE.SkinnedMesh)) props.push(object); if (object instanceof THREE.SkinnedMesh && !Array.isArray(object.material)) { - object.name = meshNames.get(object.material.name) ?? object.name; + if (object.material.name === "GlovesMat0") gloveMesh = object; + else object.name = meshNames.get(object.material.name) ?? object.name; } }); + if (gloveMesh === null) throw new Error("Boxer source has no separable glove mesh"); + splitGloveMesh(gloveMesh); console.log(`stripping ${props.length} prop meshes: ${props.map((prop) => prop.name).join(", ")}`); for (const prop of props) prop.removeFromParent(); model.scene.traverse((object) => { @@ -410,11 +472,16 @@ async function main(): Promise { const clips: BakedClip[] = []; clips.push(bakeRetargetedClip(context, "idle", 60, (fighter) => fighter)); - clips.push(bakeRetargetedClip(context, "move_forward", 24, (fighter) => ({ ...fighter, velocity_x: 6 }))); - clips.push(bakeRetargetedClip(context, "move_backward", 24, (fighter) => ({ ...fighter, velocity_x: -6 }))); - clips.push(bakeRetargetedClip(context, "move_lateral", 24, (fighter) => ({ ...fighter, velocity_y: 6 }))); + clips.push(bakeRetargetedClip(context, "move_forward", 31, (fighter) => ({ ...fighter, velocity_x: 6 }))); + clips.push(bakeRetargetedClip(context, "move_backward", 31, (fighter) => ({ ...fighter, velocity_x: -6 }))); + clips.push(bakeRetargetedClip(context, "move_lateral_left", 31, (fighter) => ({ ...fighter, velocity_y: -4 }))); + clips.push(bakeRetargetedClip(context, "move_lateral_right", 31, (fighter) => ({ ...fighter, velocity_y: 4 }))); clips.push(bakeRetargetedClip(context, "guard_high", 30, (fighter) => ({ ...fighter, defense: "guard_high" }))); clips.push(bakeRetargetedClip(context, "guard_low", 30, (fighter) => ({ ...fighter, defense: "guard_low" }))); + clips.push(bakeRetargetedClip(context, "slip_left", 24, (fighter) => ({ ...fighter, defense: "slip_left" }))); + clips.push(bakeRetargetedClip(context, "slip_right", 24, (fighter) => ({ ...fighter, defense: "slip_right" }))); + clips.push(bakeRetargetedClip(context, "weave", 30, (fighter) => ({ ...fighter, defense: "weave" }))); + clips.push(bakeRetargetedClip(context, "pull", 24, (fighter) => ({ ...fighter, defense: "pull" }))); const markerTrajectories: Record = {}; for (const punchClass of ["jab", "straight", "hook", "uppercut"] as const) { @@ -442,14 +509,34 @@ async function main(): Promise { }; } } - clips.push(bakeRetargetedClip(context, "block_head", 14, (fighter) => fighter, (animator, frame) => { - if (frame === 0) animator.impact({ direction: 1, amount: 120, blocked: true }); - })); - clips.push(bakeRetargetedClip(context, "hit_head", 16, (fighter) => fighter, (animator, frame) => { - if (frame === 0) animator.impact({ direction: 1, amount: 320, blocked: false }); - })); + for (const reaction of ["block", "hit"] as const) { + for (const target of ["head", "body"] as const) { + for (const side of ["left", "right"] as const) { + clips.push(bakeRetargetedClip(context, `${reaction}_${target}_${side}`, reaction === "block" ? 14 : 16, (fighter) => fighter, (animator, frame) => { + if (frame === 0) { + animator.impact({ + direction: side === "left" ? -1 : 1, + amount: reaction === "block" ? 120 : 320, + blocked: reaction === "block", + target, + }); + } + })); + } + } + } clips.push(bakeRetargetedClip(context, "knockdown", 42, (fighter) => ({ ...fighter, is_downed: true }), undefined, false)); clips.push(bakeRetargetedClip(context, "getup", 30, (fighter, frame) => ({ ...fighter, is_downed: frame < 1 }), undefined, true, 21, 2)); + clips.push(bakeRetargetedClip(context, "clinch", 30, (fighter) => ({ ...fighter, clinch_ticks: 30 }))); + clips.push(bakeRetargetedClip(context, "foul_recovery", 30, (fighter) => ({ ...fighter, is_foul_recovery_target: true }))); + clips.push(bakeRetargetedClip(context, "stunned", 30, (fighter) => ({ ...fighter, stunned_ticks: 45 }))); + clips.push(bakeRetargetedClip(context, "exhausted", 45, (fighter) => ({ ...fighter, stamina: 60 }))); + clips.push(bakeRetargetedClip(context, "taunt", 60, (fighter, frame) => ({ + ...fighter, + taunt_ticks: frame >= 6 && frame < 48 + ? Math.max(1, 60 - Math.round((frame - 6) * 60 / 42)) + : 0, + }))); const animationClips = clips.map((clip) => { const tracks: THREE.KeyframeTrack[] = []; @@ -471,18 +558,19 @@ async function main(): Promise { }); mkdirSync(OUT_DIR, { recursive: true }); - const base64 = Buffer.from(glb).toString("base64"); + const compressed = gzipSync(Buffer.from(glb), { level: 9 }); + const base64 = compressed.toString("base64"); const sha = createHash("sha256").update(Buffer.from(glb)).digest("hex"); writeFileSync( `${OUT_DIR}/fighter-glb.ts`, - `// Generated from assets-src/Boxer.glb (Texel, Inc., CC BY 4.0).\nexport const FIGHTER_GLB_BASE64 = "${base64}";\nexport const FIGHTER_GLB_SHA256 = "${sha}";\n`, + `// Generated from assets-src/Boxer.glb (Texel, Inc., CC BY 4.0).\nexport const FIGHTER_GLB_GZIP_BASE64 = "${base64}";\nexport const FIGHTER_GLB_SHA256 = "${sha}";\n`, ); writeFileSync( `${OUT_DIR}/fighter-textures.ts`, `// Generated from assets-src/Boxer.glb (Texel, Inc., CC BY 4.0).\nexport const FIGHTER_TEXTURE_DATA_URLS = ${JSON.stringify(textureDataUrls)} as const;\n`, ); writeFileSync(`${OUT_DIR}/fighter-markers.json`, JSON.stringify({ format: 1, trajectories: markerTrajectories }, null, 1) + "\n"); - console.log(`fighter GLB: ${glb.byteLength} bytes, ${animationClips.length} clips, base64 ${base64.length} chars, sha256 ${sha}`); + console.log(`fighter GLB: ${glb.byteLength} bytes, gzip ${compressed.byteLength} bytes, ${animationClips.length} clips, base64 ${base64.length} chars, sha256 ${sha}`); } await main(); diff --git a/web/hands/scripts/generate-injury-sounds.py b/web/hands/scripts/generate-injury-sounds.py new file mode 100644 index 0000000..3824294 --- /dev/null +++ b/web/hands/scripts/generate-injury-sounds.py @@ -0,0 +1,94 @@ +from __future__ import annotations + +import base64 +import io +import json +import wave as wave_file +from pathlib import Path + +import numpy as np + +SAMPLE_RATE = 12_000 +SPECS = ( + ("decapitation", 0.66, 410.0, 760.0, 29.0, 7.8, "saw"), + ("dismember_left", 0.54, 520.0, 330.0, 34.0, 9.2, "square"), + ("dismember_right", 0.58, 260.0, 610.0, 19.0, 8.4, "triangle"), + ("jaw_dislocation", 0.72, 190.0, 470.0, 11.0, 6.4, "sine"), + ("shoulder_left", 0.62, 230.0, 560.0, 8.0, 5.7, "saw"), + ("shoulder_right", 0.68, 350.0, 690.0, 23.0, 10.0, "triangle"), +) + + +def waveform(phase: np.ndarray, kind: str) -> np.ndarray: + cycles = phase / (2 * np.pi) + if kind == "square": + return np.sign(np.sin(phase)) + if kind == "saw": + return 2 * (cycles - np.floor(cycles + 0.5)) + if kind == "triangle": + return 2 * np.abs(2 * (cycles - np.floor(cycles + 0.5))) - 1 + return np.sin(phase) + + +def synthesize( + duration: float, + carrier_from: float, + carrier_to: float, + modulator: float, + modulation_index: float, + carrier_wave: str, + seed: int, +) -> np.ndarray: + frames = round(duration * SAMPLE_RATE) + time = np.arange(frames, dtype=np.float64) / SAMPLE_RATE + glide = carrier_from + (carrier_to - carrier_from) * np.power(time / duration, 0.72) + carrier_phase = 2 * np.pi * np.cumsum(glide) / SAMPLE_RATE + vibrato = np.sin(2 * np.pi * modulator * time) + panic = 0.45 * np.sin(2 * np.pi * (modulator * 0.37) * time + 0.8) + phase = carrier_phase + modulation_index * vibrato + modulation_index * panic + voice = 0.7 * waveform(phase, carrier_wave) + voice += 0.22 * np.sin(phase * 2.03 + 0.35 * np.sin(2 * np.pi * 3.7 * time)) + rng = np.random.default_rng(seed) + breath = rng.normal(0, 1, frames) + breath = np.convolve(breath, np.ones(9) / 9, mode="same") + voice += breath * (0.055 + 0.045 * np.sin(2 * np.pi * 5.3 * time) ** 2) + attack = np.minimum(1, time / 0.018) + release = np.minimum(1, np.maximum(0, duration - time) / 0.16) + tremolo = 0.78 + 0.22 * np.sin(2 * np.pi * (6.5 + seed * 0.17) * time) ** 2 + signal = np.tanh(voice * 1.35) * attack * release * tremolo + signal -= np.mean(signal) + signal /= max(1e-9, np.max(np.abs(signal))) + return np.asarray(np.round(signal * 29_000), dtype=" None: + sounds = [] + for seed, (name, duration, carrier_from, carrier_to, modulator, index, wave) in enumerate( + SPECS, 1 + ): + pcm = synthesize(duration, carrier_from, carrier_to, modulator, index, wave, seed) + encoded = io.BytesIO() + with wave_file.open(encoded, "wb") as output_wave: + output_wave.setnchannels(1) + output_wave.setsampwidth(2) + output_wave.setframerate(SAMPLE_RATE) + output_wave.writeframes(pcm.tobytes()) + sounds.append( + { + "name": name, + "sampleRate": SAMPLE_RATE, + "frames": int(pcm.size), + "wav": base64.b64encode(encoded.getvalue()).decode("ascii"), + } + ) + output = Path(__file__).resolve().parents[1] / "src" / "assets" / "injury-sounds.ts" + output.write_text( + "export const INJURY_SOUNDS = " + + json.dumps(sounds, separators=(",", ":")) + + " as const;\n", + encoding="utf-8", + ) + + +if __name__ == "__main__": + main() diff --git a/web/hands/src/app.ts b/web/hands/src/app.ts index 35573a5..cdfd2a6 100644 --- a/web/hands/src/app.ts +++ b/web/hands/src/app.ts @@ -100,6 +100,7 @@ export class HandsApp { this.audio.event(event); this.haptics.event(event); }; + this.renderer.onArcadeInjury = (injury) => this.audio.injury(injury); this.input.onAction((action) => this.renderer?.predictAction?.(action)); const ticket = session.takeTicket(); if (ticket === null) throw new Error("ticket_unavailable"); diff --git a/web/hands/src/assets/fighter-glb.ts b/web/hands/src/assets/fighter-glb.ts index 26cbde4..9ad700c 100644 --- a/web/hands/src/assets/fighter-glb.ts +++ b/web/hands/src/assets/fighter-glb.ts @@ -1,3 +1,3 @@ // Generated from assets-src/Boxer.glb (Texel, Inc., CC BY 4.0). -export const FIGHTER_GLB_BASE64 = "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"; -export const FIGHTER_GLB_SHA256 = "c26c87d11ff0eab83c1921e3ec4f352bbe05cd50b3b3916a7bda1962790d94e2"; +export const FIGHTER_GLB_GZIP_BASE64 = "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"; +export const FIGHTER_GLB_SHA256 = "c24bd7bc5d387cbc03c16c40d716865d66e33591e6721d3c1b8f04ea779c1e33"; diff --git a/web/hands/src/assets/fighter-markers.json b/web/hands/src/assets/fighter-markers.json index 6dfc829..2fdb5fe 100644 --- a/web/hands/src/assets/fighter-markers.json +++ b/web/hands/src/assets/fighter-markers.json @@ -5,176 +5,176 @@ "frames": 17, "left": [ [ - 0.0783, - 1.3278, - 0.358 + 0.0942, + 1.4223, + 0.3613 ], [ - 0.0813, - 1.3243, - 0.3296 + 0.0967, + 1.4177, + 0.3324 ], [ - 0.0144, - 1.3583, - 0.3724 + 0.0398, + 1.441, + 0.3639 ], [ - -0.1939, - 1.5135, - 0.5658 + -0.1348, + 1.5475, + 0.524 ], [ - -0.2333, - 1.5901, - 0.5619 + -0.2507, + 1.6353, + 0.5954 ], [ - -0.2473, - 1.6051, - 0.5636 + -0.2682, + 1.6476, + 0.6082 ], [ - -0.2552, - 1.6101, - 0.5662 + -0.2776, + 1.6528, + 0.6178 ], [ - -0.2532, - 1.5945, - 0.5743 + -0.2733, + 1.6412, + 0.6296 ], [ - -0.2298, - 1.5319, - 0.5944 + -0.1817, + 1.5599, + 0.6053 ], [ - -0.0726, - 1.3971, - 0.5016 + -0.036, + 1.4652, + 0.5223 ], [ - 0.0322, - 1.3337, - 0.4185 + 0.0546, + 1.4205, + 0.449 ], [ - 0.0692, - 1.319, - 0.3868 + 0.0876, + 1.4112, + 0.4123 ], [ - 0.084, - 1.3169, - 0.3739 + 0.1011, + 1.4108, + 0.3928 ], [ - 0.0904, - 1.3181, - 0.3684 + 0.1072, + 1.4126, + 0.3818 ], [ - 0.0941, - 1.3192, - 0.3652 + 0.1108, + 1.4139, + 0.3749 ], [ - 0.0965, - 1.32, - 0.3632 + 0.1132, + 1.4148, + 0.3704 ], [ - 0.0982, - 1.3205, - 0.3619 + 0.1149, + 1.4153, + 0.3675 ] ], "right": [ [ - -0.0736, - 1.4562, - -0.0247 + -0.1193, + 1.5038, + 0.0233 ], [ - -0.0727, - 1.4567, - -0.0243 + -0.1184, + 1.5043, + 0.0238 ], [ - -0.0717, - 1.4577, - -0.0201 + -0.118, + 1.5048, + 0.0366 ], [ - -0.0707, - 1.4596, - -0.0072 + -0.1191, + 1.5051, + 0.0769 ], [ - -0.07, - 1.461, - 0.0076 + -0.1205, + 1.5049, + 0.1214 ], [ - -0.0695, - 1.4619, - 0.0183 + -0.1212, + 1.5046, + 0.1509 ], [ - -0.0691, - 1.4624, - 0.0259 + -0.1215, + 1.5043, + 0.1704 ], [ - -0.0686, - 1.4627, - 0.0282 + -0.1209, + 1.5044, + 0.1732 ], [ - -0.0679, - 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1.2805, - 0.3737 + 0.1695, + 1.3743, + 0.4858 ], [ - 0.1549, - 1.2786, - 0.375 + 0.1705, + 1.3724, + 0.4877 ], [ - 0.1449, - 1.2838, - 0.3755 + 0.1606, + 1.3778, + 0.471 ], [ - 0.1286, - 1.2939, - 0.3741 + 0.1445, + 1.3882, + 0.4421 ], [ - 0.1153, - 1.3033, - 0.3714 + 0.1315, + 1.3978, + 0.4158 ], [ - 0.1078, - 1.3097, - 0.3686 + 0.1241, + 1.4044, + 0.398 ], [ - 0.1036, - 1.3141, - 0.3663 + 0.12, + 1.4089, + 0.3861 ], [ - 0.1015, - 1.317, - 0.3645 + 0.118, + 1.4118, + 0.3782 ], [ - 0.1005, - 1.3188, - 0.3631 + 0.1171, + 1.4137, + 0.3728 ], [ - 0.1003, - 1.3199, - 0.362 + 0.1169, + 1.4148, + 0.3693 ], [ - 0.1004, - 1.3204, - 0.3613 + 0.117, + 1.4153, + 0.3668 ] ], "right": [ [ - -0.0736, - 1.4562, - -0.0247 + -0.1193, + 1.5038, + 0.0233 ], [ - -0.0742, - 1.4533, - -0.053 + -0.1192, + 1.4998, + -0.0054 ], [ - -0.1108, - 1.4887, - -0.0064 + -0.1387, + 1.5292, + 0.0233 ], [ - -0.2167, - 1.6222, - 0.2187 + -0.1976, + 1.6418, + 0.1941 ], [ - -0.2874, - 1.7379, - 0.3596 + -0.2457, + 1.7397, + 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"},{"name":"dismember_left","sampleRate":12000,"frames":6480,"wav":"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"},{"name":"dismember_right","sampleRate":12000,"frames":6960,"wav":"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"},{"name":"jaw_dislocation","sampleRate":12000,"frames":8640,"wav":"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"},{"name":"shoulder_left","sampleRate":12000,"frames":7440,"wav":"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"},{"name":"shoulder_right","sampleRate":12000,"frames":8160,"wav":"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"}] as const; diff --git a/web/hands/src/audio.ts b/web/hands/src/audio.ts index 0bcfc64..d860d1f 100644 --- a/web/hands/src/audio.ts +++ b/web/hands/src/audio.ts @@ -1,3 +1,5 @@ +import { INJURY_SOUNDS } from "./assets/injury-sounds"; +import type { ArcadeInjury } from "./render/renderer"; import type { Settings } from "./settings"; import type { CombatEvent, FinalMessage, PunchClass } from "./types"; @@ -30,6 +32,7 @@ export class AudioFeedback { private context: AudioContext | null = null; private master: GainNode | null = null; private noiseBuffer: AudioBuffer | null = null; + private injuryBuffers: ReadonlyMap = new Map(); private crowdGain: GainNode | null = null; private unlocked = false; private unlockPromise: Promise | null = null; @@ -67,14 +70,20 @@ export class AudioFeedback { } private async performUnlock(): Promise { - if (this.context === null) { - this.context = new AudioContext(); - this.master = this.context.createGain(); - this.master.gain.value = Math.min(0.8, Math.max(0, this.settings().volume)); - this.master.connect(this.context.destination); + let context = this.context; + if (context === null) { + context = new AudioContext(); + const master = context.createGain(); + master.gain.value = Math.min(0.8, Math.max(0, this.settings().volume)); + master.connect(context.destination); + this.context = context; + this.master = master; } - if (this.context.state === "suspended") await this.context.resume(); - if (this.destroyed) return; + if (context.state === "suspended") await context.resume(); + if (this.destroyed || this.context !== context) return; + const injuryBuffers = await this.decodeInjuryBuffers(context); + if (this.destroyed || this.context !== context) return; + this.injuryBuffers = injuryBuffers; this.unlocked = true; window.removeEventListener("pointerdown", this.unlockListener); window.removeEventListener("keydown", this.unlockListener); @@ -187,6 +196,39 @@ export class AudioFeedback { this.timers.add(timer); } + injury(injury: ArcadeInjury): void { + const context = this.context; + const master = this.master; + const buffer = this.injuryBuffers.get(injury); + const current = this.settings(); + if (!this.unlocked || context === null || master === null || buffer === undefined) return; + if (current.blood !== "full" || current.reducedMotion) return; + const source = context.createBufferSource(); + const gain = context.createGain(); + source.buffer = buffer; + gain.gain.value = 0.16; + source.connect(gain).connect(master); + source.start(); + } + + private async decodeInjuryBuffers(context: AudioContext): Promise> { + const decoded = await Promise.all(INJURY_SOUNDS.map(async (sound) => { + const encoded = atob(sound.wav); + const bytes = new Uint8Array(encoded.length); + for (let index = 0; index < encoded.length; index += 1) bytes[index] = encoded.charCodeAt(index); + try { + return [sound.name, await context.decodeAudioData(bytes.buffer)] as const; + } catch { + return null; + } + })); + const buffers = new Map(); + for (const entry of decoded) { + if (entry !== null) buffers.set(entry[0], entry[1]); + } + return buffers; + } + private tone(spec: ToneSpec): void { const context = this.context; const master = this.master; @@ -316,6 +358,7 @@ export class AudioFeedback { this.context = null; this.master = null; this.noiseBuffer = null; + this.injuryBuffers = new Map(); this.crowdGain = null; this.unlocked = false; if (context !== null) void context.close().catch(() => undefined); diff --git a/web/hands/src/feedback.test.ts b/web/hands/src/feedback.test.ts index 2e152ed..5ba9cb5 100644 --- a/web/hands/src/feedback.test.ts +++ b/web/hands/src/feedback.test.ts @@ -1,4 +1,5 @@ import { AudioFeedback } from "./audio"; +import { INJURY_SOUNDS } from "./assets/injury-sounds"; import { HapticFeedback } from "./haptics"; const settings = { volume: 1, haptics: true, reducedMotion: false, blood: "full" as const }; @@ -7,22 +8,46 @@ class MockAudioContext { static created = 0; static failResume = false; static oscillatorStarts = 0; + static bufferStarts = 0; + static decodeCalls = 0; + static failDecode = false; + static decodeGate: Promise | null = null; + static operations: string[] = []; + static last: MockAudioContext | null = null; + static playedBuffers: Array = []; state: AudioContextState = "suspended"; currentTime = 0; sampleRate = 8000; destination = {}; resume = vi.fn(async () => { + MockAudioContext.operations.push("resume"); if (MockAudioContext.failResume) { MockAudioContext.failResume = false; throw new Error("blocked"); } this.state = "running"; }); suspend = vi.fn(async () => { this.state = "suspended"; }); close = vi.fn(async () => {}); - constructor() { MockAudioContext.created += 1; } + constructor() { + MockAudioContext.created += 1; + MockAudioContext.last = this; + } createGain(): GainNode { return { gain: audioParam(), connect: vi.fn((target) => target) } as unknown as GainNode; } createOscillator(): OscillatorNode { return { type: "sine", frequency: audioParam(), connect: vi.fn((target) => target), start: vi.fn(() => { MockAudioContext.oscillatorStarts += 1; }), stop: vi.fn() } as unknown as OscillatorNode; } createBiquadFilter(): BiquadFilterNode { return { type: "lowpass", frequency: audioParam(), Q: audioParam(), connect: vi.fn((target) => target) } as unknown as BiquadFilterNode; } createBuffer(_channels: number, length: number): AudioBuffer { return { getChannelData: () => new Float32Array(length) } as unknown as AudioBuffer; } - createBufferSource(): AudioBufferSourceNode { return { buffer: null, loop: false, connect: vi.fn((target) => target), start: vi.fn(), stop: vi.fn() } as unknown as AudioBufferSourceNode; } + decodeAudioData = vi.fn(async (_data: ArrayBuffer): Promise => { + MockAudioContext.operations.push("decode"); + MockAudioContext.decodeCalls += 1; + if (MockAudioContext.decodeGate !== null) await MockAudioContext.decodeGate; + if (MockAudioContext.failDecode) { MockAudioContext.failDecode = false; throw new Error("decode"); } + return { decodeIndex: MockAudioContext.decodeCalls - 1 } as unknown as AudioBuffer; + }); + createBufferSource(): AudioBufferSourceNode { + const source = { buffer: null as AudioBuffer | null, loop: false, connect: vi.fn((target) => target), start: vi.fn(() => { + MockAudioContext.bufferStarts += 1; + MockAudioContext.playedBuffers.push(source.buffer); + }), stop: vi.fn() }; + return source as unknown as AudioBufferSourceNode; + } } describe("authoritative audio and haptics", () => { @@ -30,6 +55,13 @@ describe("authoritative audio and haptics", () => { MockAudioContext.created = 0; MockAudioContext.failResume = false; MockAudioContext.oscillatorStarts = 0; + MockAudioContext.bufferStarts = 0; + MockAudioContext.decodeCalls = 0; + MockAudioContext.failDecode = false; + MockAudioContext.decodeGate = null; + MockAudioContext.operations = []; + MockAudioContext.last = null; + MockAudioContext.playedBuffers = []; vi.stubGlobal("AudioContext", MockAudioContext); }); @@ -59,6 +91,87 @@ describe("authoritative audio and haptics", () => { feedback.destroy(); }); + it("resumes during activation and ignores deferred decodes after destruction", async () => { + let releaseDecode = (): void => undefined; + MockAudioContext.decodeGate = new Promise((resolve) => { releaseDecode = resolve; }); + const feedback = new AudioFeedback(() => settings); + const unlocking = feedback.unlock(); + await vi.waitFor(() => expect(MockAudioContext.decodeCalls).toBe(6)); + expect(MockAudioContext.operations[0]).toBe("resume"); + expect(MockAudioContext.operations.slice(1)).toEqual(Array.from({ length: 6 }, () => "decode")); + const context = MockAudioContext.last!; + feedback.destroy(); + releaseDecode(); + await expect(unlocking).resolves.toBeUndefined(); + expect(context.close).toHaveBeenCalledOnce(); + feedback.injury("decapitation"); + expect(MockAudioContext.bufferStarts).toBe(0); + }); + + it("embeds six distinct bounded PCM16 WAV voices generated with NumPy FM", () => { + expect(INJURY_SOUNDS.map((sound) => sound.name)).toEqual([ + "decapitation", "dismember_left", "dismember_right", + "jaw_dislocation", "shoulder_left", "shoulder_right", + ]); + expect(new Set(INJURY_SOUNDS.map((sound) => sound.wav)).size).toBe(6); + let totalBytes = 0; + for (const sound of INJURY_SOUNDS) { + const bytes = Uint8Array.from(atob(sound.wav), (character) => character.charCodeAt(0)); + const view = new DataView(bytes.buffer); + const ascii = (from: number, length: number): string => String.fromCharCode(...bytes.slice(from, from + length)); + expect(ascii(0, 4)).toBe("RIFF"); + expect(ascii(8, 4)).toBe("WAVE"); + expect(view.getUint16(20, true)).toBe(1); + expect(view.getUint16(22, true)).toBe(1); + expect(view.getUint32(24, true)).toBe(12_000); + expect(view.getUint16(34, true)).toBe(16); + expect(ascii(36, 4)).toBe("data"); + expect(view.getUint32(40, true)).toBe(sound.frames * 2); + expect(bytes.slice(44).some((sample) => sample !== 0)).toBe(true); + totalBytes += bytes.byteLength; + } + expect(totalBytes).toBeLessThan(100_000); + }); + + it("decodes once after unlock and maps each applied injury to its exact FM voice", async () => { + const feedback = new AudioFeedback(() => settings); + await feedback.unlock(); + expect(MockAudioContext.decodeCalls).toBe(6); + const injuries = [ + "decapitation", "dismember_left", "dismember_right", + "jaw_dislocation", "shoulder_left", "shoulder_right", + ] as const; + for (const [index, injury] of injuries.entries()) { + feedback.injury(injury); + const played = MockAudioContext.playedBuffers.at(-1) as unknown as { decodeIndex: number }; + expect(played.decodeIndex).toBe(index); + } + await feedback.unlock(); + expect(MockAudioContext.decodeCalls).toBe(6); + feedback.destroy(); + }); + + it("suppresses gore voices for accessibility settings and tolerates an undecodable WAV", async () => { + let blood: "off" | "reduced" | "full" = "full"; + let reducedMotion = false; + MockAudioContext.failDecode = true; + const feedback = new AudioFeedback(() => ({ ...settings, blood, reducedMotion })); + await expect(feedback.unlock()).resolves.toBeUndefined(); + const started = MockAudioContext.bufferStarts; + feedback.injury("decapitation"); + expect(MockAudioContext.bufferStarts).toBe(started); + feedback.injury("dismember_left"); + expect(MockAudioContext.bufferStarts).toBe(started + 1); + blood = "off"; + feedback.injury("dismember_right"); + expect(MockAudioContext.bufferStarts).toBe(started + 1); + blood = "full"; + reducedMotion = true; + feedback.injury("jaw_dislocation"); + expect(MockAudioContext.bufferStarts).toBe(started + 1); + feedback.destroy(); + }); + it("maps only authoritative feedback events to bounded rumble and swallows rejection", async () => { const playEffect = vi.fn(async (_type: string, pattern: { duration: number; strongMagnitude: number; weakMagnitude: number }) => { expect(pattern.duration).toBeLessThanOrEqual(180); diff --git a/web/hands/src/render/animation.ts b/web/hands/src/render/animation.ts index 2a7884f..f705a2b 100644 --- a/web/hands/src/render/animation.ts +++ b/web/hands/src/render/animation.ts @@ -1,16 +1,16 @@ import * as THREE from "three"; -import { punchTiming, totalTicks } from "../manifest"; +import { punchTiming, TICK_RATE, totalTicks } from "../manifest"; import type { BloodLevel } from "../settings"; import type { FighterSnapshot, Hand, Power, PunchClass, SemanticAction, Target } from "../types"; import { aimBone, solveArm, type BoxerRig } from "./boxer"; import type { WorldMapping } from "./world"; -const GUARD_HIGH_L = new THREE.Vector3(0.08, 0.29, 0.25); -const GUARD_HIGH_R = new THREE.Vector3(-0.07, 0.3, 0.21); -const GUARD_LOW_L = new THREE.Vector3(0.12, 0.02, 0.26); -const GUARD_LOW_R = new THREE.Vector3(-0.1, 0.04, 0.21); -const RELAXED_L = new THREE.Vector3(0.14, 0.14, 0.32); -const RELAXED_R = new THREE.Vector3(-0.09, 0.22, 0.21); +const GUARD_HIGH_L = new THREE.Vector3(0.13, 0.38, 0.23); +const GUARD_HIGH_R = new THREE.Vector3(-0.12, 0.4, 0.2); +const GUARD_LOW_L = new THREE.Vector3(0.18, 0.12, 0.3); +const GUARD_LOW_R = new THREE.Vector3(-0.17, 0.14, 0.28); +const RELAXED_L = new THREE.Vector3(0.16, 0.27, 0.3); +const RELAXED_R = new THREE.Vector3(-0.15, 0.29, 0.26); const HEAD_Y = 0.33; const BODY_Y = -0.02; @@ -62,6 +62,7 @@ export interface Impact { direction: number; amount: number; blocked: boolean; + target?: Target; } const smooth = (current: number, target: number, rate: number, dt: number): number => current + (target - current) * (1 - Math.exp(-rate * dt)); @@ -117,6 +118,7 @@ export class BoxerAnimator { private reactionT = 1; private reactionDirection = 1; private reactionPower = 0; + private reactionTarget: Target = "head"; private walkPhase = 0; private readonly gloveLCurrent = new THREE.Vector3().copy(RELAXED_L); private readonly gloveRCurrent = new THREE.Vector3().copy(RELAXED_R); @@ -150,6 +152,7 @@ export class BoxerAnimator { this.reactionT = 0; this.reactionDirection = impact.direction; this.reactionPower = Math.max(this.reactionPower * 0.4, impact.amount); + this.reactionTarget = impact.target ?? "head"; } } @@ -265,9 +268,14 @@ export class BoxerAnimator { } const tired = 1 - fighter.stamina / Math.max(1, fighter.maximum_stamina); - const speed = Math.hypot(fighter.velocity_x, fighter.velocity_y) * 0.006; - const speedFactor = Math.min(1, speed * 0.55); - this.walkPhase += speed * dt * 4.6; + const fatiguePose = THREE.MathUtils.clamp((tired - 0.1) / 0.9, 0, 1); + const velocityWorldX = this.mapping.x(fighter.velocity_x) * TICK_RATE; + const velocityWorldZ = this.mapping.z(fighter.velocity_y) * TICK_RATE; + const speed = Math.hypot(velocityWorldX, velocityWorldZ); + const speedFactor = Math.min(1, speed / 1.1); + const forwardMotion = THREE.MathUtils.clamp((fighter.velocity_x * fighter.facing) / 7, -1, 1); + const lateralMotion = THREE.MathUtils.clamp(fighter.velocity_y / 7, -1, 1); + this.walkPhase += speed * dt * 5.72; const accelX = (fighter.velocity_x - this.prevVelocityX) / Math.max(0.001, dt); const accelY = (fighter.velocity_y - this.prevVelocityY) / Math.max(0.001, dt); @@ -290,7 +298,8 @@ export class BoxerAnimator { this.reactionT = Math.min(1, this.reactionT + dt / 0.42); const reactionPower = Math.min(1, this.reactionPower / 220); - const reactionHead = (1 - smoothstep(0, 0.8, this.reactionT)) * reactionPower; + const reactionHead = (1 - smoothstep(0, 0.8, this.reactionT)) * reactionPower + * (this.reactionTarget === "head" ? 1 : 0.2); const reaction = smoothstep(0, 0.14, this.reactionT) * (1 - smoothstep(0.35, 1, this.reactionT)) * reactionPower; const stunned = Math.min(1, fighter.stunned_ticks / 45); @@ -301,17 +310,19 @@ export class BoxerAnimator { const weightSway = reducedMotion || down > 0.5 ? 0 : Math.sin(time * idleTempo * 0.5) * 0.022; const breath = reducedMotion ? 0 : Math.sin(time * (2.2 + tired * 2.6)) * (0.012 + tired * 0.03); - let dropTarget = -0.035; + let dropTarget = -0.035 - fatiguePose * 0.025; let rollTarget = 0; - let pitchTarget = 0.09; + let pitchTarget = 0.09 + fatiguePose * 0.06; if (fighter.defense === "weave") { dropTarget = -0.26; rollTarget = 0.34 * mirror; pitchTarget = 0.3; } else if (fighter.defense === "slip_left") { rollTarget = 0.2; pitchTarget = 0.12; } else if (fighter.defense === "slip_right") { rollTarget = -0.2; pitchTarget = 0.12; } else if (fighter.defense === "pull") { pitchTarget = -0.26; } if (fighter.is_foul_recovery_target) { dropTarget = -0.18; pitchTarget = 0.42; } if (fighter.clinch_ticks > 0 || fighter.clinch_startup_ticks > 0) { pitchTarget = 0.4; dropTarget = -0.08; } - dropTarget -= reaction * 0.05; - pitchTarget -= reaction * 0.34; + dropTarget -= reaction * (this.reactionTarget === "body" ? 0.12 : 0.05); + pitchTarget -= reaction * (this.reactionTarget === "body" ? 0.18 : 0.34); + rollTarget += reaction * (this.reactionTarget === "body" ? 0.16 : 0.06) + * (this.reactionDirection < 0 ? -1 : 1); rollTarget += wobble + this.inertiaRoll; pitchTarget += this.inertiaPitch; @@ -391,7 +402,7 @@ export class BoxerAnimator { rig.head.rotation.set(headPitch, -this.spineTwist * 0.5 + headWeave * (1 - down), headRoll); rig.chest.scale.set(1 + breath, 1 + breath * 0.5, 1 + breath); - this.poseLegs(fighter, speedFactor, down, fallSide, mirror); + this.poseLegs(speedFactor, down, fallSide, mirror, forwardMotion, lateralMotion); rig.root.updateMatrixWorld(true); @@ -399,6 +410,10 @@ export class BoxerAnimator { const guardR = fighter.defense === "guard_high" ? GUARD_HIGH_R : fighter.defense === "guard_low" ? GUARD_LOW_R : RELAXED_R; const finalL = scratchFinalL.copy(guardL); const finalR = scratchFinalR.copy(guardR); + finalL.y -= fatiguePose * 0.065; + finalR.y -= fatiguePose * 0.065; + finalL.z -= fatiguePose * 0.03; + finalR.z -= fatiguePose * 0.03; if (fighter.is_foul_recovery_target) { finalL.set(0.08, 0.32, 0.2); finalR.set(-0.06, 0.3, 0.18); } if (fighter.clinch_ticks > 0 || fighter.clinch_startup_ticks > 0) { finalL.set(0.16, -0.05, 0.5); finalR.set(-0.16, -0.02, 0.48); } if (down > 0.03) { @@ -447,8 +462,8 @@ export class BoxerAnimator { } else if (this.punchKind === "hook") { const sweep = smoothstep(this.actionStartupFrac * 0.85, this.actionStartupFrac + this.actionActiveFrac * 0.75, this.punchT); const sideSign = this.punchHand === "left" ? 1 : -1; - punch.x = THREE.MathUtils.lerp(aim.x + 0.42 * sideSign, aim.x - 0.16 * sideSign, sweep); - punch.z = aim.z * (0.72 + 0.28 * Math.sin(sweep * Math.PI * 0.5)); + punch.x = THREE.MathUtils.lerp(aim.x + 0.3 * sideSign, aim.x - 0.14 * sideSign, sweep); + punch.z = Math.min(0.52, aim.z * (0.72 + 0.28 * Math.sin(sweep * Math.PI * 0.5))); punch.y = aim.y; } else if (this.punchKind === "uppercut") { const rise = smoothstep(this.actionStartupFrac * 0.7, this.actionStartupFrac + this.actionActiveFrac * 0.5, this.punchT); @@ -459,8 +474,9 @@ export class BoxerAnimator { const windupOffset = scratchWindup.set(0, this.punchKind === "uppercut" ? -0.22 : -0.03, this.punchKind === "jab" ? -0.1 : -0.16).multiplyScalar(windup); const base = this.punchHand === "left" ? finalL : finalR; const other = this.punchHand === "left" ? finalR : finalL; - if (this.punchKind === "straight") other.set(-0.06, 0.27, 0.17); - if (this.punchKind === "hook") other.set(-0.05, 0.3, 0.15); + const otherSide = this.punchHand === "left" ? -1 : 1; + if (this.punchKind === "straight") other.set(0.11 * otherSide, 0.34, 0.18); + if (this.punchKind === "hook") other.set(0.1 * otherSide, 0.36, 0.16); if (this.punchKind === "uppercut") other.y -= 0.08; const mixed = scratchMixed.copy(base).add(windupOffset).lerp(punch, scaledExtend); if (this.punchPower === "power" && Math.abs(this.punchT - (this.actionStartupFrac + this.actionActiveFrac * 0.5)) < 0.06) { @@ -498,34 +514,46 @@ export class BoxerAnimator { this.applyTrauma(fighter, opponent, blood); } - private poseLegs(fighter: FighterSnapshot, speedFactor: number, down: number, fallSide: number, mirror: number): void { + private poseLegs( + speedFactor: number, + down: number, + fallSide: number, + mirror: number, + forwardMotion: number, + lateralMotion: number, + ): void { const rig = this.rig; - const strideAmp = 0.42 * speedFactor * (1 - down); - const liftAmp = 0.5 * speedFactor * (1 - down); + const strideAmp = 0.34 * speedFactor * (1 - down); + const liftAmp = 0.38 * speedFactor * (1 - down); + const forwardDirection = Math.abs(forwardMotion) > 0.05 ? Math.sign(forwardMotion) : 0; + const lateralStride = lateralMotion * speedFactor * (1 - down); const crouch = -(this.drop + this.kinDrop) * 1.35 * (1 - down); const phaseL = this.walkPhase; const phaseR = this.walkPhase + Math.PI; const baseL = { hip: -0.2 - crouch * 0.5, knee: 0.34 + crouch, ankle: -0.1 - crouch * 0.5 }; const baseR = { hip: 0.15 - crouch * 0.5, knee: 0.38 + crouch, ankle: -0.12 - crouch * 0.5 }; - const swingL = Math.sin(phaseL) * strideAmp; - const swingR = Math.sin(phaseR) * strideAmp; + const swingL = Math.sin(phaseL) * strideAmp * forwardDirection; + const swingR = Math.sin(phaseR) * strideAmp * forwardDirection; const liftL = Math.max(0, Math.sin(phaseL - Math.PI / 2)) * liftAmp; const liftR = Math.max(0, Math.sin(phaseR - Math.PI / 2)) * liftAmp; const buckle = smoothstep(0, 0.3, down) * (1 - smoothstep(0.32, 0.62, down)); + const lateralPhase = Math.sin(phaseL) * 0.16 * lateralStride; rig.hipL.rotation.set( THREE.MathUtils.lerp(baseL.hip + swingL, -0.18, down), 0.32 * mirror * (1 - down) + (this.punchHand === "left" ? this.kinPivotL : 0) * (1 - down), - THREE.MathUtils.lerp(0, 0.5 * fallSide, down), + THREE.MathUtils.lerp(0.1 * lateralStride + lateralPhase, 0.5 * fallSide, down), ); rig.kneeL.rotation.x = THREE.MathUtils.lerp(baseL.knee + liftL + buckle * 0.85, 0.24, Math.max(down, buckle)); rig.ankleL.rotation.x = THREE.MathUtils.lerp(baseL.ankle - swingL * 0.4 - (mirror < 0 ? this.kinHeelR : 0) * (1 - down), 0.42, down); + rig.ankleL.rotation.z = -0.08 * lateralStride - lateralPhase * 0.45; rig.hipR.rotation.set( THREE.MathUtils.lerp(baseR.hip + swingR, -0.12, down), -0.14 * mirror * (1 - down) + (this.punchHand === "right" ? this.kinPivotL : 0) * (1 - down), - THREE.MathUtils.lerp(0, 0.35 * fallSide, down), + THREE.MathUtils.lerp(0.1 * lateralStride - lateralPhase, 0.35 * fallSide, down), ); rig.kneeR.rotation.x = THREE.MathUtils.lerp(baseR.knee + liftR + buckle * 0.8, 0.18, Math.max(down, buckle)); rig.ankleR.rotation.x = THREE.MathUtils.lerp(baseR.ankle - swingR * 0.4 - (mirror > 0 ? this.kinHeelR : 0) * (1 - down), 0.42, down); + rig.ankleR.rotation.z = -0.08 * lateralStride + lateralPhase * 0.45; } private solveArmIK(shoulder: THREE.Group, elbow: THREE.Group, glove: THREE.Group, localTarget: THREE.Vector3, side: 1 | -1, rig: BoxerRig): void { @@ -533,7 +561,14 @@ export class BoxerAnimator { scratchGlove.copy(localTarget); rig.chest.localToWorld(scratchGlove); scratchPole.set(0.9 * side, -1, -0.25).applyQuaternion(rig.chest.getWorldQuaternion(scratchQuat)); - solveArm(scratchShoulder, scratchGlove, scratchPole, scratchElbowOut); + const isPunchingArm = this.punchT < 1 + && ((side === 1 && this.punchHand === "left") || (side === -1 && this.punchHand === "right")); + const maximumReach = isPunchingArm && this.punchKind === "hook" + ? 0.56 + : isPunchingArm && this.punchKind === "uppercut" + ? 0.58 + : undefined; + solveArm(scratchShoulder, scratchGlove, scratchPole, scratchElbowOut, maximumReach); aimBone(shoulder, scratchShoulder, scratchElbowOut.elbowWorld); shoulder.updateMatrixWorld(true); aimBone(elbow, scratchElbowOut.elbowWorld, scratchElbowOut.targetWorld); diff --git a/web/hands/src/render/boxer.ts b/web/hands/src/render/boxer.ts index 80388ea..36727f3 100644 --- a/web/hands/src/render/boxer.ts +++ b/web/hands/src/render/boxer.ts @@ -496,13 +496,19 @@ const scratchPole = new THREE.Vector3(); const downAxis = new THREE.Vector3(0, -1, 0); const scratchClamped = new THREE.Vector3(); -export function solveArm(shoulderWorld: THREE.Vector3, targetWorld: THREE.Vector3, pole: THREE.Vector3, out: { elbowWorld: THREE.Vector3; targetWorld: THREE.Vector3 }): void { +export function solveArm( + shoulderWorld: THREE.Vector3, + targetWorld: THREE.Vector3, + pole: THREE.Vector3, + out: { elbowWorld: THREE.Vector3; targetWorld: THREE.Vector3 }, + maximumReach = UPPER_ARM + FOREARM + 0.06 - 0.015, +): void { const l1 = UPPER_ARM; const l2 = FOREARM + 0.06; scratchS.copy(shoulderWorld); scratchT.copy(targetWorld); scratchDir.subVectors(scratchT, scratchS); - const distance = THREE.MathUtils.clamp(scratchDir.length(), 0.12, l1 + l2 - 0.015); + const distance = THREE.MathUtils.clamp(scratchDir.length(), 0.12, maximumReach); scratchDir.normalize(); const a = (l1 * l1 - l2 * l2 + distance * distance) / (2 * distance); const h = Math.sqrt(Math.max(0.0001, l1 * l1 - a * a)); diff --git a/web/hands/src/render/effects.ts b/web/hands/src/render/effects.ts index 8eb493a..37d9ecc 100644 --- a/web/hands/src/render/effects.ts +++ b/web/hands/src/render/effects.ts @@ -1,6 +1,6 @@ import * as THREE from "three"; import type { BloodLevel } from "../settings"; -import type { CombatEvent } from "../types"; +import type { CombatEvent, Hand } from "../types"; import { CANVAS_TOP, RING_FIGHT_HALF } from "./world"; const MAX_DROPLETS = 900; @@ -8,9 +8,13 @@ const MAX_MIST = 90; const MAX_DECALS = 48; const MAX_GIBS = 48; const MAX_HEADS = 2; +const MAX_HANDS = 4; const GIBS_PER_DECAPITATION = 24; +const GIBS_PER_HAND = 16; const HEAD_RADIUS = 0.12; +const HAND_RADIUS = 0.085; const MAX_STEP = 0.05; +const SIMULATION_STEP = 1 / 60; interface Droplet { alive: boolean; @@ -44,6 +48,7 @@ interface Gib { interface SeveredHead { readonly mesh: THREE.Mesh; + readonly radius: number; active: boolean; moving: boolean; eventId: number | null; @@ -62,6 +67,13 @@ interface Stump { direction: number; } +interface DripEmitter { + readonly position: THREE.Vector3; + active: boolean; + rate: number; + accumulator: number; +} + const seeded = (seed: number): (() => number) => () => { seed = Math.imul(seed ^ (seed >>> 15), 1 | seed); seed ^= seed + Math.imul(seed ^ (seed >>> 7), 61 | seed); @@ -70,7 +82,20 @@ const seeded = (seed: number): (() => number) => () => { const finite = (value: number, fallback = 0): number => Number.isFinite(value) ? value : fallback; const safeStep = (dt: number): number => Number.isFinite(dt) ? THREE.MathUtils.clamp(dt, 0, MAX_STEP) : 0; -const IMPACT_KINDS = new Set(["hit", "counter_hit", "block", "knockdown", "bleed"]); +const IMPACT_KINDS = new Set(["hit", "counter_hit", "block", "perfect_block", "guard_break", "knockdown", "bleed"]); + +export type BloodPattern = "jet" | "fan" | "plume" | "body_burst" | "ooze" | "impact"; + +export function bloodPatternFor(event: CombatEvent): BloodPattern { + if (event.kind === "bleed") return "ooze"; + if (event.kind === "knockdown") return "impact"; + const parts = event.detail.split(":"); + if (parts.at(-1) === "body") return "body_burst"; + const punch = parts.find((part) => ["jab", "straight", "hook", "uppercut"].includes(part)); + if (punch === "hook") return "fan"; + if (punch === "uppercut") return "plume"; + return "jet"; +} function copyFiniteQuaternion(target: THREE.Quaternion, source: THREE.Quaternion): void { target.set(finite(source.x), finite(source.y), finite(source.z), finite(source.w, 1)); @@ -127,15 +152,26 @@ export class Effects3D { private readonly gibEuler = new THREE.Euler(); private readonly gibScale = new THREE.Vector3(); - private readonly headGeometry: THREE.DodecahedronGeometry; - private readonly headMaterial: THREE.MeshStandardMaterial; + private readonly headGeometry: THREE.SphereGeometry; + private readonly headMaterials: THREE.MeshStandardMaterial[] = []; private readonly heads: SeveredHead[] = []; + private readonly handGeometry: THREE.CapsuleGeometry; + private readonly handMaterials: THREE.MeshStandardMaterial[] = []; + private readonly hands: SeveredHead[] = []; private readonly stumpGeometry: THREE.CylinderGeometry; + private readonly wristStumpGeometry: THREE.CylinderGeometry; private readonly stumpMaterial: THREE.MeshStandardMaterial; private readonly stumps: Stump[] = []; + private readonly handStumps: Stump[] = []; private readonly lastDecapitationEvent = [null, null] as Array; + private readonly lastDismembermentEvent = Array(MAX_HANDS).fill(null); - private dripAccumulator = 0; + private readonly dripEmitters: [DripEmitter, DripEmitter] = [ + { position: new THREE.Vector3(), active: false, rate: 0, accumulator: 0 }, + { position: new THREE.Vector3(), active: false, rate: 0, accumulator: 0 }, + ]; + private simulationRemainder = 0; + private ambientSeed = 0x5f37_59df; private shake = 0; private bloodLevel: BloodLevel = "full"; @@ -192,22 +228,41 @@ export class Effects3D { } this.gibMesh.instanceMatrix.needsUpdate = true; - this.headGeometry = new THREE.DodecahedronGeometry(HEAD_RADIUS, 1); - this.headMaterial = new THREE.MeshStandardMaterial({ color: 0x8a4d32, roughness: 0.76, metalness: 0 }); + this.headGeometry = new THREE.SphereGeometry(HEAD_RADIUS, 18, 14); + this.handGeometry = new THREE.CapsuleGeometry(0.055, 0.09, 6, 12); this.stumpGeometry = new THREE.CylinderGeometry(0.072, 0.09, 0.035, 12); + this.wristStumpGeometry = new THREE.CylinderGeometry(0.035, 0.05, 0.03, 10); this.stumpMaterial = new THREE.MeshStandardMaterial({ color: 0x56070c, roughness: 0.88, metalness: 0 }); for (let i = 0; i < MAX_HEADS; i += 1) { - const headMesh = new THREE.Mesh(this.headGeometry, this.headMaterial); + const headMaterial = new THREE.MeshStandardMaterial({ color: 0x8a4d32, roughness: 0.76, metalness: 0 }); + this.headMaterials.push(headMaterial); + const headMesh = new THREE.Mesh(this.headGeometry, headMaterial); + headMesh.scale.set(0.82, 1.08, 0.9); headMesh.castShadow = true; headMesh.visible = false; scene.add(headMesh); - this.heads.push({ mesh: headMesh, active: false, moving: false, eventId: null, vx: 0, vy: 0, vz: 0, vrx: 0, vry: 0, vrz: 0, bounces: 0, stained: false }); + this.heads.push({ mesh: headMesh, radius: HEAD_RADIUS, active: false, moving: false, eventId: null, vx: 0, vy: 0, vz: 0, vrx: 0, vry: 0, vrz: 0, bounces: 0, stained: false }); const stumpMesh = new THREE.Mesh(this.stumpGeometry, this.stumpMaterial); stumpMesh.visible = false; scene.add(stumpMesh); this.stumps.push({ mesh: stumpMesh, active: false, fountainLife: 0, accumulator: 0, seed: 1, direction: 1 }); } + for (let index = 0; index < MAX_HANDS; index += 1) { + const material = new THREE.MeshStandardMaterial({ color: 0x1d4ed8, roughness: 0.38, metalness: 0.03 }); + this.handMaterials.push(material); + const handMesh = new THREE.Mesh(this.handGeometry, material); + handMesh.scale.set(1.15, 1, 1.35); + handMesh.castShadow = true; + handMesh.visible = false; + scene.add(handMesh); + this.hands.push({ mesh: handMesh, radius: HAND_RADIUS, active: false, moving: false, eventId: null, vx: 0, vy: 0, vz: 0, vrx: 0, vry: 0, vrz: 0, bounces: 0, stained: false }); + + const stumpMesh = new THREE.Mesh(this.wristStumpGeometry, this.stumpMaterial); + stumpMesh.visible = false; + scene.add(stumpMesh); + this.handStumps.push({ mesh: stumpMesh, active: false, fountainLife: 0, accumulator: 0, seed: 1, direction: 1 }); + } } setBloodLevel(level: BloodLevel): void { @@ -245,8 +300,12 @@ export class Effects3D { return this.heads.filter((head) => head.active).length; } + get activeHands(): number { + return this.hands.filter((hand) => hand.active).length; + } + get activeStumps(): number { - return this.stumps.filter((stump) => stump.active).length; + return [...this.stumps, ...this.handStumps].filter((stump) => stump.active).length; } private spawnDroplet(x: number, y: number, z: number, vx: number, vy: number, vz: number, color: { r: number; g: number; b: number }, life: number, blood: boolean): void { @@ -310,7 +369,13 @@ export class Effects3D { material.color.setHex(color); } - splatter(x: number, z: number, scale: number, rand: () => number = Math.random): void { + private ambientRandom(): number { + this.ambientSeed = Math.imul(this.ambientSeed ^ (this.ambientSeed >>> 15), 1 | this.ambientSeed); + this.ambientSeed ^= this.ambientSeed + Math.imul(this.ambientSeed ^ (this.ambientSeed >>> 7), 61 | this.ambientSeed); + return ((this.ambientSeed ^ (this.ambientSeed >>> 14)) >>> 0) / 4294967296; + } + + splatter(x: number, z: number, scale: number, rand: () => number = () => this.ambientRandom()): void { if (this.bloodLevel === "off") return; const reduced = this.bloodLevel === "reduced"; const drops = reduced ? 3 : 12; @@ -330,23 +395,25 @@ export class Effects3D { } } - pool(x: number, z: number, scale: number): void { + pool(x: number, z: number, scale: number, rand: () => number = () => this.ambientRandom()): void { if (this.bloodLevel === "off") return; const reduced = this.bloodLevel === "reduced"; const modeScale = reduced ? 0.35 : 1; - this.placeDecal(x, z, 2.8 * scale * modeScale, 2.0 * scale * modeScale, Math.random() * Math.PI, 0.56 * modeScale, 0x450609); + this.placeDecal(x, z, 2.8 * scale * modeScale, 2.0 * scale * modeScale, rand() * Math.PI, 0.56 * modeScale, 0x450609); if (reduced) return; for (let i = 0; i < 3; i += 1) { - const angle = Math.random() * Math.PI * 2; - const radius = 0.18 + Math.random() * 0.32; - this.placeDecal(x + Math.sin(angle) * radius, z + Math.cos(angle) * radius, 0.45 + Math.random() * 0.55, 0.22 + Math.random() * 0.38, Math.random() * Math.PI, 0.38 + Math.random() * 0.18, 0x620a10); + const angle = rand() * Math.PI * 2; + const radius = 0.18 + rand() * 0.32; + this.placeDecal(x + Math.sin(angle) * radius, z + Math.cos(angle) * radius, 0.45 + rand() * 0.55, 0.22 + rand() * 0.38, rand() * Math.PI, 0.38 + rand() * 0.18, 0x620a10); } } addEvent(event: CombatEvent, targetWorld: THREE.Vector3, reducedMotion: boolean): void { if (!IMPACT_KINDS.has(event.kind)) return; const rand = seeded(event.event_id * 7919 + 17); - const blocked = event.kind === "block"; + const blocked = event.kind === "block" || event.kind === "perfect_block"; + const pattern = bloodPatternFor(event); + const launchDirection = event.direction < 0 ? -1 : 1; const origin = { x: finite(targetWorld.x), y: event.detail.endsWith(":body") ? 1.05 : 1.58, z: finite(targetWorld.z) }; const sweatCount = reducedMotion ? 0 : Math.round((blocked ? 6 : 16) + Math.min(20, Math.max(0, event.amount) / 20)); const bloodCount = reducedMotion || event.blood <= 0 || this.bloodLevel === "off" @@ -374,17 +441,45 @@ export class Effects3D { } for (let i = 0; i < bloodCount; i += 1) { const arterial = i % 4 === 0; - const spread = arterial ? 0.2 : 0.72; - const angle = (rand() - 0.5) * Math.PI * spread; + const angle = (rand() - 0.5) * Math.PI; const speed = arterial ? 2.2 + rand() * 1.8 : 0.9 + rand() * 1.5; + let vx = launchDirection * speed; + let vy = 0.5 + rand() * 1.25; + let vz = (rand() - 0.5) * 0.5; + if (pattern === "fan") { + vx = launchDirection * speed * (0.45 + Math.cos(angle) * 0.35); + vy = 0.55 + rand() * 1.15; + vz = Math.sin(angle) * speed * 0.9; + } else if (pattern === "plume") { + vx = launchDirection * speed * (0.25 + rand() * 0.25); + vy = 1.8 + rand() * 2.2; + vz = (rand() - 0.5) * speed * 0.65; + } else if (pattern === "body_burst") { + vx = launchDirection * speed * (0.55 + rand() * 0.45); + vy = -0.15 + rand() * 1.05; + vz = Math.sin(angle) * speed * 0.75; + } else if (pattern === "ooze") { + vx = launchDirection * (0.08 + rand() * 0.22); + vy = -0.3 - rand() * 0.55; + vz = (rand() - 0.5) * 0.22; + } else if (pattern === "impact") { + vx = launchDirection * speed * (0.45 + rand() * 0.65); + vy = 0.9 + rand() * 2.1; + vz = Math.sin(angle) * speed; + } else { + const spread = arterial ? 0.12 : 0.34; + vx = launchDirection * speed * (0.8 + rand() * 0.35); + vy = arterial ? 1.3 + rand() * 1.6 : 0.5 + rand() * 1.25; + vz = (rand() - 0.5) * speed * spread; + } const shade = rand(); this.spawnDroplet( origin.x + (rand() - 0.5) * 0.12, origin.y + (rand() - 0.5) * 0.14, origin.z + (rand() - 0.5) * 0.12, - event.direction * speed * Math.cos(angle) + (rand() - 0.5) * 0.4, - arterial ? 1.3 + rand() * 1.6 : 0.5 + rand() * 1.25, - event.direction * speed * Math.sin(angle) + (rand() - 0.5) * 0.4, + vx, + vy, + vz, shade < 0.3 ? { r: 0.72, g: 0.055, b: 0.08 } : shade < 0.7 ? { r: 0.5, g: 0.025, b: 0.045 } : { r: 0.3, g: 0.012, b: 0.025 }, 0.65 + rand() * 0.85, true, @@ -423,7 +518,14 @@ export class Effects3D { } } - decapitate(fighterIndex: number, position: THREE.Vector3, quaternion: THREE.Quaternion, direction: number, eventId: number): void { + decapitate( + fighterIndex: number, + position: THREE.Vector3, + quaternion: THREE.Quaternion, + direction: number, + eventId: number, + skinColor = 0x8a4d32, + ): void { if (this.bloodLevel !== "full" || fighterIndex < 0 || fighterIndex >= MAX_HEADS) return; const index = Math.trunc(fighterIndex); const safeEventId = Number.isSafeInteger(eventId) ? eventId : 0; @@ -446,6 +548,7 @@ export class Effects3D { head.stained = false; head.mesh.position.set(finite(position.x), finite(position.y, 1.55), finite(position.z)); copyFiniteQuaternion(head.mesh.quaternion, quaternion); + (head.mesh.material as THREE.MeshStandardMaterial).color.setHex(skinColor); head.mesh.visible = true; const stump = this.stumps[index]!; @@ -493,6 +596,103 @@ export class Effects3D { this.splatter(head.mesh.position.x, head.mesh.position.z, 1.5, rand); } + dismemberHand( + fighterIndex: number, + side: Hand, + position: THREE.Vector3, + quaternion: THREE.Quaternion, + direction: number, + eventId: number, + color: number, + ): void { + if (this.bloodLevel !== "full" || fighterIndex < 0 || fighterIndex >= MAX_HEADS) return; + const index = Math.trunc(fighterIndex) * 2 + (side === "left" ? 0 : 1); + const safeEventId = Number.isSafeInteger(eventId) ? eventId : 0; + const hand = this.hands[index]!; + if (hand.active || this.lastDismembermentEvent[index] === safeEventId) return; + const rand = seeded(safeEventId * 130363 + index * 12289 + 37); + const launchDirection = direction < 0 ? -1 : 1; + this.lastDismembermentEvent[index] = safeEventId; + hand.active = true; + hand.moving = true; + hand.eventId = safeEventId; + hand.vx = launchDirection * (1.3 + rand() * 1.1); + hand.vy = 1.5 + rand() * 1.2; + hand.vz = (rand() - 0.5) * 1.8; + hand.vrx = (rand() - 0.5) * 16; + hand.vry = (rand() - 0.5) * 16; + hand.vrz = (rand() - 0.5) * 16; + hand.bounces = 0; + hand.stained = false; + hand.mesh.position.set(finite(position.x), finite(position.y, 1.25), finite(position.z)); + copyFiniteQuaternion(hand.mesh.quaternion, quaternion); + (hand.mesh.material as THREE.MeshStandardMaterial).color.setHex(color); + hand.mesh.visible = true; + + const stump = this.handStumps[index]!; + stump.active = true; + stump.fountainLife = 0.9; + stump.accumulator = 0; + stump.seed = safeEventId | 1; + stump.direction = launchDirection; + stump.mesh.position.copy(hand.mesh.position); + stump.mesh.quaternion.copy(hand.mesh.quaternion); + stump.mesh.visible = true; + + for (let gib = 0; gib < GIBS_PER_HAND; gib += 1) { + const angle = rand() * Math.PI * 2; + const speed = 0.55 + rand() * 1.8; + this.spawnGib( + hand.mesh.position.x + (rand() - 0.5) * 0.08, + hand.mesh.position.y + (rand() - 0.5) * 0.08, + hand.mesh.position.z + (rand() - 0.5) * 0.08, + launchDirection * (0.5 + rand() * 1.4) + Math.sin(angle) * speed * 0.45, + 0.5 + rand() * 1.9, + Math.cos(angle) * speed, + rand, + ); + } + for (let drop = 0; drop < 80; drop += 1) { + const angle = rand() * Math.PI * 2; + const speed = 0.8 + rand() * 2.1; + this.spawnDroplet( + hand.mesh.position.x + (rand() - 0.5) * 0.08, + hand.mesh.position.y + (rand() - 0.5) * 0.08, + hand.mesh.position.z + (rand() - 0.5) * 0.08, + launchDirection * (0.8 + rand() * 1.7) + Math.sin(angle) * speed * 0.35, + 0.5 + rand() * 2.1, + Math.cos(angle) * speed, + { r: 0.56, g: 0.025, b: 0.045 }, + 0.7 + rand() * 0.9, + true, + ); + } + for (let puff = 0; puff < 8; puff += 1) { + this.spawnMist( + hand.mesh.position.x + (rand() - 0.5) * 0.24, + hand.mesh.position.y + (rand() - 0.5) * 0.18, + hand.mesh.position.z + (rand() - 0.5) * 0.24, + 0.7 + rand(), + 0.5 + rand() * 0.45, + ); + } + this.splatter(hand.mesh.position.x, hand.mesh.position.z, 1.1, rand); + } + + anchorHandStump( + fighterIndex: number, + side: Hand, + position: THREE.Vector3, + quaternion: THREE.Quaternion, + ): void { + if (this.bloodLevel !== "full" || fighterIndex < 0 || fighterIndex >= MAX_HEADS) return; + const index = Math.trunc(fighterIndex) * 2 + (side === "left" ? 0 : 1); + const stump = this.handStumps[index]!; + if (!stump.active) return; + stump.mesh.position.set(finite(position.x), finite(position.y, 1.2), finite(position.z)); + copyFiniteQuaternion(stump.mesh.quaternion, quaternion); + } + anchorStump(fighterIndex: number, position: THREE.Vector3, quaternion: THREE.Quaternion): void { if (this.bloodLevel !== "full" || fighterIndex < 0 || fighterIndex >= MAX_HEADS) return; const stump = this.stumps[Math.trunc(fighterIndex)]!; @@ -515,26 +715,58 @@ export class Effects3D { stump.accumulator = 0; stump.mesh.visible = false; stump.mesh.position.y = -50; + for (const handIndex of [index * 2, index * 2 + 1]) { + const hand = this.hands[handIndex]!; + hand.active = false; + hand.moving = false; + hand.mesh.visible = false; + hand.mesh.position.y = -50; + const handStump = this.handStumps[handIndex]!; + handStump.active = false; + handStump.fountainLife = 0; + handStump.accumulator = 0; + handStump.mesh.visible = false; + handStump.mesh.position.y = -50; + } } - drip(headWorld: THREE.Vector3, severity: number, dt: number, reducedMotion: boolean): void { - if (this.bloodLevel === "off" || reducedMotion || severity <= 0.05) return; - const step = safeStep(dt); - const rate = this.bloodLevel === "reduced" ? Math.min(3, severity * 3) : Math.min(18, severity * 14); - this.dripAccumulator += step * rate; - while (this.dripAccumulator >= 1) { - this.dripAccumulator -= 1; - this.spawnDroplet( - finite(headWorld.x) + (Math.random() - 0.5) * 0.14, - finite(headWorld.y, 1.5) - 0.04, - finite(headWorld.z) + (Math.random() - 0.5) * 0.1, - (Math.random() - 0.5) * 0.08, - -0.25 - Math.random() * 0.4, - (Math.random() - 0.5) * 0.08, - { r: 0.5, g: 0.04, b: 0.06 }, - 1.1, - true, - ); + drip(headWorld: THREE.Vector3, severity: number, reducedMotion: boolean, fighterIndex = 0): void { + const index = fighterIndex === 1 ? 1 : 0; + if (this.bloodLevel === "off" || reducedMotion || severity <= 0.05) { + this.stopDrip(index); + return; + } + const emitter = this.dripEmitters[index]; + emitter.position.set(finite(headWorld.x), finite(headWorld.y, 1.5), finite(headWorld.z)); + emitter.rate = this.bloodLevel === "reduced" ? Math.min(3, severity * 3) : Math.min(18, severity * 14); + emitter.active = true; + } + + stopDrip(fighterIndex: number): void { + const emitter = this.dripEmitters[fighterIndex === 1 ? 1 : 0]; + emitter.active = false; + emitter.rate = 0; + emitter.accumulator = 0; + } + + private updateDripEmitters(step: number): void { + for (const emitter of this.dripEmitters) { + if (!emitter.active) continue; + emitter.accumulator += step * emitter.rate; + while (emitter.accumulator >= 1) { + emitter.accumulator -= 1; + this.spawnDroplet( + emitter.position.x + (this.ambientRandom() - 0.5) * 0.14, + emitter.position.y - 0.04, + emitter.position.z + (this.ambientRandom() - 0.5) * 0.1, + (this.ambientRandom() - 0.5) * 0.08, + -0.25 - this.ambientRandom() * 0.4, + (this.ambientRandom() - 0.5) * 0.08, + { r: 0.5, g: 0.04, b: 0.06 }, + 1.1, + true, + ); + } } } @@ -631,55 +863,56 @@ export class Effects3D { } } - private updateHeads(dt: number): void { - for (const head of this.heads) { - if (!head.active || !head.moving) continue; - head.vy -= 5.8 * dt; - head.mesh.position.x += head.vx * dt; - head.mesh.position.y += head.vy * dt; - head.mesh.position.z += head.vz * dt; - head.mesh.rotation.x += head.vrx * dt; - head.mesh.rotation.y += head.vry * dt; - head.mesh.rotation.z += head.vrz * dt; - if (Math.abs(head.mesh.position.x) > RING_FIGHT_HALF) { - head.mesh.position.x = Math.sign(head.mesh.position.x) * RING_FIGHT_HALF; - head.vx *= -0.42; + private updateDetachedParts(parts: readonly SeveredHead[], dt: number): void { + for (const part of parts) { + if (!part.active || !part.moving) continue; + part.vy -= 5.8 * dt; + part.mesh.position.x += part.vx * dt; + part.mesh.position.y += part.vy * dt; + part.mesh.position.z += part.vz * dt; + part.mesh.rotation.x += part.vrx * dt; + part.mesh.rotation.y += part.vry * dt; + part.mesh.rotation.z += part.vrz * dt; + if (Math.abs(part.mesh.position.x) > RING_FIGHT_HALF) { + part.mesh.position.x = Math.sign(part.mesh.position.x) * RING_FIGHT_HALF; + part.vx *= -0.42; } - if (Math.abs(head.mesh.position.z) > RING_FIGHT_HALF) { - head.mesh.position.z = Math.sign(head.mesh.position.z) * RING_FIGHT_HALF; - head.vz *= -0.42; + if (Math.abs(part.mesh.position.z) > RING_FIGHT_HALF) { + part.mesh.position.z = Math.sign(part.mesh.position.z) * RING_FIGHT_HALF; + part.vz *= -0.42; } - if (head.mesh.position.y <= CANVAS_TOP + HEAD_RADIUS) { - head.mesh.position.y = CANVAS_TOP + HEAD_RADIUS; - if (!head.stained && this.bloodLevel === "full") { - head.stained = true; - this.placeDecal(head.mesh.position.x, head.mesh.position.z, 1.3, 0.9, head.mesh.rotation.z, 0.58, 0x430507); + if (part.mesh.position.y <= CANVAS_TOP + part.radius) { + part.mesh.position.y = CANVAS_TOP + part.radius; + if (!part.stained && this.bloodLevel === "full") { + part.stained = true; + const stainScale = part.radius === HEAD_RADIUS ? 1 : 0.55; + this.placeDecal(part.mesh.position.x, part.mesh.position.z, 1.3 * stainScale, 0.9 * stainScale, part.mesh.rotation.z, 0.58, 0x430507); } - if (head.bounces < 2 && Math.abs(head.vy) > 0.42) { - head.bounces += 1; - head.vy = Math.abs(head.vy) * 0.32; - head.vx *= 0.62; - head.vz *= 0.62; - head.vrx *= 0.65; - head.vry *= 0.65; - head.vrz *= 0.65; + if (part.bounces < 2 && Math.abs(part.vy) > 0.42) { + part.bounces += 1; + part.vy = Math.abs(part.vy) * 0.32; + part.vx *= 0.62; + part.vz *= 0.62; + part.vrx *= 0.65; + part.vry *= 0.65; + part.vrz *= 0.65; } else { - head.moving = false; - head.vx = 0; - head.vy = 0; - head.vz = 0; - head.vrx = 0; - head.vry = 0; - head.vrz = 0; + part.moving = false; + part.vx = 0; + part.vy = 0; + part.vz = 0; + part.vrx = 0; + part.vry = 0; + part.vrz = 0; } } - if (!Number.isFinite(head.mesh.position.x) || !Number.isFinite(head.mesh.position.y) || !Number.isFinite(head.mesh.position.z) || !Number.isFinite(head.mesh.quaternion.x) || !Number.isFinite(head.mesh.quaternion.y) || !Number.isFinite(head.mesh.quaternion.z) || !Number.isFinite(head.mesh.quaternion.w)) { - head.mesh.position.set(0, CANVAS_TOP + HEAD_RADIUS, 0); - head.mesh.quaternion.identity(); - head.moving = false; - head.vx = 0; - head.vy = 0; - head.vz = 0; + if (!Number.isFinite(part.mesh.position.x) || !Number.isFinite(part.mesh.position.y) || !Number.isFinite(part.mesh.position.z) || !Number.isFinite(part.mesh.quaternion.x) || !Number.isFinite(part.mesh.quaternion.y) || !Number.isFinite(part.mesh.quaternion.z) || !Number.isFinite(part.mesh.quaternion.w)) { + part.mesh.position.set(0, CANVAS_TOP + part.radius, 0); + part.mesh.quaternion.identity(); + part.moving = false; + part.vx = 0; + part.vy = 0; + part.vz = 0; } } } @@ -694,7 +927,7 @@ export class Effects3D { private updateStumpFountains(dt: number): void { if (this.bloodLevel !== "full") return; - for (const stump of this.stumps) { + for (const stump of [...this.stumps, ...this.handStumps]) { if (!stump.active || stump.fountainLife <= 0) continue; stump.fountainLife = Math.max(0, stump.fountainLife - dt); stump.accumulator += dt * 36; @@ -719,10 +952,19 @@ export class Effects3D { } update(dt: number): void { - const step = safeStep(dt); + this.simulationRemainder += safeStep(dt); + while (this.simulationRemainder + 1e-9 >= SIMULATION_STEP) { + this.simulationRemainder = Math.max(0, this.simulationRemainder - SIMULATION_STEP); + this.simulate(SIMULATION_STEP); + } + } + + private simulate(step: number): void { this.shake *= Math.pow(0.02, step); + this.updateDripEmitters(step); this.updateStumpFountains(step); - this.updateHeads(step); + this.updateDetachedParts(this.heads, step); + this.updateDetachedParts(this.hands, step); this.updateGibs(step); let dropletsChanged = false; @@ -731,9 +973,9 @@ export class Effects3D { dropletsChanged = true; droplet.life -= step; if (droplet.life <= 0 || droplet.y < CANVAS_TOP) { - if (droplet.y < CANVAS_TOP && droplet.blood && this.bloodLevel !== "off" && Math.random() < (this.bloodLevel === "full" ? 0.48 : 0.18)) { + if (droplet.y < CANVAS_TOP && droplet.blood && this.bloodLevel !== "off" && this.ambientRandom() < (this.bloodLevel === "full" ? 0.48 : 0.18)) { const scale = this.bloodLevel === "full" ? 1 : 0.35; - this.placeDecal(droplet.x, droplet.z, (0.22 + Math.random() * 0.38) * scale, (0.14 + Math.random() * 0.24) * scale, Math.random() * Math.PI, 0.38 * scale, 0x6e0d13); + this.placeDecal(droplet.x, droplet.z, (0.22 + this.ambientRandom() * 0.38) * scale, (0.14 + this.ambientRandom() * 0.24) * scale, this.ambientRandom() * Math.PI, 0.38 * scale, 0x6e0d13); } droplet.alive = false; this.dropletPositions[i * 3 + 1] = -50; @@ -826,7 +1068,10 @@ export class Effects3D { this.clearGibs(); for (let index = 0; index < MAX_HEADS; index += 1) this.restoreFighter(index); this.shake = 0; - this.dripAccumulator = 0; + this.stopDrip(0); + this.stopDrip(1); + this.simulationRemainder = 0; + this.ambientSeed = 0x5f37_59df; } clearArcadeGore(): void { @@ -835,7 +1080,9 @@ export class Effects3D { this.clearGibs(); for (let index = 0; index < MAX_HEADS; index += 1) this.restoreFighter(index); this.clearDecals(); - this.dripAccumulator = 0; + this.stopDrip(0); + this.stopDrip(1); + this.simulationRemainder = 0; } clearDecals(): void { @@ -855,11 +1102,15 @@ export class Effects3D { this.gibGeometry.dispose(); this.gibMaterial.dispose(); this.headGeometry.dispose(); - this.headMaterial.dispose(); + for (const material of this.headMaterials) material.dispose(); + this.handGeometry.dispose(); + for (const material of this.handMaterials) material.dispose(); this.stumpGeometry.dispose(); + this.wristStumpGeometry.dispose(); this.stumpMaterial.dispose(); for (const head of this.heads) this.scene.remove(head.mesh); - for (const stump of this.stumps) this.scene.remove(stump.mesh); + for (const hand of this.hands) this.scene.remove(hand.mesh); + for (const stump of [...this.stumps, ...this.handStumps]) this.scene.remove(stump.mesh); this.decalGeometry.dispose(); for (const decal of this.decals) { this.scene.remove(decal); diff --git a/web/hands/src/render/fighter-asset.test.ts b/web/hands/src/render/fighter-asset.test.ts index 5524c43..2cf8b5c 100644 --- a/web/hands/src/render/fighter-asset.test.ts +++ b/web/hands/src/render/fighter-asset.test.ts @@ -9,11 +9,16 @@ import { BONE_ADAPTER, CLIP_NAMES, FIGHTER_MODEL_SCALE, type ClipName, loadBoxer const EXPECTED_FRAMES: Readonly> = { idle: 60, - move_forward: 24, - move_backward: 24, - move_lateral: 24, + move_forward: 31, + move_backward: 31, + move_lateral_left: 31, + move_lateral_right: 31, guard_high: 30, guard_low: 30, + slip_left: 24, + slip_right: 24, + weave: 30, + pull: 24, jab_left: 17, jab_right: 17, straight_left: 22, @@ -22,10 +27,21 @@ const EXPECTED_FRAMES: Readonly> = { hook_right: 26, uppercut_left: 27, uppercut_right: 27, - block_head: 14, - hit_head: 16, + block_head_left: 14, + block_head_right: 14, + block_body_left: 14, + block_body_right: 14, + hit_head_left: 16, + hit_head_right: 16, + hit_body_left: 16, + hit_body_right: 16, knockdown: 42, getup: 30, + clinch: 30, + foul_recovery: 30, + stunned: 30, + exhausted: 45, + taunt: 60, }; function sourceJson(bytes: Buffer): Record { @@ -145,14 +161,14 @@ describe("generated fighter animation asset", () => { expect(hips.quaternion.angleTo(firstPose)).toBeLessThan(0.08); }); - it("has five smoothly skinned semantic parts with normalized weights", async () => { + it("has six smoothly skinned semantic parts with independently detachable gloves", async () => { const gltf = await loadBoxerGlb(); const meshes = skinnedMeshes(gltf.scene); expect(meshes.map((mesh) => mesh.name)).toEqual([ - "BoxerHead", "BoxerGloves", "BoxerBody", "BoxerShoes", "BoxerPants", + "BoxerHead", "BoxerBody", "BoxerShoes", "BoxerPants", "BoxerGloveLeft", "BoxerGloveRight", ]); expect(meshes.map((mesh) => (mesh.material as THREE.Material).name)).toEqual([ - "MHeadMat0", "GlovesMat0", "MBodyMat0", "ShoesMat0", "PantsMat0", + "MHeadMat0", "MBodyMat0", "ShoesMat0", "PantsMat0", "GlovesMat0", "GlovesMat0", ]); let blendedVertices = 0; for (const mesh of meshes) { @@ -244,6 +260,138 @@ describe("generated fighter animation asset", () => { expect(head(knockdownEnd).y).toBeLessThan(head(idleStart).y - 0.8); }); + it("keeps every authored joint transition below a realistic angular speed", async () => { + const gltf = await loadBoxerGlb(); + const maximumStep = THREE.MathUtils.degToRad(56); + for (const clip of gltf.animations) { + for (const track of clip.tracks.filter((candidate) => candidate.ValueTypeName === "quaternion")) { + let previous = new THREE.Quaternion().fromArray(track.values, 0); + for (let index = 4; index < track.values.length; index += 4) { + const current = new THREE.Quaternion().fromArray(track.values, index); + expect(previous.angleTo(current), `${clip.name} ${track.name} frame ${index / 4}`).toBeLessThanOrEqual(maximumStep); + previous = current; + } + } + } + }); + + it("keeps hook and uppercut elbows bent while allowing linear punches to extend", async () => { + const gltf = await loadBoxerGlb(); + const elbowAngle = (root: THREE.Object3D, side: "left" | "right"): number => { + const shoulder = root.getObjectByName(side === "left" ? BONE_ADAPTER.shoulderL! : BONE_ADAPTER.shoulderR!)! + .getWorldPosition(new THREE.Vector3()); + const elbow = root.getObjectByName(side === "left" ? BONE_ADAPTER.elbowL! : BONE_ADAPTER.elbowR!)! + .getWorldPosition(new THREE.Vector3()); + const glove = root.getObjectByName(side === "left" ? BONE_ADAPTER.gloveL! : BONE_ADAPTER.gloveR!)! + .getWorldPosition(new THREE.Vector3()); + return new THREE.Vector3().subVectors(shoulder, elbow) + .angleTo(new THREE.Vector3().subVectors(glove, elbow)); + }; + for (const side of ["left", "right"] as const) { + for (const [punchClass, startup, active, minimum, maximum] of [ + ["hook", 7, 3, 85, 130], + ["uppercut", 8, 2, 65, 135], + ] as const) { + for (let frame = startup; frame <= startup + active; frame += 1) { + const angle = THREE.MathUtils.radToDeg(elbowAngle(poseAt(gltf, `${punchClass}_${side}`, frame / 30), side)); + expect(angle, `${punchClass}_${side} frame ${frame}`).toBeGreaterThanOrEqual(minimum); + expect(angle, `${punchClass}_${side} frame ${frame}`).toBeLessThanOrEqual(maximum); + } + } + for (const punchClass of ["jab", "straight"] as const) { + const startup = punchClass === "jab" ? 4 : 6; + const angles = Array.from({ length: 3 }, (_unused, offset) => + THREE.MathUtils.radToDeg(elbowAngle(poseAt(gltf, `${punchClass}_${side}`, (startup + offset) / 30), side)), + ); + expect(Math.max(...angles), `${punchClass}_${side}`).toBeGreaterThan(95); + expect(Math.max(...angles), `${punchClass}_${side}`).toBeLessThan(160); + } + } + }); + + it("authors evasions, special states, and articulated locomotion instead of idle aliases", async () => { + const gltf = await loadBoxerGlb(); + const world = (root: THREE.Object3D, bone: string): THREE.Vector3 => + root.getObjectByName(bone)!.getWorldPosition(new THREE.Vector3()); + const idle = poseAt(gltf, "idle", 0); + const idleHead = world(idle, BONE_ADAPTER.head!); + const slipLeft = world(poseAt(gltf, "slip_left", 0), BONE_ADAPTER.head!).sub(idleHead); + const slipRight = world(poseAt(gltf, "slip_right", 0), BONE_ADAPTER.head!).sub(idleHead); + expect(slipLeft.x).toBeLessThan(-0.12); + expect(slipRight.x).toBeGreaterThan(0.12); + expect(world(poseAt(gltf, "weave", 0), BONE_ADAPTER.head!).distanceTo(idleHead)).toBeGreaterThan(0.25); + expect(world(poseAt(gltf, "pull", 0), BONE_ADAPTER.head!).distanceTo(idleHead)).toBeGreaterThan(0.25); + + for (const clipName of ["clinch", "foul_recovery", "stunned"] as const) { + const state = poseAt(gltf, clipName, 0); + const left = world(state, BONE_ADAPTER.gloveL!).distanceTo(world(idle, BONE_ADAPTER.gloveL!)); + const right = world(state, BONE_ADAPTER.gloveR!).distanceTo(world(idle, BONE_ADAPTER.gloveR!)); + expect(Math.max(left, right), clipName).toBeGreaterThan(0.16); + } + + const exhausted = poseAt(gltf, "exhausted", 0); + expect(world(exhausted, BONE_ADAPTER.gloveL!).distanceTo(world(idle, BONE_ADAPTER.gloveL!))).toBeGreaterThan(0.05); + + const taunt = THREE.AnimationClip.findByName(gltf.animations, "taunt")!; + const excursion = (bone: string): number => { + const track = taunt.tracks.find((candidate) => candidate.name === `${bone}.quaternion`)!; + const start = new THREE.Quaternion().fromArray(track.values, 0); + let maximum = 0; + for (let index = 4; index < track.values.length; index += 4) { + maximum = Math.max(maximum, start.angleTo(new THREE.Quaternion().fromArray(track.values, index))); + } + return THREE.MathUtils.radToDeg(maximum); + }; + expect(excursion(BONE_ADAPTER.shoulderL!)).toBeGreaterThan(12); + expect(excursion(BONE_ADAPTER.hips!)).toBeGreaterThan(3); + const idleClip = THREE.AnimationClip.findByName(gltf.animations, "idle")!; + for (const bone of [BONE_ADAPTER.shoulderL!, BONE_ADAPTER.shoulderR!, BONE_ADAPTER.hips!]) { + const tauntTrack = taunt.tracks.find((candidate) => candidate.name === `${bone}.quaternion`)!; + const idleTrack = idleClip.tracks.find((candidate) => candidate.name === `${bone}.quaternion`)!; + const first = new THREE.Quaternion().fromArray(tauntTrack.values, 0); + const last = new THREE.Quaternion().fromArray(tauntTrack.values, tauntTrack.values.length - 4); + const idleStart = new THREE.Quaternion().fromArray(idleTrack.values, 0); + const idleLast = new THREE.Quaternion().fromArray(idleTrack.values, idleTrack.values.length - 4); + expect(THREE.MathUtils.radToDeg(idleStart.angleTo(first)), `${bone} entry`).toBeLessThan(2); + expect(THREE.MathUtils.radToDeg(idleLast.angleTo(last)), `${bone} recovery`).toBeLessThan(2); + } + + for (const clipName of ["move_forward", "move_backward", "move_lateral_left", "move_lateral_right"] as const) { + const clip = THREE.AnimationClip.findByName(gltf.animations, clipName)!; + for (const knee of [BONE_ADAPTER.kneeL!, BONE_ADAPTER.kneeR!]) { + const track = clip.tracks.find((candidate) => candidate.name === `${knee}.quaternion`)!; + const start = new THREE.Quaternion().fromArray(track.values, 0); + let excursion = 0; + for (let index = 4; index < track.values.length; index += 4) { + excursion = Math.max(excursion, start.angleTo(new THREE.Quaternion().fromArray(track.values, index))); + } + expect(THREE.MathUtils.radToDeg(excursion), `${clipName} ${knee}`).toBeGreaterThan(18); + } + } + const forward = poseAt(gltf, "move_forward", 0.75); + const backward = poseAt(gltf, "move_backward", 0.75); + expect(world(forward, BONE_ADAPTER.chest!).distanceTo(world(backward, BONE_ADAPTER.chest!))).toBeGreaterThan(0.05); + }); + + it("distinguishes head recoil from body-hit compression", async () => { + const gltf = await loadBoxerGlb(); + const displacement = (clipName: ClipName, bone: string): number => { + const start = poseAt(gltf, clipName, 0).getObjectByName(bone)!.getWorldPosition(new THREE.Vector3()); + let maximum = 0; + for (let frame = 1; frame < EXPECTED_FRAMES[clipName]; frame += 1) { + const current = poseAt(gltf, clipName, frame / 30).getObjectByName(bone)!.getWorldPosition(new THREE.Vector3()); + maximum = Math.max(maximum, start.distanceTo(current)); + } + return maximum; + }; + for (const side of ["left", "right"] as const) { + const headHit = displacement(`hit_head_${side}`, BONE_ADAPTER.head!); + const bodyHit = displacement(`hit_body_${side}`, BONE_ADAPTER.head!); + expect(headHit).toBeGreaterThan(bodyHit + 0.06); + expect(displacement(`hit_body_${side}`, BONE_ADAPTER.hips!)).toBeGreaterThan(0.02); + } + }); + it("matches every generated punch marker to its live glove bone", async () => { const gltf = await loadBoxerGlb(); const trajectories = markerData.trajectories as Record; diff --git a/web/hands/src/render/graph.test.ts b/web/hands/src/render/graph.test.ts index fdb679f..c840cd0 100644 --- a/web/hands/src/render/graph.test.ts +++ b/web/hands/src/render/graph.test.ts @@ -40,7 +40,7 @@ describe("skinned GLB humanoid and animation graph", () => { if (object instanceof THREE.SkinnedMesh) skinned += 1; if (object instanceof THREE.Bone) boneNames.add(object.name); }); - expect(skinned).toBe(5); + expect(skinned).toBe(6); for (const name of Object.values(BONE_ADAPTER)) { expect(boneNames.has(name), name).toBe(true); } @@ -60,15 +60,181 @@ describe("skinned GLB humanoid and animation graph", () => { for (let i = 0; i < 40; i += 1) graph.update(moving, two, 1 / 60, 1 + i / 60, false, "full", 10 + i / 2); expect(boxer.actions.get("move_forward")!.getEffectiveWeight()).toBeGreaterThan(0.6); + const movingLeft = { ...fighter("one"), velocity_y: -4 }; + for (let i = 0; i < 40; i += 1) graph.update(movingLeft, two, 1 / 60, 2 + i / 60, false, "full", 30 + i / 2); + expect(boxer.actions.get("move_lateral_left")!.getEffectiveWeight()).toBeGreaterThan(0.6); + expect(boxer.actions.get("move_lateral_right")!.getEffectiveWeight()).toBeLessThan(0.01); + const movingRight = { ...fighter("one"), velocity_y: 4 }; + for (let i = 0; i < 40; i += 1) graph.update(movingRight, two, 1 / 60, 3 + i / 60, false, "full", 50 + i / 2); + expect(boxer.actions.get("move_lateral_right")!.getEffectiveWeight()).toBeGreaterThan(0.6); + expect(boxer.actions.get("move_lateral_left")!.getEffectiveWeight()).toBeLessThan(0.01); + const punching = withAction(fighter("one"), "jab", "a1", 30, 3, 2, 8); for (let i = 0; i < 12; i += 1) graph.update(punching, two, 1 / 60, 2 + i / 60, false, "full", 30 + Math.floor(i / 2)); const jab = boxer.actions.get("jab_left")!; - expect(jab.isRunning()).toBe(true); + expect(jab.getEffectiveWeight()).toBeCloseTo(1, 5); expect(jab.time).toBeGreaterThan(0.12); expect(jab.time).toBeLessThan(0.3); boxer.dispose(); }); + it("scales gait blend and cadence through maximum legal X and Y velocities", async () => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const opponent = fighter("two"); + const forwardSamples: Array<{ weight: number; rate: number }> = []; + for (const [sample, velocity] of [1, 2, 6, 7].entries()) { + const moving = { ...fighter("one"), velocity_x: velocity }; + for (let frame = 0; frame < 50; frame += 1) { + graph.update(moving, opponent, 1 / 60, sample + frame / 60, false, "full", sample * 50 + frame / 2); + } + const action = boxer.actions.get("move_forward")!; + forwardSamples.push({ weight: action.getEffectiveWeight(), rate: action.getEffectiveTimeScale() }); + } + expect(forwardSamples[0]!.weight).toBeGreaterThan(0.1); + expect(forwardSamples[0]!.weight).toBeLessThan(forwardSamples[1]!.weight); + expect(forwardSamples[1]!.weight).toBeLessThan(forwardSamples[2]!.weight); + expect(forwardSamples[0]!.rate).toBeLessThan(forwardSamples[1]!.rate); + expect(forwardSamples[1]!.rate).toBeLessThan(forwardSamples[2]!.rate); + expect(forwardSamples[2]!.rate).toBeLessThan(forwardSamples[3]!.rate); + expect(forwardSamples[2]!.weight).toBeGreaterThan(0.95); + expect(forwardSamples[3]!.weight).toBeGreaterThan(0.95); + + const lateralRates: number[] = []; + for (const [sample, velocity] of [4, 7].entries()) { + const moving = { ...fighter("one"), velocity_y: velocity }; + for (let frame = 0; frame < 50; frame += 1) { + graph.update(moving, opponent, 1 / 60, 5 + sample + frame / 60, false, "full", 220 + sample * 50 + frame / 2); + } + const action = boxer.actions.get("move_lateral_right")!; + expect(action.getEffectiveWeight()).toBeGreaterThan(0.95); + lateralRates.push(action.getEffectiveTimeScale()); + } + expect(lateralRates[0]!).toBeLessThan(lateralRates[1]!); + expect(lateralRates[1]!).toBeLessThanOrEqual(1.5); + boxer.dispose(); + }); + + it("keeps low-stamina locomotion and authoritative guards visible", async () => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const opponent = fighter("two"); + const exhausted = { ...fighter("one"), stamina: 60 }; + for (let frame = 0; frame < 30; frame += 1) { + graph.update(exhausted, opponent, 1 / 60, frame / 60, false, "full", frame / 2); + } + expect(boxer.actions.get("exhausted")!.getEffectiveWeight()).toBeGreaterThan(0.95); + + const moving = { ...exhausted, velocity_x: 6 }; + for (let frame = 0; frame < 40; frame += 1) { + graph.update(moving, opponent, 1 / 60, 1 + frame / 60, false, "full", 30 + frame / 2); + } + expect(boxer.actions.get("exhausted")!.getEffectiveWeight()).toBe(0); + expect(boxer.actions.get("move_forward")!.getEffectiveWeight()).toBeGreaterThan(0.9); + + const guarding = { ...exhausted, defense: "guard_high" as const }; + for (let frame = 0; frame < 40; frame += 1) { + graph.update(guarding, opponent, 1 / 60, 2 + frame / 60, false, "full", 50 + frame / 2); + } + expect(boxer.actions.get("exhausted")!.getEffectiveWeight()).toBe(0); + expect(boxer.actions.get("guard_high")!.getEffectiveWeight()).toBeGreaterThan(0.95); + boxer.dispose(); + }); + + it("keeps full-body layers normalized and reaches the authored knockdown pose", async () => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const two = fighter("two"); + const totalWeight = (): number => [...boxer.actions.values()] + .reduce((total, action) => total + action.getEffectiveWeight(), 0); + + graph.update(fighter("one"), two, 1 / 60, 0, false, "full", 0); + expect(totalWeight()).toBeCloseTo(1, 5); + const punching = withAction(fighter("one"), "jab", "normalized", 0, 3, 2, 8); + graph.update(punching, two, 1 / 60, 1 / 60, false, "full", 0); + expect(totalWeight()).toBeCloseTo(1, 5); + + const downed = { ...fighter("one"), is_downed: true }; + for (let frame = 0; frame < 100; frame += 1) { + graph.update(downed, two, 1 / 60, frame / 60, false, "full", frame / 2); + } + expect(totalWeight()).toBeCloseTo(1, 5); + expect(boxer.actions.get("knockdown")!.getEffectiveWeight()).toBeCloseTo(1, 5); + + const reference = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const knockdown = reference.actions.get("knockdown")!; + knockdown.setEffectiveWeight(1).play(); + reference.mixer.setTime(knockdown.getClip().duration); + reference.root.updateMatrixWorld(true); + boxer.root.updateMatrixWorld(true); + const expectedHeadY = reference.bone("head")!.getWorldPosition(new THREE.Vector3()).y; + const actualHeadY = boxer.bone("head")!.getWorldPosition(new THREE.Vector3()).y; + expect(actualHeadY).toBeCloseTo(expectedHeadY, 2); + reference.dispose(); + boxer.dispose(); + }); + + it.each([ + ["slip_left", { defense: "slip_left" }], + ["slip_right", { defense: "slip_right" }], + ["weave", { defense: "weave" }], + ["pull", { defense: "pull" }], + ["clinch", { clinch_ticks: 20 }], + ["foul_recovery", { is_foul_recovery_target: true }], + ["stunned", { stunned_ticks: 20 }], + ["exhausted", { stamina: 60 }], + ["taunt", { taunt_ticks: 40 }], + ] as const)("presents the %s snapshot state instead of idling", async (clipName, state) => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const one = { ...fighter("one"), ...state } as FighterSnapshot; + for (let frame = 0; frame < 30; frame += 1) { + graph.update(one, fighter("two"), 1 / 60, frame / 60, false, "full", frame / 2); + } + expect(boxer.actions.get(clipName)!.getEffectiveWeight()).toBeGreaterThan(0.95); + boxer.dispose(); + }); + + it("crossfades taunt entry and recovery without dropping total pose weight", async () => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const opponent = fighter("two"); + const totalWeight = (): number => [...boxer.actions.values()] + .reduce((total, action) => total + action.getEffectiveWeight(), 0); + for (let frame = 0; frame < 20; frame += 1) { + graph.update(fighter("one"), opponent, 1 / 60, frame / 60, false, "full", frame / 2); + } + + const taunting = { ...fighter("one"), taunt_ticks: 60 }; + expect(boxer.actions.get("taunt")!.loop).toBe(THREE.LoopOnce); + expect(boxer.actions.get("taunt")!.clampWhenFinished).toBe(true); + graph.update(taunting, opponent, 1 / 60, 1, false, "full", 20); + expect(boxer.actions.get("taunt")!.getEffectiveWeight()).toBeGreaterThan(0); + expect(boxer.actions.get("taunt")!.getEffectiveWeight()).toBeLessThan(0.5); + expect(boxer.actions.get("idle")!.getEffectiveWeight()).toBeGreaterThan(0.5); + expect(totalWeight()).toBeCloseTo(1, 5); + for (let frame = 0; frame < 30; frame += 1) { + graph.update(taunting, opponent, 1 / 60, 1 + frame / 60, false, "full", 21 + frame / 2); + } + expect(boxer.actions.get("taunt")!.getEffectiveWeight()).toBeGreaterThan(0.95); + + graph.update(fighter("one"), opponent, 1 / 60, 2, false, "full", 50); + expect(boxer.actions.get("taunt")!.getEffectiveWeight()).toBeGreaterThan(0.5); + expect(boxer.actions.get("idle")!.getEffectiveWeight()).toBeGreaterThan(0); + expect(totalWeight()).toBeCloseTo(1, 5); + for (let frame = 0; frame < 45; frame += 1) { + graph.update(fighter("one"), opponent, 1 / 60, 2 + frame / 60, false, "full", 51 + frame / 2); + } + expect(boxer.actions.get("taunt")!.getEffectiveWeight()).toBe(0); + expect(boxer.actions.get("idle")!.getEffectiveWeight()).toBeGreaterThan(0.99); + boxer.dispose(); + }); + it("restarts identical actions on new instance ids and locks phase to start ticks", async () => { const gltf = await loadBoxerGlb(); const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); @@ -94,7 +260,7 @@ describe("skinned GLB humanoid and animation graph", () => { for (let i = 0; i < 30; i += 1) graph.update(downed, two, 1 / 60, i / 60, false, "full", i / 2); expect(boxer.actions.get("knockdown")!.isRunning()).toBe(true); graph.react("hit"); - expect(boxer.actions.get("hit_head")!.isRunning()).toBe(true); + expect(boxer.actions.get("hit_head_right")!.isRunning()).toBe(true); for (let i = 0; i < 90; i += 1) graph.update(fighter("one"), two, 1 / 60, 1 + i / 60, false, "full", 20 + i / 2); expect(boxer.actions.get("knockdown")!.isRunning()).toBe(false); boxer.dispose(); @@ -113,8 +279,8 @@ it("keeps fighters independent: one animating does not move or restyle the other graphA.update(punching, two, 1 / 60, i / 60, false, "full", Math.floor(i / 2)); graphB.update(fighter("two"), fighter("one"), 1 / 60, i / 60, false, "full", Math.floor(i / 2)); } - expect(boxerA.actions.get("jab_left")!.isRunning()).toBe(true); - expect(boxerB.actions.get("jab_left")!.isRunning()).toBe(false); + expect(boxerA.actions.get("jab_left")!.getEffectiveWeight()).toBeCloseTo(1, 5); + expect(boxerB.actions.get("jab_left")!.getEffectiveWeight()).toBe(0); const headA = boxerA.bone("head")!.getWorldPosition(new THREE.Vector3()); const headB = boxerB.bone("head")!.getWorldPosition(new THREE.Vector3()); expect(headB.distanceTo(headA)).toBeGreaterThan(0); @@ -141,7 +307,8 @@ it("preloads the five mapped textures and keeps every fighter material independe const second = materials(boxerB); const expected = { BoxerHead: "head", - BoxerGloves: "gloves", + BoxerGloveLeft: "gloves", + BoxerGloveRight: "gloves", BoxerBody: "body", BoxerShoes: "shoes", BoxerPants: "pants", @@ -164,23 +331,32 @@ it("preloads the five mapped textures and keeps every fighter material independe it("embedded GLB bytes match their recorded sha256", async () => { const { createHash } = await import("node:crypto"); - const { FIGHTER_GLB_BASE64, FIGHTER_GLB_SHA256 } = await import("../assets/fighter-glb"); - expect(createHash("sha256").update(Buffer.from(FIGHTER_GLB_BASE64, "base64")).digest("hex")).toBe(FIGHTER_GLB_SHA256); + const { gunzipSync } = await import("node:zlib"); + const { FIGHTER_GLB_GZIP_BASE64, FIGHTER_GLB_SHA256 } = await import("../assets/fighter-glb"); + const bytes = gunzipSync(Buffer.from(FIGHTER_GLB_GZIP_BASE64, "base64")); + expect(createHash("sha256").update(bytes).digest("hex")).toBe(FIGHTER_GLB_SHA256); }); -it("aiming a bone at its child's current position is a no-op (+Y rig convention)", async () => { +it("preserves imported bone roll when the aim target is unchanged", async () => { const gltf = await loadBoxerGlb(); const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); new BoxingGraph(boxer, mapping); boxer.root.updateMatrixWorld(true); - const shoulder = boxer.bone("shoulderL")!; - const elbow = boxer.bone("elbowL")!; - const elbowBefore = elbow.getWorldPosition(new THREE.Vector3()); - const shoulderPos = shoulder.getWorldPosition(new THREE.Vector3()); - aimBoneLocal(shoulder, shoulderPos, elbowBefore.clone()); - boxer.root.updateMatrixWorld(true); - const elbowAfter = elbow.getWorldPosition(new THREE.Vector3()); - expect(elbowAfter.distanceTo(elbowBefore)).toBeLessThan(0.01); + for (const [jointName, childName] of [ + ["shoulderL", "elbowL"], ["elbowL", "gloveL"], + ["shoulderR", "elbowR"], ["elbowR", "gloveR"], + ["hipL", "kneeL"], ["kneeL", "ankleL"], + ["hipR", "kneeR"], ["kneeR", "ankleR"], + ] as const) { + const joint = boxer.bone(jointName)!; + const child = boxer.bone(childName)!; + const localBefore = joint.quaternion.clone().normalize(); + const childBefore = child.getWorldPosition(new THREE.Vector3()); + aimBoneLocal(joint, child, childBefore.clone()); + boxer.root.updateMatrixWorld(true); + expect(joint.quaternion.clone().normalize().angleTo(localBefore), jointName).toBeLessThan(0.000001); + expect(child.getWorldPosition(new THREE.Vector3()).distanceTo(childBefore), childName).toBeLessThan(0.000001); + } boxer.dispose(); }); @@ -222,6 +398,30 @@ it("makes imported-fighter wounds graphic in full mode while off preserves non-b boxer.dispose(); }); +it("presents and restores visible jaw and shoulder dislocations", async () => { + const gltf = await loadBoxerGlb(); + const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); + const graph = new BoxingGraph(boxer, mapping); + const jawMaterial = boxer.trauma.jaw.material as THREE.MeshStandardMaterial; + const jawRest = boxer.trauma.jaw.position.clone(); + graph.setArcadeDislocation("jaw"); + graph.update(fighter("one"), fighter("two"), 1 / 60, 0, false, "full", 0); + expect(jawMaterial.opacity).toBe(1); + expect(boxer.trauma.jaw.position.distanceTo(jawRest)).toBeGreaterThan(0.05); + expect(jawMaterial.color.getHex()).toBe(0xa9744f); + graph.setArcadeDislocation(null); + expect(jawMaterial.opacity).toBe(0); + expect(boxer.trauma.jaw.position.distanceTo(jawRest)).toBeLessThan(0.000001); + + graph.setArcadeDislocation("shoulder_left"); + graph.update(fighter("one"), fighter("two"), 1 / 60, 0.1, false, "full", 1); + boxer.root.updateMatrixWorld(true); + const shoulder = boxer.bone("shoulderL")!.getWorldPosition(new THREE.Vector3()); + const elbow = boxer.bone("elbowL")!.getWorldPosition(new THREE.Vector3()); + expect(elbow.sub(shoulder).normalize().y).toBeLessThan(-0.75); + boxer.dispose(); +}); + it("hides and restores only the separable head for arcade decapitation", async () => { const gltf = await loadBoxerGlb(); const boxer = new SkinnedBoxer(gltf, { skin: 0xa9744f, gear: 0x1d4ed8 }); @@ -233,11 +433,19 @@ it("hides and restores only the separable head for arcade decapitation", async ( expect(boxer.isDecapitated).toBe(true); expect(meshes.get("BoxerHead")!.visible).toBe(false); expect(boxer.bone("head")!.visible).toBe(false); - for (const name of ["BoxerBody", "BoxerGloves", "BoxerShoes", "BoxerPants"]) expect(meshes.get(name)!.visible).toBe(true); + for (const name of ["BoxerBody", "BoxerGloveLeft", "BoxerGloveRight", "BoxerShoes", "BoxerPants"]) { + expect(meshes.get(name)!.visible).toBe(true); + } boxer.mixer.clipAction(THREE.AnimationClip.findByName(gltf.animations, "knockdown")!).play(); boxer.mixer.update(0.25); boxer.setDecapitated(false); expect(meshes.get("BoxerHead")!.visible).toBe(true); expect(boxer.bone("head")!.visible).toBe(true); + boxer.setHandDismembered("left", true); + expect(boxer.isHandDismembered("left")).toBe(true); + expect(meshes.get("BoxerGloveLeft")!.visible).toBe(false); + expect(meshes.get("BoxerGloveRight")!.visible).toBe(true); + boxer.setHandDismembered("left", false); + expect(meshes.get("BoxerGloveLeft")!.visible).toBe(true); boxer.dispose(); }); diff --git a/web/hands/src/render/graph.ts b/web/hands/src/render/graph.ts index cdb4ab4..c00183d 100644 --- a/web/hands/src/render/graph.ts +++ b/web/hands/src/render/graph.ts @@ -1,10 +1,10 @@ import * as THREE from "three"; import { GLTFLoader, type GLTF } from "three/examples/jsm/loaders/GLTFLoader.js"; import { clone as cloneSkeleton } from "three/examples/jsm/utils/SkeletonUtils.js"; -import { punchTiming, totalTicks, HURTBOXES } from "../manifest"; +import { GLOVE_HITBOX_RADIUS, HURTBOXES, punchTiming, totalTicks, type PunchTiming } from "../manifest"; import type { BloodLevel } from "../settings"; import type { FighterSnapshot, Hand, Power, PunchClass, SemanticAction, Target } from "../types"; -import { FIGHTER_GLB_BASE64 } from "../assets/fighter-glb"; +import { FIGHTER_GLB_GZIP_BASE64 } from "../assets/fighter-glb"; import { BONE_ADAPTER } from "./skeleton"; export { BONE_ADAPTER }; import { FIGHTER_TEXTURE_DATA_URLS } from "../assets/fighter-textures"; @@ -48,12 +48,18 @@ function preloadFighterTextures(): Promise { return Promise.all((Object.keys(FIGHTER_TEXTURE_DATA_URLS) as FighterTexture[]).map(loadFighterTexture)); } +export async function decompressFighterGlb(): Promise { + const compressed = Uint8Array.from(atob(FIGHTER_GLB_GZIP_BASE64), (char) => char.charCodeAt(0)); + const source = new Response(compressed).body; + if (source === null) throw new Error("fighter_glb_stream_unavailable"); + return new Response(source.pipeThrough(new DecompressionStream("gzip"))).arrayBuffer(); +} + export function loadBoxerGlb(): Promise { if (cachedGltf === null) { - const bytes = Uint8Array.from(atob(FIGHTER_GLB_BASE64), (char) => char.charCodeAt(0)); - const gltf = new Promise((resolve, reject) => { - new GLTFLoader().parse(bytes.buffer, "", resolve, (error: unknown) => reject(error instanceof Error ? error : new Error(String(error)))); - }); + const gltf = decompressFighterGlb().then((bytes) => new Promise((resolve, reject) => { + new GLTFLoader().parse(bytes, "", resolve, (error: unknown) => reject(error instanceof Error ? error : new Error(String(error)))); + })); cachedGltf = Promise.all([gltf, preloadFighterTextures()]).then(([loaded]) => loaded); } return cachedGltf; @@ -76,25 +82,30 @@ interface AppliedFighterMaterials { export function applyFighterSkin(target: THREE.Object3D, palette: BoxerPaletteColors): AppliedFighterMaterials { const skin: THREE.MeshPhysicalMaterial[] = []; const owned: THREE.Material[] = []; + const bySource = new Map(); let gloves: THREE.MeshStandardMaterial | null = null; target.traverse((object) => { if (!(object instanceof THREE.SkinnedMesh) || Array.isArray(object.material)) return; const sourceName = object.material.name; const textureName = MATERIAL_TEXTURE[sourceName]; if (textureName === undefined) throw new Error(`fighter GLB has unsupported material ${sourceName}`); - const isSkin = sourceName === "MHeadMat0" || sourceName === "MBodyMat0"; - const color = sourceName === "GlovesMat0" || sourceName === "PantsMat0" ? palette.gear : 0xffffff; - const material = isSkin - ? new THREE.MeshPhysicalMaterial({ map: fighterTexture(textureName), color, roughness: 0.58, metalness: 0.02, clearcoat: 0.25, clearcoatRoughness: 0.6 }) - : new THREE.MeshStandardMaterial({ map: fighterTexture(textureName), color, roughness: 0.4, metalness: 0.03 }); - material.name = sourceName; + let material = bySource.get(sourceName); + if (material === undefined) { + const isSkin = sourceName === "MHeadMat0" || sourceName === "MBodyMat0"; + const color = sourceName === "GlovesMat0" || sourceName === "PantsMat0" ? palette.gear : 0xffffff; + material = isSkin + ? new THREE.MeshPhysicalMaterial({ map: fighterTexture(textureName), color, roughness: 0.58, metalness: 0.02, clearcoat: 0.25, clearcoatRoughness: 0.6 }) + : new THREE.MeshStandardMaterial({ map: fighterTexture(textureName), color, roughness: 0.4, metalness: 0.03 }); + material.name = sourceName; + bySource.set(sourceName, material); + owned.push(material); + if (material instanceof THREE.MeshPhysicalMaterial) skin.push(material); + if (sourceName === "GlovesMat0") gloves = material; + } object.material = material; object.castShadow = true; object.receiveShadow = true; object.frustumCulled = false; - owned.push(material); - if (material instanceof THREE.MeshPhysicalMaterial) skin.push(material); - if (sourceName === "GlovesMat0") gloves = material as THREE.MeshStandardMaterial; }); if (skin.length !== 2 || gloves === null || owned.length !== 5) { throw new Error(`fighter GLB material contract failed: ${skin.length} skin, ${owned.length} total`); @@ -103,9 +114,13 @@ export function applyFighterSkin(target: THREE.Object3D, palette: BoxerPaletteCo } export const CLIP_NAMES = [ - "idle", "move_forward", "move_backward", "move_lateral", "guard_high", "guard_low", + "idle", "move_forward", "move_backward", "move_lateral_left", "move_lateral_right", + "guard_high", "guard_low", "slip_left", "slip_right", "weave", "pull", "jab_left", "jab_right", "straight_left", "straight_right", "hook_left", "hook_right", - "uppercut_left", "uppercut_right", "block_head", "hit_head", "knockdown", "getup", + "uppercut_left", "uppercut_right", + "block_head_left", "block_head_right", "block_body_left", "block_body_right", + "hit_head_left", "hit_head_right", "hit_body_left", "hit_body_right", + "knockdown", "getup", "clinch", "foul_recovery", "stunned", "exhausted", "taunt", ] as const; export type ClipName = (typeof CLIP_NAMES)[number]; @@ -115,6 +130,8 @@ export interface BoxerPaletteColors { readonly gear: number; } +export type ArcadeDislocation = "jaw" | "shoulder_left" | "shoulder_right"; + const smooth = (current: number, target: number, rate: number, dt: number): number => current + (target - current) * (1 - Math.exp(-rate * dt)); const smoothAngle = (current: number, target: number, rate: number, dt: number): number => { const delta = ((target - current + Math.PI) % (Math.PI * 2) + Math.PI * 2) % (Math.PI * 2) - Math.PI; @@ -133,8 +150,11 @@ export class SkinnedBoxer { private readonly ownedMaterials: readonly THREE.Material[]; private readonly gearMaterial: THREE.MeshStandardMaterial; private readonly headMeshes: THREE.SkinnedMesh[] = []; + private readonly handMeshes: Record = { left: [], right: [] }; private decapitated = false; + private readonly dismemberedHands: Record = { left: false, right: false }; readonly gearBaseColor: THREE.Color; + readonly skinBaseColor: THREE.Color; private readonly overlays: TraumaOverlays; constructor(gltf: GLTF, palette: BoxerPaletteColors) { @@ -146,18 +166,31 @@ export class SkinnedBoxer { this.ownedMaterials = materials.owned; this.gearMaterial = materials.gloves; this.gearBaseColor = new THREE.Color(palette.gear); + this.skinBaseColor = new THREE.Color(palette.skin); instance.traverse((object) => { if (object instanceof THREE.SkinnedMesh && object.name === "BoxerHead") this.headMeshes.push(object); + if (object instanceof THREE.SkinnedMesh && object.name === "BoxerGloveLeft") this.handMeshes.left.push(object); + if (object instanceof THREE.SkinnedMesh && object.name === "BoxerGloveRight") this.handMeshes.right.push(object); if (object instanceof THREE.Bone) this.bones.set(object.name, object); }); const missing = Object.values(BONE_ADAPTER).filter((name) => !this.bones.has(name)); if (missing.length > 0) throw new Error(`fighter GLB missing required bones: ${missing.join(", ")}`); if (this.headMeshes.length !== 1) throw new Error(`fighter GLB requires one BoxerHead mesh, found ${this.headMeshes.length}`); + for (const side of ["left", "right"] as const) { + if (this.handMeshes[side].length !== 1) { + throw new Error(`fighter GLB requires one ${side} glove mesh, found ${this.handMeshes[side].length}`); + } + } this.mixer = new THREE.AnimationMixer(instance); for (const clip of gltf.animations) { const action = this.mixer.clipAction(clip); this.actions.set(clip.name as ClipName, action); - if (["jab_left", "jab_right", "straight_left", "straight_right", "hook_left", "hook_right", "uppercut_left", "uppercut_right", "block_head", "hit_head", "knockdown", "getup"].includes(clip.name)) { + if ( + /^(jab|straight|hook|uppercut|block_|hit_)/.test(clip.name) + || clip.name === "knockdown" + || clip.name === "getup" + || clip.name === "taunt" + ) { action.setLoop(THREE.LoopOnce, 1); action.clampWhenFinished = true; } @@ -176,7 +209,7 @@ export class SkinnedBoxer { chestRestY: this.bone("chest")!.getWorldPosition(new THREE.Vector3()).y, ankleRestY: this.bone("ankleL")!.getWorldPosition(new THREE.Vector3()).y, }; - this.overlays = buildTraumaOverlays(this.bone("head")!, this.bone("chest")!); + this.overlays = buildTraumaOverlays(this.bone("head")!, this.bone("chest")!, palette.skin); } bone(name: string): THREE.Bone | null { @@ -205,6 +238,15 @@ export class SkinnedBoxer { this.bone("head")!.visible = !value; } + isHandDismembered(side: Hand): boolean { + return this.dismemberedHands[side]; + } + + setHandDismembered(side: Hand, value: boolean): void { + this.dismemberedHands[side] = value; + for (const mesh of this.handMeshes[side]) mesh.visible = !value; + } + setSkinClearcoat(value: number): void { for (const material of this.skinMaterials) material.clearcoat = value; } @@ -233,6 +275,7 @@ export interface TraumaOverlays { readonly ribR: THREE.Mesh; readonly bodyBruise: THREE.Mesh; readonly bodyStreak: THREE.Mesh; + readonly jaw: THREE.Mesh; dispose(): void; } @@ -245,7 +288,7 @@ function overlayMesh(geometry: THREE.BufferGeometry, color: number, emissive = 0 return mesh; } -function buildTraumaOverlays(head: THREE.Bone, chest: THREE.Bone): TraumaOverlays { +function buildTraumaOverlays(head: THREE.Bone, chest: THREE.Bone, skinColor: number): TraumaOverlays { const overlays: THREE.Mesh[] = []; const add = (mesh: THREE.Mesh, parent: THREE.Bone, position: [number, number, number], scale: [number, number, number] = [1, 1, 1]): THREE.Mesh => { const parentScale = parent.getWorldScale(new THREE.Vector3()); @@ -278,9 +321,11 @@ function buildTraumaOverlays(head: THREE.Bone, chest: THREE.Bone): TraumaOverlay const bodyBruise = add(overlayMesh(new THREE.SphereGeometry(0.1, 12, 10), 0x4a1c56), chest, [0.02, 0.05, 0.1], [1.05, 1.35, 0.55]); const bodyStreak = add(overlayMesh(new THREE.BoxGeometry(0.05, 0.24, 0.008), 0x8a0f16, 0x30040a), chest, [0.03, 0.08, 0.155]); bodyStreak.rotation.z = 0.12; + const jaw = add(overlayMesh(new THREE.SphereGeometry(0.06, 12, 10), skinColor), head, [0, -0.005, 0.07], [1.3, 0.48, 0.82]); + jaw.userData.restPosition = jaw.position.clone(); return { bruiseL, bruiseR, swellL, swellR, cutL, cutR, streakL, streakR, noseStreak, mouthBlood, - cheekL, cheekR, ribL, ribR, bodyBruise, bodyStreak, + cheekL, cheekR, ribL, ribR, bodyBruise, bodyStreak, jaw, dispose() { for (const mesh of overlays) { mesh.geometry.dispose(); @@ -345,7 +390,16 @@ export function applyTraumaToOverlays(overlays: TraumaOverlays, fighter: Fighter } const BLOODED_GLOVE_COLOR = new THREE.Color(0x5c0a0e); -const LOCOMOTION: readonly ClipName[] = ["idle", "move_forward", "move_backward", "move_lateral"]; +const LOCOMOTION = [ + "idle", "move_forward", "move_backward", "move_lateral_left", "move_lateral_right", +] as const satisfies readonly ClipName[]; +const ONE_SHOTS: readonly ClipName[] = [ + "jab_left", "jab_right", "straight_left", "straight_right", "hook_left", "hook_right", + "uppercut_left", "uppercut_right", + "block_head_left", "block_head_right", "block_body_left", "block_body_right", + "hit_head_left", "hit_head_right", "hit_body_left", "hit_body_right", + "knockdown", "getup", "clinch", "foul_recovery", "stunned", "exhausted", "taunt", +]; const PUNCH_CLIP = (punchClass: PunchClass, hand: Hand): ClipName => `${punchClass}_${hand}` as ClipName; export class BoxingGraph { @@ -356,6 +410,11 @@ export class BoxingGraph { private activePunch: THREE.AnimationAction | null = null; private punchAgeTicks = 0; private punchTotalTicks = 1; + private punchClass: PunchClass = "jab"; + private punchHand: Hand = "left"; + private punchTarget: Target = "head"; + private punchPower: Power = "normal"; + private punchTiming: PunchTiming = punchTiming("jab", "head", "normal"); private actionId: string | null = null; private completedActionId: string | null = null; private predictedId: string | null = null; @@ -365,17 +424,27 @@ export class BoxingGraph { private predictedTotalTicks = 13; private hitstop = 0; private reactionAction: THREE.AnimationAction | null = null; + private stateAction: THREE.AnimationAction | null = null; + private stateWeight = 0; + private stateRequested = false; private downState: "up" | "falling" | "down" | "rising" = "up"; private fallAge = 0; private riseAge = 0; private opponentDrop = 0; private readonly liveOpponentHead = new THREE.Vector3(0, 0.97, 0); private hasLiveHead = false; - private guardWeight = 0; + private defenseWeight = 0; + private defenseClip: "guard_high" | "guard_low" | "slip_left" | "slip_right" | "weave" | "pull" = "guard_high"; private hitstopScale = 1; private plantedL: THREE.Vector3 | null = null; private plantedR: THREE.Vector3 | null = null; - private readonly locomotionWeights: Record = { idle: 1, move_forward: 0, move_backward: 0, move_lateral: 0 }; + private readonly locomotionWeights: Record = { + idle: 1, + move_forward: 0, + move_backward: 0, + move_lateral_left: 0, + move_lateral_right: 0, + }; private readonly scratchA = new THREE.Vector3(); private readonly scratchB = new THREE.Vector3(); private readonly scratchC = new THREE.Vector3(); @@ -393,6 +462,7 @@ export class BoxingGraph { private readonly lockPole = new THREE.Vector3(); private readonly lockBend = new THREE.Vector3(); private readonly lockKnee = new THREE.Vector3(); + private dislocation: ArcadeDislocation | null = null; constructor(boxer: SkinnedBoxer, private readonly mapping: WorldMapping) { this.boxer = boxer; @@ -414,6 +484,11 @@ export class BoxingGraph { this.predictionAgeTicks = 0; this.predictedClip = PUNCH_CLIP(action.class, action.hand); const timing = punchTiming(action.class, action.target, action.power); + this.punchClass = action.class; + this.punchHand = action.hand; + this.punchTarget = action.target; + this.punchPower = action.power; + this.punchTiming = timing; this.predictedTotalTicks = totalTicks(timing); const inRecovery = this.actionId !== null && this.punchAgeTicks / this.punchTotalTicks > 0.55; if (this.actionId === null || inRecovery) { @@ -428,29 +503,52 @@ export class BoxingGraph { this.hitstop = Math.max(this.hitstop, blocked ? 0.045 : 0.078); } - react(kind: "block" | "hit"): void { - const clip = this.boxer.actions.get(kind === "block" ? "block_head" : "hit_head"); + setArcadeDislocation(dislocation: ArcadeDislocation | null): void { + this.dislocation = dislocation; + const jaw = this.boxer.trauma.jaw; + const rest = jaw.userData.restPosition as THREE.Vector3; + jaw.position.copy(rest); + jaw.rotation.set(0, 0, 0); + (jaw.material as THREE.MeshStandardMaterial).opacity = dislocation === "jaw" ? 1 : 0; + } + + react(kind: "block" | "hit", target: Target = "head", direction = 1): void { + const side = direction < 0 ? "left" : "right"; + const clip = this.boxer.actions.get(`${kind}_${target}_${side}` as ClipName); if (clip === undefined) return; - this.reactionAction?.fadeOut(0.08); + if (this.reactionAction !== null && this.reactionAction !== clip) this.reactionAction.stop(); this.reactionAction = clip; clip.reset().setLoop(THREE.LoopOnce, 1); - clip.setEffectiveWeight(0.85); - clip.fadeIn(0.03).play(); + clip.setEffectiveWeight(0).play(); } private setPunch(action: THREE.AnimationAction, ageTicks: number): void { const clip = action.getClip(); - const clamped = THREE.MathUtils.clamp(ageTicks / 30, 0, Math.max(0.001, clip.duration - 0.001)); - action.time = clamped; + const source = punchTiming(this.punchClass, "head", "normal"); + const sourceRecovery = Math.max(1, clip.duration * 30 - source.startup - source.active); + const target = this.punchTiming; + const age = THREE.MathUtils.clamp(ageTicks, 0, totalTicks(target)); + let clipTicks: number; + if (age <= target.startup) { + clipTicks = target.startup > 0 ? (age / target.startup) * source.startup : source.startup; + } else if (age <= target.startup + target.active) { + const activeAge = age - target.startup; + clipTicks = source.startup + (target.active > 0 ? (activeAge / target.active) * source.active : source.active); + } else { + const recoveryAge = age - target.startup - target.active; + clipTicks = source.startup + source.active + + (target.recovery > 0 ? (recoveryAge / target.recovery) * sourceRecovery : sourceRecovery); + } + action.time = THREE.MathUtils.clamp(clipTicks / 30, 0, Math.max(0.001, clip.duration - 0.001)); } private beginPunch(action: THREE.AnimationAction, totalTicksValue: number): void { - this.activePunch?.fadeOut(0.05); + if (this.activePunch !== null && this.activePunch !== action) this.activePunch.stop(); this.activePunch = action; action.reset(); action.setLoop(THREE.LoopOnce, 1); - action.setEffectiveWeight(1); - action.fadeIn(0.04).play(); + action.setEffectiveWeight(0).play(); + action.paused = true; this.punchTotalTicks = Math.max(1, totalTicksValue); } @@ -490,6 +588,16 @@ export class BoxingGraph { const hand = fighter.action_hand ?? (fighter.stance === "orthodox" ? "left" : "right"); if (punchClass !== null) { this.actionId = fighter.action_id; + this.punchClass = punchClass; + this.punchHand = hand; + this.punchTarget = fighter.action_target ?? "head"; + this.punchPower = fighter.action_power ?? "normal"; + this.punchTiming = { + ...punchTiming(this.punchClass, this.punchTarget, this.punchPower), + startup: fighter.action_startup_ticks, + active: fighter.action_active_ticks, + recovery: fighter.action_recovery_ticks, + }; const total = Math.max(1, fighter.action_startup_ticks + fighter.action_active_ticks + fighter.action_recovery_ticks); this.beginPunch(boxer.actions.get(PUNCH_CLIP(punchClass, hand))!, total); this.punchAgeTicks = Math.max(0, sampledTick - fighter.action_start_tick); @@ -522,41 +630,70 @@ export class BoxingGraph { if (this.punchAgeTicks >= total) { this.completedActionId = this.actionId; this.actionId = null; - this.activePunch.fadeOut(0.12); + this.activePunch.stop(); this.activePunch = null; } } if (this.reactionAction !== null && !this.reactionAction.isRunning()) { - this.reactionAction.fadeOut(0.1); + this.reactionAction.stop(); this.reactionAction = null; } - const speed = Math.hypot(fighter.velocity_x, fighter.velocity_y); - const moving = speed > 0.5; - const forward = THREE.MathUtils.clamp(fighter.velocity_x * fighter.facing / 7, -1, 1); - const lateral = THREE.MathUtils.clamp(fighter.velocity_y / 7, -1, 1); - const targets: { idle: number; move_forward: number; move_backward: number; move_lateral: number } = { - idle: moving ? 0 : 1, - move_forward: Math.max(0, forward) * (moving ? 1 : 0), - move_backward: Math.max(0, -forward) * (moving ? 1 : 0), - move_lateral: Math.abs(lateral) * (moving ? 1 : 0), + const worldVelocityX = this.mapping.x(fighter.velocity_x) * 30; + const worldVelocityZ = this.mapping.z(fighter.velocity_y) * 30; + const worldSpeed = Math.hypot(worldVelocityX, worldVelocityZ); + const moving = worldSpeed > 0.05; + const moveWeight = THREE.MathUtils.clamp(worldSpeed / 1.1, 0, 1); + const forward = worldVelocityX * fighter.facing; + const lateral = Math.sign(fighter.velocity_y) * Math.abs(worldVelocityZ); + const directionTotal = Math.abs(forward) + Math.abs(lateral); + const targets = { + idle: 1 - moveWeight, + move_forward: directionTotal > 0 ? Math.max(0, forward) / directionTotal * moveWeight : 0, + move_backward: directionTotal > 0 ? Math.max(0, -forward) / directionTotal * moveWeight : 0, + move_lateral_left: directionTotal > 0 ? Math.max(0, -lateral) / directionTotal * moveWeight : 0, + move_lateral_right: directionTotal > 0 ? Math.max(0, lateral) / directionTotal * moveWeight : 0, }; - const weightSum = targets.idle + targets.move_forward + targets.move_backward + targets.move_lateral; + const gaitCadence = THREE.MathUtils.clamp(0.35 + worldSpeed / 1.1 * 0.65, 0.35, 1.5); + const gaitTimeScale = fatigueScale * gaitCadence; for (const name of LOCOMOTION) { - const normalized = weightSum > 0 ? targets[name as keyof typeof targets] / weightSum : name === "idle" ? 1 : 0; - this.locomotionWeights[name] = smooth(this.locomotionWeights[name] ?? 0, normalized, 10, dt); - const action = boxer.actions.get(name as ClipName)!; + this.locomotionWeights[name] = smooth(this.locomotionWeights[name] ?? 0, targets[name], 10, dt); + const action = boxer.actions.get(name)!; action.setEffectiveWeight(this.locomotionWeights[name]!); - action.setEffectiveTimeScale(reducedMotion ? 0.4 : fatigueScale); + const playbackRate = name === "idle" ? fatigueScale : gaitTimeScale; + action.setEffectiveTimeScale(reducedMotion ? Math.min(0.4, playbackRate) : playbackRate); } - const guarding = fighter.defense === "guard_high" || fighter.defense === "guard_low"; - this.guardWeight = smooth(this.guardWeight, guarding ? 1 : 0, 12, dt); - for (const name of ["guard_high", "guard_low"] as const) { - const action = boxer.actions.get(name)!; - const target = fighter.defense === name ? this.guardWeight : 0; - if (target > 0 && !action.isRunning()) action.reset().play(); - action.setEffectiveWeight(target); + const defending = fighter.defense !== "none"; + if (defending) this.defenseClip = fighter.defense; + this.defenseWeight = smooth(this.defenseWeight, defending ? 1 : 0, 12, dt); + const defenseAction = boxer.actions.get(this.defenseClip)!; + if (this.defenseWeight > 0.001 && !defenseAction.isRunning()) defenseAction.reset().play(); + + const stateClip: ClipName | null = fighter.is_foul_recovery_target + ? "foul_recovery" + : fighter.clinch_ticks > 0 || fighter.clinch_startup_ticks > 0 + ? "clinch" + : fighter.stunned_ticks > 0 + ? "stunned" + : fighter.taunt_ticks > 0 + ? "taunt" + : fighter.stamina / Math.max(1, fighter.maximum_stamina) < 0.16 && !moving && !defending + ? "exhausted" + : null; + const nextStateAction = stateClip === null ? null : boxer.actions.get(stateClip)!; + if (nextStateAction !== null && nextStateAction !== this.stateAction) { + this.stateAction?.stop(); + this.stateAction = nextStateAction; + this.stateWeight = 0; + this.stateAction.reset().play(); + } + this.stateRequested = nextStateAction !== null; + this.stateWeight = smooth(this.stateWeight, this.stateRequested ? 1 : 0, 14, dt); + if (!this.stateRequested && this.stateWeight < 0.001) { + this.stateAction?.stop(); + this.stateAction = null; + this.stateWeight = 0; } const dropTarget = opponent.is_downed ? -(this.boxer.metrics.headRestY * 0.88) : opponent.defense === "weave" ? -0.24 : -0.03; @@ -568,7 +705,7 @@ export class BoxingGraph { if (fighter.is_downed) { if (this.activePunch !== null) { - this.activePunch.fadeOut(0.06); + this.activePunch.stop(); this.activePunch = null; } this.actionId = null; @@ -578,8 +715,7 @@ export class BoxingGraph { this.fallAge = 0; const knockdown = boxer.actions.get("knockdown")!; knockdown.reset().setLoop(THREE.LoopOnce, 1); - knockdown.setEffectiveWeight(1); - knockdown.fadeIn(0.03).play(); + knockdown.setEffectiveWeight(0).play(); } else if (this.downState === "falling") { this.fallAge += dt; } @@ -587,25 +723,26 @@ export class BoxingGraph { if (this.downState === "down" || this.downState === "falling") { this.downState = "rising"; this.riseAge = 0; - this.boxer.actions.get("knockdown")!.fadeOut(0.1); const getup = boxer.actions.get("getup")!; getup.reset().setLoop(THREE.LoopOnce, 1); - getup.setEffectiveWeight(1); - getup.fadeIn(0.05).play(); + getup.setEffectiveWeight(0).play(); } else { this.riseAge += dt; - if (this.riseAge > 0.9) { + if (this.riseAge > this.boxer.actions.get("getup")!.getClip().duration) { this.downState = "up"; - this.boxer.actions.get("getup")!.fadeOut(0.12); + this.boxer.actions.get("knockdown")!.stop(); + this.boxer.actions.get("getup")!.stop(); } } } if (this.downState === "falling" && this.fallAge > 1.3) this.downState = "down"; + this.applyActionWeights(); boxer.mixer.update(dt * this.hitstopScale); this.applyAimCorrection(fighter, opponent); this.lockFeet(fighter, moving); + this.applyDislocation(); const opponentBlood = Math.min( 1, @@ -616,35 +753,68 @@ export class BoxingGraph { applyTraumaToOverlays(boxer.trauma, fighter, opponentBlood, blood); boxer.setSkinClearcoat(0.25 + (1 - fighter.stamina / Math.max(1, fighter.maximum_stamina)) * 0.4); void time; - void HURTBOXES; + } + + private applyActionWeights(): void { + const downAction = this.downState === "falling" || this.downState === "down" + ? this.boxer.actions.get("knockdown")! + : this.downState === "rising" + ? this.boxer.actions.get("getup")! + : null; + const hardOverride = downAction ?? this.reactionAction ?? this.activePunch; + const stateWeight = hardOverride === null && this.stateAction !== null ? this.stateWeight : 0; + const baseWeight = hardOverride === null ? 1 - stateWeight : 0; + const defenseWeight = this.defenseWeight * baseWeight; + const locomotionWeight = (1 - this.defenseWeight) * baseWeight; + const locomotionTotal = LOCOMOTION.reduce( + (total, name) => total + Math.max(0, this.locomotionWeights[name] ?? 0), + 0, + ); + for (const name of LOCOMOTION) { + const normalized = locomotionTotal > 0 + ? Math.max(0, this.locomotionWeights[name] ?? 0) / locomotionTotal + : name === "idle" ? 1 : 0; + this.boxer.actions.get(name)!.setEffectiveWeight(normalized * locomotionWeight); + } + for (const name of ["guard_high", "guard_low", "slip_left", "slip_right", "weave", "pull"] as const) { + this.boxer.actions.get(name)!.setEffectiveWeight(name === this.defenseClip ? defenseWeight : 0); + } + for (const name of ONE_SHOTS) { + const action = this.boxer.actions.get(name)!; + const weight = action === hardOverride + ? 1 + : hardOverride === null && action === this.stateAction + ? stateWeight + : 0; + action.setEffectiveWeight(weight); + } } private applyAimCorrection(fighter: FighterSnapshot, opponent: FighterSnapshot): void { - if (this.activePunch === null || this.actionId === null || fighter.is_downed) return; - const punchClass = fighter.action; - if (punchClass === null) return; - const timing = punchTiming(punchClass, fighter.action_target ?? "head", fighter.action_power ?? "normal"); - const startupFrac = timing.startup / Math.max(1, totalTicks(timing)); + if (this.activePunch === null || fighter.is_downed) return; + const startupFrac = this.punchTiming.startup / Math.max(1, totalTicks(this.punchTiming)); const punchT = this.punchAgeTicks / this.punchTotalTicks; if (punchT < startupFrac * 0.45 || punchT > startupFrac + 0.2) return; const metrics = this.boxer.metrics; - const opponentHead = this.scratchA.set( + const hurtbox = this.punchTarget === "body" ? HURTBOXES.torso : HURTBOXES.head; + const opponentTarget = this.scratchA.set( this.mapping.x(opponent.x), - (fighter.action_target === "body" ? metrics.chestRestY : metrics.headRestY + 0.05) + this.opponentDrop, + (this.punchTarget === "body" ? metrics.chestRestY : metrics.headRestY) + hurtbox.offset_y + this.opponentDrop, this.mapping.z(opponent.y), ); - if (this.hasLiveHead) { - opponentHead.lerp(this.liveOpponentHead, 0.85); + if (this.punchTarget === "head" && this.hasLiveHead) { + opponentTarget.copy(this.liveOpponentHead).addScaledVector(this.boxer.root.up, hurtbox.offset_y); } - const gloveName = (fighter.action_hand ?? "left") === "left" ? "gloveL" : "gloveR"; + const gloveName = this.punchHand === "left" ? "gloveL" : "gloveR"; const gloveBone = this.boxer.bone(gloveName); const elbowBone = this.boxer.bone(gloveName === "gloveL" ? "elbowL" : "elbowR"); const shoulderBone = this.boxer.bone(gloveName === "gloveL" ? "shoulderL" : "shoulderR"); if (gloveBone === null || elbowBone === null || shoulderBone === null) return; this.boxer.root.updateMatrixWorld(true); const gloveWorld = gloveBone.getWorldPosition(this.scratchB); - const correction = this.scratchC.subVectors(opponentHead, gloveWorld); - const overshoot = correction.length() - 0.09; + const correction = this.scratchC.subVectors(opponentTarget, gloveWorld); + const contactDistance = hurtbox.radius + GLOVE_HITBOX_RADIUS; + const overshoot = correction.length() - contactDistance; if (overshoot <= 0.01) return; correction.setLength(Math.min(0.42, overshoot)); const targetWorld = this.aimTarget.copy(gloveWorld).add(correction); @@ -652,16 +822,44 @@ export class BoxingGraph { const upper = this.boxer.metrics.armUpper; const fore = this.boxer.metrics.armFore; const to = this.aimTo.copy(targetWorld).sub(shoulderWorld); - const distance = THREE.MathUtils.clamp(to.length(), 0.12, upper + fore - 0.015); + const reachReserve = this.punchClass === "hook" ? 0.11 : this.punchClass === "uppercut" ? 0.07 : 0.015; + const distance = THREE.MathUtils.clamp(to.length(), 0.12, upper + fore - reachReserve); to.normalize(); const a = (upper * upper - fore * fore + distance * distance) / (2 * distance); const h = Math.sqrt(Math.max(0.0001, upper * upper - a * a)); const pole = this.aimPole.set(0.9 * (gloveName === "gloveL" ? 1 : -1), -1, -0.25).applyQuaternion(this.boxer.root.quaternion); const bend = this.aimBend.copy(pole).addScaledVector(to, -pole.dot(to)).normalize(); const elbowWorld = this.aimElbow.copy(shoulderWorld).addScaledVector(to, a).addScaledVector(bend, h); - aimBoneLocal(shoulderBone, shoulderWorld, elbowWorld); + aimBoneLocal(shoulderBone, elbowBone, elbowWorld); shoulderBone.updateMatrixWorld(true); - aimBoneLocal(elbowBone, elbowWorld, targetWorld); + aimBoneLocal(elbowBone, gloveBone, targetWorld); + } + + private applyDislocation(): void { + if (this.dislocation === null) return; + if (this.dislocation === "jaw") { + const head = this.boxer.bone("head"); + if (head !== null) { + head.quaternion.multiply( + this.scratchQ.setFromEuler(new THREE.Euler(0.08, 0.2, -0.22)), + ); + } + const jaw = this.boxer.trauma.jaw; + const rest = jaw.userData.restPosition as THREE.Vector3; + jaw.position.copy(rest).add(this.scratchA.set(0.04, -0.04, 0.018)); + jaw.rotation.set(0.16, 0.08, -0.18); + return; + } + const side = this.dislocation === "shoulder_left" ? "L" : "R"; + const shoulder = this.boxer.bone(`shoulder${side}`); + const elbow = this.boxer.bone(`elbow${side}`); + if (shoulder === null || elbow === null) return; + this.boxer.root.updateMatrixWorld(true); + const shoulderWorld = shoulder.getWorldPosition(this.scratchA); + const hangingOffset = this.scratchB + .set(side === "L" ? 0.2 : -0.2, -0.38, 0.04) + .applyQuaternion(this.boxer.root.quaternion); + aimBoneLocal(shoulder, elbow, hangingOffset.add(shoulderWorld)); } private lockFeet(fighter: FighterSnapshot, moving: boolean): void { @@ -703,9 +901,9 @@ export class BoxingGraph { if (bend.lengthSq() < 0.0001) bend.set(0, 0, 1); bend.normalize(); const kneeWorld = this.lockKnee.copy(hipWorld).addScaledVector(to, a).addScaledVector(bend, h); - aimBoneLocal(hip, hipWorld, kneeWorld); + aimBoneLocal(hip, knee, kneeWorld); hip.updateMatrixWorld(true); - aimBoneLocal(knee, kneeWorld, pinned); + aimBoneLocal(knee, ankle, pinned); } } @@ -714,21 +912,31 @@ export class BoxingGraph { } } -const aimUp = new THREE.Vector3(0, 1, 0); -const aimDir = new THREE.Vector3(); -const aimQuat = new THREE.Quaternion(); -const aimParentQuat = new THREE.Quaternion(); - -export function aimBoneLocal(joint: THREE.Object3D, fromWorld: THREE.Vector3, toWorld: THREE.Vector3): void { - aimDir.subVectors(toWorld, fromWorld); - if (aimDir.lengthSq() < 0.000001) return; - aimDir.normalize(); - aimQuat.setFromUnitVectors(aimUp, aimDir); +const aimJointWorld = new THREE.Vector3(); +const aimChildWorld = new THREE.Vector3(); +const aimCurrentDirection = new THREE.Vector3(); +const aimTargetDirection = new THREE.Vector3(); +const aimDelta = new THREE.Quaternion(); +const aimWorldQuaternion = new THREE.Quaternion(); +const aimParentQuaternion = new THREE.Quaternion(); + +export function aimBoneLocal(joint: THREE.Object3D, child: THREE.Object3D, toWorld: THREE.Vector3): void { + joint.getWorldPosition(aimJointWorld); + child.getWorldPosition(aimChildWorld); + aimCurrentDirection.subVectors(aimChildWorld, aimJointWorld); + aimTargetDirection.subVectors(toWorld, aimJointWorld); + if (aimCurrentDirection.lengthSq() < 0.000001 || aimTargetDirection.lengthSq() < 0.000001) return; + aimCurrentDirection.normalize(); + aimTargetDirection.normalize(); + if (aimCurrentDirection.dot(aimTargetDirection) > 1 - 1e-6) return; + aimDelta.setFromUnitVectors(aimCurrentDirection, aimTargetDirection); + joint.getWorldQuaternion(aimWorldQuaternion); + aimWorldQuaternion.premultiply(aimDelta); const parent = joint.parent; if (parent === null) { - joint.quaternion.copy(aimQuat); + joint.quaternion.copy(aimWorldQuaternion); return; } - parent.getWorldQuaternion(aimParentQuat); - joint.quaternion.copy(aimParentQuat.invert().multiply(aimQuat)); + parent.getWorldQuaternion(aimParentQuaternion); + joint.quaternion.copy(aimParentQuaternion.invert().multiply(aimWorldQuaternion)); } diff --git a/web/hands/src/render/render.test.ts b/web/hands/src/render/render.test.ts index 432ad6e..e029313 100644 --- a/web/hands/src/render/render.test.ts +++ b/web/hands/src/render/render.test.ts @@ -4,7 +4,7 @@ import { buildArena } from "./arena"; import { BoxerAnimator } from "./animation"; import { buildBoxer, buildReferee } from "./boxer"; import { CameraDirector } from "./camera"; -import { Effects3D } from "./effects"; +import { bloodPatternFor, Effects3D } from "./effects"; import { drawHud, HUD_MAX_GUARD, HUD_MAX_POISE, scoreTotal } from "./hud"; import { buildRing } from "./ring"; import { resizeHighDpi } from "./viewport"; @@ -385,6 +385,30 @@ describe("effects", () => { action_id: null, }); + it("selects anatomically distinct deterministic blood patterns", () => { + expect(bloodPatternFor({ ...severeHit(1), detail: "jab:head" })).toBe("jet"); + expect(bloodPatternFor({ ...severeHit(2), detail: "right:hook:head" })).toBe("fan"); + expect(bloodPatternFor({ ...severeHit(3), detail: "uppercut:head" })).toBe("plume"); + expect(bloodPatternFor({ ...severeHit(4), detail: "straight:body" })).toBe("body_burst"); + expect(bloodPatternFor({ ...severeHit(5), kind: "bleed", detail: "left_cut" })).toBe("ooze"); + expect(bloodPatternFor({ ...severeHit(6), kind: "knockdown", detail: "" })).toBe("impact"); + + const averageBloodHeight = (detail: string): number => { + const effects = new Effects3D(new THREE.Scene()); + effects.addEvent({ ...severeHit(20), detail }, new THREE.Vector3(), false); + effects.update(0.1); + const positions = effects.points.geometry.getAttribute("position") as THREE.BufferAttribute; + const colors = effects.points.geometry.getAttribute("color") as THREE.BufferAttribute; + const heights: number[] = []; + for (let index = 0; index < positions.count; index += 1) { + if (colors.getY(index) < 0.2 && positions.getY(index) > -10) heights.push(positions.getY(index)); + } + effects.dispose(); + return heights.reduce((sum, height) => sum + height, 0) / heights.length; + }; + expect(averageBloodHeight("uppercut:head")).toBeGreaterThan(averageBloodHeight("straight:body") + 0.6); + }); + it("makes full blood dramatically heavier than reduced while off remains bloodless", () => { const origin = new THREE.Vector3(); @@ -420,6 +444,24 @@ describe("effects", () => { off.dispose(); }); + it("accumulates ongoing drips independently for both fighters", () => { + const effects = new Effects3D(new THREE.Scene()); + const left = new THREE.Vector3(-1, 1.5, 0); + const right = new THREE.Vector3(1, 1.5, 0); + for (let frame = 0; frame < 5; frame += 1) { + effects.drip(left, 1, false, 0); + effects.drip(right, 1, false, 1); + effects.update(1 / 60); + } + expect(effects.liveBloodParticles).toBe(2); + const positions = effects.points.geometry.getAttribute("position") as THREE.BufferAttribute; + const liveX = Array.from({ length: positions.count }, (_unused, index) => positions.getX(index)) + .filter((_x, index) => positions.getY(index) > -10); + expect(liveX.some((x) => x < 0)).toBe(true); + expect(liveX.some((x) => x > 0)).toBe(true); + effects.dispose(); + }); + it("immediately clears every red effect when blood is turned off while retaining sweat", () => { const scene = new THREE.Scene(); const effects = new Effects3D(scene); @@ -456,8 +498,12 @@ describe("effects", () => { const position = new THREE.Vector3(0, 1.55, 0); const quaternion = new THREE.Quaternion(); - effects.decapitate(0, position, quaternion, 1, 42); + effects.decapitate(0, position, quaternion, 1, 42, 0xb0703f); expect(effects.activeHeads).toBe(1); + const visibleHead = scene.children.find((child) => + child instanceof THREE.Mesh && child.visible && child.geometry instanceof THREE.SphereGeometry, + ) as THREE.Mesh; + expect(visibleHead.material.color.getHex()).toBe(0xb0703f); expect(effects.activeStumps).toBe(1); expect(effects.liveGibs).toBe(24); expect(effects.liveBloodParticles).toBe(120); @@ -469,8 +515,12 @@ describe("effects", () => { expect(effects.liveGibs).toBe(24); expect(effects.liveBloodParticles).toBe(120); - effects.decapitate(1, position, quaternion, -1, 43); + effects.decapitate(1, position, quaternion, -1, 43, 0x6e4128); expect(effects.activeHeads).toBe(2); + const visibleHeadColors = scene.children + .filter((child) => child instanceof THREE.Mesh && child.visible && child.geometry instanceof THREE.SphereGeometry) + .map((child) => ((child as THREE.Mesh).material as THREE.MeshStandardMaterial).color.getHex()); + expect(visibleHeadColors).toEqual([0xb0703f, 0x6e4128]); expect(effects.activeStumps).toBe(2); expect(effects.liveGibs).toBe(48); expect(scene.children).toHaveLength(childCount); @@ -495,6 +545,38 @@ describe("effects", () => { expect(scene.children).toHaveLength(0); }); + it("uses independent fixed pools for left and right hand dismemberments", () => { + const scene = new THREE.Scene(); + const effects = new Effects3D(scene); + const childCount = scene.children.length; + const position = new THREE.Vector3(0, 1.3, 0); + const quaternion = new THREE.Quaternion(); + effects.dismemberHand(0, "left", position, quaternion, 1, 60, 0x1d4ed8); + expect(effects.activeHands).toBe(1); + expect(effects.activeStumps).toBe(1); + expect(effects.liveGibs).toBe(16); + expect(effects.liveBloodParticles).toBe(80); + expect(scene.children).toHaveLength(childCount); + + effects.dismemberHand(0, "left", position, quaternion, 1, 60, 0x1d4ed8); + expect(effects.activeHands).toBe(1); + expect(effects.liveGibs).toBe(16); + effects.dismemberHand(0, "right", position, quaternion, -1, 61, 0x1d4ed8); + expect(effects.activeHands).toBe(2); + expect(effects.activeStumps).toBe(2); + expect(effects.liveGibs).toBe(32); + effects.anchorHandStump(0, "left", new THREE.Vector3(0.1, 1.2, 0), quaternion); + + effects.restoreFighter(0); + expect(effects.activeHands).toBe(0); + expect(effects.activeStumps).toBe(0); + effects.setBloodLevel("reduced"); + effects.dismemberHand(1, "left", position, quaternion, 1, 62, 0xb91c1c); + expect(effects.activeHands).toBe(0); + effects.dispose(); + expect(scene.children).toHaveLength(0); + }); + it("keeps ballistic updates finite, bounded to the ring, and stains the floor", () => { const scene = new THREE.Scene(); const effects = new Effects3D(scene); @@ -542,6 +624,35 @@ describe("effects", () => { effects.dispose(); }); + it("keeps seeded gore simulation identical at 30 and 60 FPS", () => { + const simulate = (dt: number): { head: number[]; gib: number[]; particles: number[]; decals: number } => { + const scene = new THREE.Scene(); + const effects = new Effects3D(scene); + effects.decapitate(0, new THREE.Vector3(0, 1.55, 0), new THREE.Quaternion(), 1, 77); + for (let elapsed = 0; elapsed < 1 - 1e-9; elapsed += dt) { + effects.drip(new THREE.Vector3(-1, 1.5, 0), 1.4, false, 0); + effects.drip(new THREE.Vector3(1, 1.45, 0), 0.9, false, 1); + effects.update(dt); + } + const head = scene.children.find((child) => + child instanceof THREE.Mesh && child.visible && child.geometry instanceof THREE.SphereGeometry, + )!; + const gibMesh = scene.children.find((child) => child instanceof THREE.InstancedMesh) as THREE.InstancedMesh; + const matrix = new THREE.Matrix4(); + gibMesh.getMatrixAt(0, matrix); + const gibPosition = new THREE.Vector3().setFromMatrixPosition(matrix); + const result = { + head: head.position.toArray(), + gib: gibPosition.toArray(), + particles: Array.from(effects.points.geometry.getAttribute("position").array), + decals: effects.visibleDecals, + }; + effects.dispose(); + return result; + }; + expect(simulate(1 / 30)).toEqual(simulate(1 / 60)); + }); + it("never exceeds any fixed pool under repeated production-valid events", () => { const scene = new THREE.Scene(); const effects = new Effects3D(scene); diff --git a/web/hands/src/render/renderer.test.ts b/web/hands/src/render/renderer.test.ts index 11bb662..960af0b 100644 --- a/web/hands/src/render/renderer.test.ts +++ b/web/hands/src/render/renderer.test.ts @@ -1,6 +1,12 @@ -import { fighter } from "../test/fixtures"; +import { fighter, snapshot } from "../test/fixtures"; import type { CombatEvent, MatchResult } from "../types"; -import { isArcadeDecapitationCandidate } from "./renderer"; +import { + arcadeInjuryFor, + contactParticipants, + contactPresentationPlan, + isArcadeInjuryCandidate, + presentationTickFor, +} from "./renderer"; const event = (kind: string, detail: string): CombatEvent => ({ event_id: 1, @@ -32,19 +38,71 @@ const flashKo: MatchResult = { player_two_damage: 500, }; -describe("arcade decapitation candidate routing", () => { - it("accepts authoritative downing head hits and winning flash KOs", () => { - expect(isArcadeDecapitationCandidate(event("hit", "left:straight:head"), { ...fighter("two"), is_downed: true }, null)).toBe(true); - expect(isArcadeDecapitationCandidate(event("counter_hit", "right:hook:head"), fighter("two"), flashKo)).toBe(true); +describe("contact presentation tick", () => { + it("holds live contact events for interpolation but presents terminal contacts on the authoritative frame", () => { + expect(presentationTickFor(snapshot(50))).toBe(49); + expect(presentationTickFor({ ...snapshot(50), result: flashKo })).toBe(50); + }); + + it("routes hit recipients and block defenders without swapping the puncher", () => { + const frame = snapshot(10); + expect(contactParticipants(event("hit", "straight:head"), frame)).toEqual({ recipientIndex: 1, puncherIndex: 0 }); + expect(contactParticipants(event("block", "straight:head"), frame)).toEqual({ recipientIndex: 0, puncherIndex: 1 }); + expect(contactParticipants(event("perfect_block", "straight:head"), frame)).toEqual({ recipientIndex: 0, puncherIndex: 1 }); + }); + + it("coalesces an engine-shaped block, leaking hit, and knockdown without changing event order", () => { + const frame = { + ...snapshot(10), + fighters: [ + fighter("one"), + { ...fighter("two"), facing: -1, action_key: "straight:left:body:light", action_contact_tick: 10 }, + ] as const, + }; + const block = { ...event("block", ""), amount: 30, blood: 0, direction: 0 }; + const hit = { + ...event("hit", "straight:body"), + actor_id: "two", + target_id: "one", + amount: 18, + blood: 12, + direction: -1, + }; + const knockdown = { ...event("knockdown", ""), actor_id: "two", target_id: "one", blood: 0, direction: 0, action_id: null }; + const plan = contactPresentationPlan([block, hit, knockdown], frame); + expect(plan.map((entry) => entry.event.kind)).toEqual(["block", "hit", "knockdown"]); + expect(plan.map((entry) => entry.presentImpact)).toEqual([true, false, true]); + expect(plan[0]!.presentationEvent).toMatchObject({ kind: "block", detail: "straight:body", direction: -1, blood: 12 }); + expect(plan[2]!.presentationEvent).toMatchObject({ kind: "knockdown", detail: "straight:body", direction: -1, blood: 12 }); + }); +}); + +describe("arcade injury candidate routing", () => { + it("accepts authoritative downing anatomical hits and winning flash KOs", () => { + expect(isArcadeInjuryCandidate(event("hit", "straight:head"), { ...fighter("two"), is_downed: true }, null)).toBe(true); + expect(isArcadeInjuryCandidate(event("hit", "hook:body"), { ...fighter("two"), is_downed: true }, null)).toBe(true); + expect(isArcadeInjuryCandidate(event("counter_hit", "hook:head"), fighter("two"), flashKo)).toBe(true); + }); + + it("routes head trauma to head injuries and body trauma to the struck-side limbs", () => { + const downed = { ...fighter("two"), is_downed: true }; + const leftPunch = { ...fighter("one"), action_key: "hook:left:body:heavy" }; + const rightPunch = { ...fighter("one"), action_key: "hook:right:body:heavy" }; + expect(arcadeInjuryFor({ ...event("hit", "hook:head"), event_id: 0 }, downed, null, leftPunch)).toBe("decapitation"); + expect(arcadeInjuryFor({ ...event("hit", "hook:head"), event_id: 1 }, downed, null, leftPunch)).toBe("jaw_dislocation"); + expect(arcadeInjuryFor({ ...event("hit", "hook:body"), event_id: 0 }, downed, null, leftPunch)).toBe("dismember_right"); + expect(arcadeInjuryFor({ ...event("hit", "hook:body"), event_id: 1 }, downed, null, leftPunch)).toBe("shoulder_right"); + expect(arcadeInjuryFor({ ...event("hit", "hook:body"), event_id: 0 }, downed, null, rightPunch)).toBe("dismember_left"); + expect(arcadeInjuryFor({ ...event("hit", "hook:body"), event_id: 1 }, downed, null, rightPunch)).toBe("shoulder_left"); }); it.each([ ["standing hit", event("hit", "left:jab:head"), fighter("two"), null], - ["body hit", event("hit", "left:straight:body"), { ...fighter("two"), is_downed: true }, null], + ["unknown target", event("hit", "straight:arm"), { ...fighter("two"), is_downed: true }, null], ["block", event("block", "left:straight:head"), { ...fighter("two"), is_downed: true }, null], ["bleed", event("bleed", "left:straight:head"), { ...fighter("two"), is_downed: true }, null], ["wrong winner", event("counter_hit", "right:hook:head"), fighter("two"), { ...flashKo, winner_id: "two" }], ] as const)("rejects %s", (_name, combatEvent, target, result) => { - expect(isArcadeDecapitationCandidate(combatEvent, target, result)).toBe(false); + expect(isArcadeInjuryCandidate(combatEvent, target, result)).toBe(false); }); }); diff --git a/web/hands/src/render/renderer.ts b/web/hands/src/render/renderer.ts index 5c76f73..52e5fc5 100644 --- a/web/hands/src/render/renderer.ts +++ b/web/hands/src/render/renderer.ts @@ -11,21 +11,134 @@ import { buildArena, type BuiltArena } from "./arena"; import { buildBoxer, buildReferee, disposeBoxer, type BoxerRig } from "./boxer"; import { CameraDirector } from "./camera"; import { Effects3D } from "./effects"; -import { BoxingGraph, SkinnedBoxer, loadBoxerGlb } from "./graph"; +import { BoxingGraph, SkinnedBoxer, loadBoxerGlb, type ArcadeDislocation } from "./graph"; import { drawHud } from "./hud"; -export function isArcadeDecapitationCandidate( +export type ArcadeInjury = + | "decapitation" + | "dismember_left" + | "dismember_right" + | "jaw_dislocation" + | "shoulder_left" + | "shoulder_right"; + +export function isArcadeInjuryCandidate( event: CombatEvent, target: FighterSnapshot | undefined, result: MatchResult | null, ): boolean { - if (target === undefined || !["hit", "counter_hit"].includes(event.kind) || !event.detail.endsWith(":head")) return false; + const anatomicalTarget = event.detail.endsWith(":head") || event.detail.endsWith(":body"); + if (target === undefined || !["hit", "counter_hit"].includes(event.kind) || !anatomicalTarget) return false; return target.is_downed || ( result?.finish_method === "flash_ko" && result.winner_id !== null && result.winner_id === event.actor_id ); } + +export function contactParticipants(event: CombatEvent, snapshot: EngineSnapshot): { + recipientIndex: number; + puncherIndex: number; +} { + const targetIndex = snapshot.fighters.findIndex((fighter) => fighter.player_id === event.target_id); + const actorIndex = snapshot.fighters.findIndex((fighter) => fighter.player_id === event.actor_id); + const defenderIsActor = event.kind === "block" || event.kind === "perfect_block"; + return { + recipientIndex: defenderIsActor ? actorIndex : targetIndex, + puncherIndex: defenderIsActor ? targetIndex : actorIndex, + }; +} + +export interface ContactPresentation { + readonly event: CombatEvent; + readonly presentationEvent: CombatEvent; + readonly presentImpact: boolean; +} + +const isHit = (event: CombatEvent): boolean => event.kind === "hit" || event.kind === "counter_hit"; +const isBlock = (event: CombatEvent): boolean => event.kind === "block" || event.kind === "perfect_block"; + +function pairedBlock(event: CombatEvent, events: readonly CombatEvent[]): CombatEvent | undefined { + if (!isHit(event) || event.action_id === null) return undefined; + return events.find((candidate) => isBlock(candidate) + && candidate.action_id === event.action_id + && candidate.actor_id === event.target_id + && candidate.target_id === event.actor_id); +} + +function pairedHit(event: CombatEvent, events: readonly CombatEvent[]): CombatEvent | undefined { + if (!isBlock(event) || event.action_id === null) return undefined; + return events.find((candidate) => isHit(candidate) + && candidate.action_id === event.action_id + && candidate.actor_id === event.target_id + && candidate.target_id === event.actor_id); +} + +export function contactPresentationPlan( + events: readonly CombatEvent[], + snapshot: EngineSnapshot, +): readonly ContactPresentation[] { + return events.map((event, eventIndex) => { + const { puncherIndex } = contactParticipants(event, snapshot); + const puncher = snapshot.fighters[puncherIndex]; + const actionParts = puncher?.action_key?.split(":") ?? []; + const actionDetail = actionParts.length >= 3 ? `${actionParts[0]}:${actionParts[2]}` : event.detail; + const hit = pairedHit(event, events); + if (isBlock(event)) { + return { + event, + presentationEvent: { + ...event, + detail: hit?.detail || actionDetail, + direction: hit?.direction ?? puncher?.facing ?? event.direction, + blood: hit?.blood ?? event.blood, + }, + presentImpact: true, + }; + } + if (pairedBlock(event, events) !== undefined) { + return { event, presentationEvent: event, presentImpact: false }; + } + if (event.kind === "knockdown") { + const hitEvent = events.slice(0, eventIndex).reverse().find((candidate) => isHit(candidate) + && candidate.tick === event.tick + && candidate.actor_id === event.actor_id + && candidate.target_id === event.target_id); + if (hitEvent !== undefined) { + return { + event, + presentationEvent: { + ...event, + detail: hitEvent.detail, + direction: hitEvent.direction, + blood: hitEvent.blood, + action_id: hitEvent.action_id, + }, + presentImpact: true, + }; + } + } + return { event, presentationEvent: event, presentImpact: true }; + }); +} + +export function presentationTickFor(snapshot: EngineSnapshot): number { + return snapshot.result === null ? snapshot.tick - 1 : snapshot.tick; +} + +export function arcadeInjuryFor( + event: CombatEvent, + target: FighterSnapshot | undefined, + result: MatchResult | null, + puncher?: FighterSnapshot, +): ArcadeInjury | null { + if (!isArcadeInjuryCandidate(event, target, result)) return null; + const selection = Math.abs(event.event_id); + if (event.detail.endsWith(":head")) return selection % 2 === 0 ? "decapitation" : "jaw_dislocation"; + const hand = puncher?.action_key?.split(":")[1]; + const recipientSide = hand === "left" ? "right" : hand === "right" ? "left" : Math.floor(selection / 2) % 2 === 0 ? "left" : "right"; + return selection % 2 === 0 ? `dismember_${recipientSide}` : `shoulder_${recipientSide}`; +} import { buildRing, disposeRing, type BuiltRing } from "./ring"; import { resizeHighDpi } from "./viewport"; import { PALETTES, worldMapping, type WorldMapping } from "./world"; @@ -87,17 +200,22 @@ export class FightRenderer { private graphsReady: Promise = Promise.resolve(); private readonly headCache = [new THREE.Vector3(), new THREE.Vector3()]; private readonly headCacheValid = [false, false]; - private readonly decapitated: [boolean, boolean] = [false, false]; - private readonly observedDecapitatedDown: [boolean, boolean] = [false, false]; + private readonly arcadeInjuries: [ArcadeInjury | null, ArcadeInjury | null] = [null, null]; + private readonly observedInjuryDown: [boolean, boolean] = [false, false]; + private readonly downedPoolAccumulators: [number, number] = [0, 0]; + private readonly downedPoolCounts: [number, number] = [0, 0]; private bloodLevel: BloodLevel = "full"; private readonly pendingContacts: Array<{ event: CombatEvent; + presentationEvent: CombatEvent; + presentImpact: boolean; contactTick: number; - targetIndex: number; - actorIndex: number; - decapitation: boolean; + recipientIndex: number; + puncherIndex: number; + injury: ArcadeInjury | null; }> = []; onContact: ((event: CombatEvent) => void) | null = null; + onArcadeInjury: ((injury: ArcadeInjury, event: CombatEvent) => void) | null = null; private readonly tmpA = new THREE.Vector3(); private readonly tmpB = new THREE.Vector3(); private readonly tmpHead = new THREE.Vector3(); @@ -105,6 +223,8 @@ export class FightRenderer { private readonly tmpStump = new THREE.Vector3(); private readonly tmpStumpOffset = new THREE.Vector3(); private readonly tmpStumpQuaternion = new THREE.Quaternion(); + private readonly tmpPart = new THREE.Vector3(); + private readonly tmpPartQuaternion = new THREE.Quaternion(); constructor( private readonly canvas: HTMLCanvasElement, @@ -187,9 +307,9 @@ export class FightRenderer { if (this.destroyed) return; const first = new SkinnedBoxer(gltf, { skin: 0xb0703f, gear: 0x1d4ed8 }); const second = new SkinnedBoxer(gltf, { skin: 0x6e4128, gear: 0xb91c1c }); - first.setDecapitated(this.decapitated[0]); - second.setDecapitated(this.decapitated[1]); this.graphs = [new BoxingGraph(first, this.mapping), new BoxingGraph(second, this.mapping)]; + this.syncInjuryPresentation(0); + this.syncInjuryPresentation(1); this.scene.add(first.root, second.root); for (const boxer of this.boxers) { this.scene.remove(boxer.root); @@ -242,35 +362,52 @@ export class FightRenderer { } setBloodLevel(level: BloodLevel): void { - if (level !== "full" && this.bloodLevel === "full") this.restoreAllHeads(); + if (level !== "full" && this.bloodLevel === "full") this.restoreAllInjuries(); this.bloodLevel = level; + if (level === "off") this.downedPoolAccumulators.fill(0); this.effects.setBloodLevel(level); } setReducedMotion(reduced: boolean): void { if (reduced) { - this.restoreAllHeads(); + this.restoreAllInjuries(); this.effects.clearDynamic(); } } - private setHeadVisible(index: number, visible: boolean): void { + private syncInjuryPresentation(index: number): void { + const injury = this.arcadeInjuries[index]; const graphs = this.graphs; - if (graphs !== null) graphs[index]!.boxer.setDecapitated(!visible); - else this.boxers[index]!.head.visible = visible; + if (graphs !== null) { + const graph = graphs[index]!; + graph.boxer.setDecapitated(injury === "decapitation"); + graph.boxer.setHandDismembered("left", injury === "dismember_left"); + graph.boxer.setHandDismembered("right", injury === "dismember_right"); + const dislocation: ArcadeDislocation | null = injury === "jaw_dislocation" + ? "jaw" + : injury === "shoulder_left" || injury === "shoulder_right" + ? injury + : null; + graph.setArcadeDislocation(dislocation); + return; + } + const boxer = this.boxers[index]!; + boxer.head.visible = injury !== "decapitation"; + boxer.gloveLMesh.visible = injury !== "dismember_left"; + boxer.gloveRMesh.visible = injury !== "dismember_right"; } - private restoreHead(index: number): void { - if (!this.decapitated[index]) return; - this.decapitated[index] = false; - this.observedDecapitatedDown[index] = false; - this.setHeadVisible(index, true); + private restoreInjury(index: number): void { + if (this.arcadeInjuries[index] === null) return; + this.arcadeInjuries[index] = null; + this.observedInjuryDown[index] = false; + this.syncInjuryPresentation(index); this.effects.restoreFighter(index); } - private restoreAllHeads(): void { - this.restoreHead(0); - this.restoreHead(1); + private restoreAllInjuries(): void { + this.restoreInjury(0); + this.restoreInjury(1); this.effects.clearArcadeGore(); } @@ -282,9 +419,41 @@ export class FightRenderer { else this.boxers[index]!.root.updateMatrixWorld(true); head.getWorldPosition(this.tmpHead); head.getWorldQuaternion(this.tmpHeadQuaternion); + this.tmpStumpOffset.set(0, 0.12, 0.02).applyQuaternion(this.tmpHeadQuaternion); + this.tmpHead.add(this.tmpStumpOffset); return { position: this.tmpHead, quaternion: this.tmpHeadQuaternion }; } + private handWorldPose( + index: number, + side: "left" | "right", + ): { position: THREE.Vector3; quaternion: THREE.Quaternion } | null { + const graphs = this.graphs; + const hand = graphs !== null + ? graphs[index]!.boxer.bone(side === "left" ? "gloveL" : "gloveR") + : side === "left" ? this.boxers[index]!.gloveL : this.boxers[index]!.gloveR; + if (hand === null) return null; + if (graphs !== null) graphs[index]!.boxer.root.updateMatrixWorld(true); + else this.boxers[index]!.root.updateMatrixWorld(true); + hand.getWorldPosition(this.tmpPart); + hand.getWorldQuaternion(this.tmpPartQuaternion); + return { position: this.tmpPart, quaternion: this.tmpPartQuaternion }; + } + + private gearColor(index: number): number { + const graphs = this.graphs; + return graphs !== null + ? graphs[index]!.boxer.gearBaseColor.getHex() + : this.boxers[index]!.gloveBaseColor.getHex(); + } + + private skinColor(index: number): number { + const graphs = this.graphs; + return graphs !== null + ? graphs[index]!.boxer.skinBaseColor.getHex() + : this.boxers[index]!.skinMaterial.color.getHex(); + } + private stumpWorldPose(index: number): { position: THREE.Vector3; quaternion: THREE.Quaternion } | null { const graphs = this.graphs; const anchor = graphs !== null ? graphs[index]!.boxer.bone("Neck_012") : this.boxers[index]!.head; @@ -312,79 +481,120 @@ export class FightRenderer { push(snapshot: EngineSnapshot): void { if (!this.buffer.push(snapshot)) return; - for (const event of this.dedupe.accept(snapshot.events)) { - const target = snapshot.fighters.find((fighter) => fighter.player_id === event.target_id) - ?? snapshot.fighters.find((fighter) => fighter.player_id === event.actor_id) - ?? snapshot.fighters[0]; - this.tmpA.set(this.mapping.x(target.x), 0, this.mapping.z(target.y)); - if (event.kind === "knockdown") this.effects.pool(this.tmpA.x + (Math.random() - 0.5) * 0.2, this.tmpA.z + (Math.random() - 0.5) * 0.2, 1); + const accepted = this.dedupe.accept(snapshot.events); + for (const { event, presentationEvent, presentImpact } of contactPresentationPlan(accepted, snapshot)) { const targetIndex = snapshot.fighters.findIndex((fighter) => fighter.player_id === event.target_id); const actorIndex = snapshot.fighters.findIndex((fighter) => fighter.player_id === event.actor_id); + const { recipientIndex, puncherIndex } = contactParticipants(event, snapshot); + const recipient = snapshot.fighters[recipientIndex] + ?? snapshot.fighters[targetIndex] + ?? snapshot.fighters[actorIndex] + ?? snapshot.fighters[0]; + this.tmpA.set(this.mapping.x(recipient.x), 0, this.mapping.z(recipient.y)); if (["hit", "counter_hit", "block", "perfect_block", "guard_break", "knockdown"].includes(event.kind)) { - // Block-family events name the defender as actor; the puncher (whose - // contact tick matters) is the event target for those kinds. - const puncher = event.kind === "block" || event.kind === "perfect_block" - ? (targetIndex >= 0 ? snapshot.fighters[targetIndex]! : null) - : (actorIndex >= 0 ? snapshot.fighters[actorIndex]! : null); + const puncher = puncherIndex >= 0 ? snapshot.fighters[puncherIndex]! : null; this.pendingContacts.push({ event, + presentationEvent, + presentImpact, contactTick: puncher?.action_contact_tick ?? event.tick, - targetIndex, - actorIndex, - decapitation: isArcadeDecapitationCandidate(event, snapshot.fighters[targetIndex], snapshot.result), + recipientIndex, + puncherIndex, + injury: arcadeInjuryFor(event, snapshot.fighters[recipientIndex], snapshot.result, puncher ?? undefined), }); } else if (event.kind === "bleed") { this.effects.addEvent(event, this.tmpA, this.settings().reducedMotion); } - if (snapshot.result !== null) this.fireContacts(Number.MAX_SAFE_INTEGER); } } private fireContacts(sampledTick: number): void { - for (let index = this.pendingContacts.length - 1; index >= 0; index -= 1) { + for (let index = 0; index < this.pendingContacts.length;) { const pending = this.pendingContacts[index]!; - if (pending.contactTick > sampledTick) continue; + if (pending.contactTick > sampledTick) { + index += 1; + continue; + } this.pendingContacts.splice(index, 1); - const { event, targetIndex, actorIndex, decapitation } = pending; - const target = this.buffer.latest()?.fighters[targetIndex]; - if (target !== undefined) { + const { event, presentationEvent, presentImpact, recipientIndex, puncherIndex, injury } = pending; + const target = this.buffer.latest()?.fighters[recipientIndex]; + if (presentImpact && target !== undefined) { this.tmpA.set(this.mapping.x(target.x), 0, this.mapping.z(target.y)); - this.effects.addEvent(event, this.tmpA, this.settings().reducedMotion); + this.effects.addEvent(presentationEvent, this.tmpA, this.settings().reducedMotion); } const currentSettings = this.settings(); if ( - decapitation - && targetIndex >= 0 - && !this.decapitated[targetIndex] + injury !== null + && recipientIndex >= 0 + && this.arcadeInjuries[recipientIndex] === null && currentSettings.blood === "full" && !currentSettings.reducedMotion ) { - const pose = this.headWorldPose(targetIndex); - if (pose !== null) { - this.effects.decapitate(targetIndex, pose.position, pose.quaternion, event.direction, event.event_id); - const stumpPose = this.stumpWorldPose(targetIndex); - if (stumpPose !== null) this.effects.anchorStump(targetIndex, stumpPose.position, stumpPose.quaternion); - this.decapitated[targetIndex] = true; - this.observedDecapitatedDown[targetIndex] = false; - this.setHeadVisible(targetIndex, false); + let applied = this.graphs !== null + && (injury === "jaw_dislocation" || injury === "shoulder_left" || injury === "shoulder_right"); + if (injury === "decapitation") { + const pose = this.headWorldPose(recipientIndex); + if (pose !== null) { + this.effects.decapitate( + recipientIndex, + pose.position, + pose.quaternion, + event.direction, + event.event_id, + this.skinColor(recipientIndex), + ); + const stumpPose = this.stumpWorldPose(recipientIndex); + if (stumpPose !== null) this.effects.anchorStump(recipientIndex, stumpPose.position, stumpPose.quaternion); + applied = true; + } + } else if (injury === "dismember_left" || injury === "dismember_right") { + const side = injury === "dismember_left" ? "left" : "right"; + const pose = this.handWorldPose(recipientIndex, side); + if (pose !== null) { + this.effects.dismemberHand( + recipientIndex, + side, + pose.position, + pose.quaternion, + event.direction, + event.event_id, + this.gearColor(recipientIndex), + ); + this.effects.anchorHandStump(recipientIndex, side, pose.position, pose.quaternion); + applied = true; + } + } + if (applied) { + this.arcadeInjuries[recipientIndex] = injury; + this.observedInjuryDown[recipientIndex] = false; + this.syncInjuryPresentation(recipientIndex); + this.onArcadeInjury?.(injury, event); } } const graphs = this.graphs; - if (targetIndex >= 0 && ["hit", "counter_hit", "block", "perfect_block", "knockdown"].includes(event.kind)) { + if ( + presentImpact + && recipientIndex >= 0 + && ["hit", "counter_hit", "block", "perfect_block", "knockdown"].includes(event.kind) + ) { const blocked = event.kind === "block" || event.kind === "perfect_block"; - if (graphs !== null) graphs[targetIndex]!.react(blocked ? "block" : "hit"); - else { - this.animators[targetIndex]!.impact({ - direction: event.direction, + const targetKind = presentationEvent.detail.endsWith(":body") ? "body" : "head"; + if (graphs !== null) { + graphs[recipientIndex]!.react(blocked ? "block" : "hit", targetKind, presentationEvent.direction); + } else { + this.animators[recipientIndex]!.impact({ + direction: presentationEvent.direction, amount: blocked ? event.amount * 0.35 : event.amount, blocked, + target: targetKind, }); } } - // Engine emits block/perfect_block with the DEFENDER as actor; the - // puncher to freeze is the event target for those kinds. - const puncherIndex = event.kind === "block" || event.kind === "perfect_block" ? targetIndex : actorIndex; - if (puncherIndex >= 0 && ["hit", "counter_hit", "block", "perfect_block", "guard_break"].includes(event.kind)) { + if ( + presentImpact + && puncherIndex >= 0 + && ["hit", "counter_hit", "block", "perfect_block", "guard_break"].includes(event.kind) + ) { if (graphs !== null) graphs[puncherIndex]!.landedHit(event.kind === "block" || event.kind === "perfect_block"); else this.animators[puncherIndex]!.landedHit(event.kind === "block" || event.kind === "perfect_block"); } @@ -462,16 +672,16 @@ export class FightRenderer { this.setBloodLevel(current.blood); const latest = this.buffer.latest(); - const snapshot = latest === null ? null : this.buffer.sample(latest.tick - 1); - const sampledTick = latest === null ? 0 : latest.tick - 1; + const sampledTick = latest === null ? 0 : presentationTickFor(latest); + const snapshot = latest === null ? null : this.buffer.sample(sampledTick); let separation = 1.8; let knockdown = false; if (snapshot !== null) { const [a, b] = snapshot.fighters; for (const [index, fighter] of snapshot.fighters.entries()) { - if (!this.decapitated[index]) continue; - if (fighter.is_downed) this.observedDecapitatedDown[index] = true; - else if (this.observedDecapitatedDown[index] && snapshot.result === null) this.restoreHead(index); + if (this.arcadeInjuries[index] === null) continue; + if (fighter.is_downed) this.observedInjuryDown[index] = true; + else if (this.observedInjuryDown[index] && snapshot.result === null) this.restoreInjury(index); } const graphs = this.graphs; if (graphs !== null) { @@ -491,10 +701,16 @@ export class FightRenderer { this.animators[0].update(a, b, dt, seconds, current.reducedMotion, current.blood, sampledTick); this.animators[1].update(b, a, dt, seconds, current.reducedMotion, current.blood, sampledTick); } - for (let index = 0; index < this.decapitated.length; index += 1) { - if (!this.decapitated[index]) continue; - const pose = this.stumpWorldPose(index); - if (pose !== null) this.effects.anchorStump(index, pose.position, pose.quaternion); + for (let index = 0; index < this.arcadeInjuries.length; index += 1) { + const injury = this.arcadeInjuries[index]; + if (injury === "decapitation") { + const pose = this.stumpWorldPose(index); + if (pose !== null) this.effects.anchorStump(index, pose.position, pose.quaternion); + } else if (injury === "dismember_left" || injury === "dismember_right") { + const side = injury === "dismember_left" ? "left" : "right"; + const pose = this.handWorldPose(index, side); + if (pose !== null) this.effects.anchorHandStump(index, side, pose.position, pose.quaternion); + } } const ax = this.mapping.x(a.x); const az = this.mapping.z(a.y); @@ -507,12 +723,25 @@ export class FightRenderer { for (const [index, fighter] of snapshot.fighters.entries()) { const severity = (fighter.trauma.bleeding + fighter.trauma.left_cut + fighter.trauma.right_cut) / 380; if (severity > 0.05 && !fighter.is_downed) { + this.downedPoolAccumulators[index] = 0; const anchor = index === 0 ? this.tmpA : this.tmpB; this.tmpHead.set(anchor.x, this.headHeightOf(index), anchor.z); - this.effects.drip(this.tmpHead, severity, dt, current.reducedMotion); - } else if (severity > 0.3 && fighter.is_downed && Math.random() < dt * 0.8) { - const anchor = index === 0 ? this.tmpA : this.tmpB; - this.effects.pool(anchor.x + (Math.random() - 0.5) * 0.5, anchor.z + (Math.random() - 0.5) * 0.5, 0.8); + this.effects.drip(this.tmpHead, severity, current.reducedMotion, index); + } else if (severity > 0.3 && fighter.is_downed && current.blood !== "off") { + this.effects.stopDrip(index); + this.downedPoolAccumulators[index]! += dt * 0.8; + while (this.downedPoolAccumulators[index]! >= 1) { + this.downedPoolAccumulators[index]! -= 1; + const count = this.downedPoolCounts[index]!; + this.downedPoolCounts[index] = count + 1; + const angle = count * 2.399_963 + index * Math.PI; + const radius = 0.12 + ((count * 0.618_034) % 1) * 0.24; + const anchor = index === 0 ? this.tmpA : this.tmpB; + this.effects.pool(anchor.x + Math.sin(angle) * radius, anchor.z + Math.cos(angle) * radius, 0.8); + } + } else { + this.effects.stopDrip(index); + this.downedPoolAccumulators[index] = 0; } } } else {