diff --git a/UpdateLog.md b/UpdateLog.md
index 7df9009..27f0621 100644
--- a/UpdateLog.md
+++ b/UpdateLog.md
@@ -1,10 +1,70 @@
# 仓库管理操作端项目更新记录
+## 2024年4月17日 - 巡检路径管理功能开发
+
+### 巡检路径模块
+* ➕**[新增]**：创建PathManager组件，用于管理巡检路径信息
+* ➕**[新增]**：创建PathEditor组件，包含路径编辑、地图显示和路径点配置功能
+* ➕**[新增]**：创建PathSchedule组件，用于管理巡检计划，包含周期、时间、人员和路线配置
+* 📝**[修改]**：在PathEditor组件中引入Map组件，实现地图展示功能
+* 📝**[修改]**：优化PathSchedule组件弹窗样式，设置为空军蓝、透明度40%并添加高斯模糊效果
+* 📝**[修改]**：将PathSchedule组件表单布局从两列改为单列，避免控件超出弹窗范围
+* ➕**[新增]**：创建PathLog组件，实现巡检日志管理功能，包含人员选择、日期时间、设备和排班记录配置
+* 📝**[修改]**：更新路由配置，添加巡检日志管理相关路由
+* 📝**[修改]**：更新LayoutView中的菜单配置，添加巡检日志管理菜单项
+* 📝**[修改]**：设置PathLog组件表格背景为透明样式，优化视觉效果
+* 📝**[修改]**：进一步优化PathLog组件表格表头透明度，确保表头完全透明
+* 📝**[修改]**：更新路由配置，添加巡检路径和计划管理相关路由
+
+## 2024年4月17日 - 钥匙申请功能优化
+
+### 钥匙管理模块
+* 📝**[修改]**：优化KeyApply组件，从userStore中获取当前登录用户名并显示在申请人字段
+* 📝**[修改]**：添加了错误处理和日志输出，方便调试
+
+## 2024年4月15日 - 界面优化与路由参数修复
+
+* ➕**[新增]** 钥匙管理模块功能
+ * ➕**[新增]** 创建钥匙使用申请组件(KeyApply.vue)
+ * ➕**[新增]** 创建钥匙取用记录组件(KeyRecord.vue)
+ * 📝**[修改]** 更新路由配置，添加新组件路由
+ * 📝**[修改]** 增强KeyManager组件，实现申请按钮与申请组件的绑定
+
+* 🐛**[修复]** 钥匙管理模块问题修复
+ * 🐛**[修复]** 增强KeyApply组件的路由参数处理逻辑，添加类型检查和错误处理
+ * 📝**[修改]** 将KeyRecord组件的表格背景修改为透明
+ * 📝**[修改]** 优化KeyManager组件中的handleApply函数，从keyList中提取并组织钥匙信息
+ * 📝**[修改]** 改进KeyApply组件，优先使用直接传递的钥匙信息，同时保留后备提取逻辑
+
+## 2025年10月12日 - 图标规范更新
+
+* 📝**[修改]** 文档规范
+ * ➕**[新增]** 修改新增功能图标为绿色+号(➕)
+ * 📝**[修改]** 修改功能图标更换为橙色铅笔(📝)
+ * 🐛**[新增]** 新增[修复]标签，配置紫色虫子图标(🐛)
+ * 📝**[修改]** 更新所有示例格式以符合新规范
+
+## 2025年10月12日 - 提示词规范优化
+
+* 📝**[修改]** 文档规范
+ * 修改图标表示法：新增使用➕图标，修改使用📝图标，新增修复使用🐛图标
+ * 修改标签格式：变更类型使用方括号包裹
+
+## 2025年10月12日 - 提示词规范更新
+
+* ➕**[新增]** 文档规范
+ * ➕**[新增]**：在TraePrompt_猫娘工程师.md中添加Git提交规范
+ * 📝**[修改]**：明确要求Git提交前必须更新UpdateLog.md
+ * 📝**[修改]**：规定使用YYYY年MM月DD日日期格式
+ * 📝**[修改]**：定义模块分级输出（最多三级）与图标表示法
+ * ➕**[新增]**：使用➕表示新增、📝表示修改、🐛表示修复、❌表示删除
+ * ➕**[新增]**：添加了标准示例格式模板
+
## 2025年10月12日 - 全屏功能实现
**主要更新内容：**
-- 在应用顶栏中添加了全屏切换按钮，位于用户头像和用户名右侧
-- 实现了完整的全屏功能，包括：
+- ➕**[新增]** 在应用顶栏中添加了全屏切换按钮，位于用户头像和用户名右侧
+- ➕**[新增]** 实现了完整的全屏功能，包括：
- 进入全屏模式
- 退出全屏模式
- 自动检测系统全屏状态变化
diff --git a/public/api.vgomap.com/api/BodyPart/1977947221534052352/OfflineData b/public/api.vgomap.com/api/BodyPart/1977947221534052352/OfflineData
new file mode 100644
index 0000000..5d5eedd
--- /dev/null
+++ b/public/api.vgomap.com/api/BodyPart/1977947221534052352/OfflineData
@@ -0,0 +1 @@
+{"code":200,"data":{"bodyParts":[],"symptoms":[],"symptomCauses":[]},"message":null}
\ No newline at end of file
diff --git a/public/api.vgomap.com/api/Classify/All b/public/api.vgomap.com/api/Classify/All
index 285888f..e1f04ec 100644
--- a/public/api.vgomap.com/api/Classify/All
+++ b/public/api.vgomap.com/api/Classify/All
@@ -1 +1 @@
-{"code":200,"data":[{"parentId":0,"name":"皮具/鞋饰","sortNo":0,"customerUserId":0,"id":15},{"parentId":0,"name":"珠宝首饰","sortNo":0,"customerUserId":0,"id":16},{"parentId":0,"name":"服装","sortNo":0,"customerUserId":0,"id":18},{"parentId":0,"name":"儿童娱乐","sortNo":0,"customerUserId":0,"id":19},{"parentId":0,"name":"美食餐饮","sortNo":0,"customerUserId":0,"id":20},{"parentId":0,"name":"电子/数码","sortNo":0,"customerUserId":0,"id":21},{"parentId":0,"name":"百货","sortNo":0,"customerUserId":0,"id":22},{"parentId":0,"name":"楼梯","sortNo":0,"customerUserId":0,"id":23},{"parentId":0,"name":"扶梯","sortNo":0,"customerUserId":0,"id":24},{"parentId":0,"name":"电梯","sortNo":0,"customerUserId":0,"id":25},{"parentId":0,"name":"卫生间","sortNo":0,"customerUserId":0,"id":26},{"parentId":0,"name":"出入口","sortNo":0,"customerUserId":0,"id":27},{"parentId":0,"name":"个人护理","sortNo":0,"customerUserId":0,"id":28},{"parentId":0,"name":"娱乐","sortNo":0,"customerUserId":0,"id":29},{"parentId":0,"name":"服饰精品","sortNo":0,"customerUserId":0,"id":30},{"parentId":0,"name":"服务","sortNo":0,"customerUserId":0,"id":31},{"parentId":0,"name":"汽车","sortNo":0,"customerUserId":0,"id":32},{"parentId":0,"name":"企业信息","sortNo":0,"customerUserId":0,"id":43},{"parentId":0,"name":"办公区域","sortNo":0,"customerUserId":0,"id":44},{"parentId":0,"name":"公共区域","sortNo":0,"customerUserId":0,"id":45},{"parentId":0,"name":"停车场","sortNo":0,"customerUserId":0,"id":46},{"parentId":0,"name":"公共交通","sortNo":0,"customerUserId":0,"id":47},{"parentId":0,"name":"停车场出入口","sortNo":0,"customerUserId":0,"id":48},{"parentId":0,"name":"进出站口","sortNo":0,"customerUserId":0,"id":49},{"parentId":0,"name":"站内服务","sortNo":0,"customerUserId":0,"id":50},{"parentId":0,"name":"休息餐饮区","sortNo":0,"customerUserId":0,"id":51},{"parentId":0,"name":"库房","sortNo":0,"customerUserId":0,"id":52},{"parentId":0,"name":"车辆服务区域","sortNo":0,"customerUserId":0,"id":53},{"parentId":0,"name":"厂外车队中转库","sortNo":0,"customerUserId":0,"id":54},{"parentId":0,"name":"公共服务区域","sortNo":0,"customerUserId":0,"id":55},{"parentId":0,"name":"生产区域","sortNo":0,"customerUserId":0,"id":56},{"parentId":0,"name":"专用线区域","sortNo":0,"customerUserId":0,"id":57},{"parentId":0,"name":"无障碍电梯","sortNo":0,"customerUserId":0,"id":58},{"parentId":0,"name":"便民服务","sortNo":0,"customerUserId":0,"id":59},{"parentId":0,"name":"潮玩生活","sortNo":0,"customerUserId":0,"id":60},{"parentId":0,"name":"运动健身","sortNo":0,"customerUserId":0,"id":61},{"parentId":0,"name":"教育培训","sortNo":0,"customerUserId":0,"id":62},{"parentId":0,"name":"美容护理","sortNo":0,"customerUserId":0,"id":64},{"parentId":0,"name":"生活配套","sortNo":0,"customerUserId":0,"id":65},{"parentId":0,"name":"休闲娱乐","sortNo":0,"customerUserId":0,"id":66},{"parentId":0,"name":"中医科诊室","sortNo":0,"customerUserId":0,"id":67},{"parentId":0,"name":"医学美容中心","sortNo":0,"customerUserId":0,"id":68},{"parentId":0,"name":"儿科诊室","sortNo":0,"customerUserId":0,"id":69},{"parentId":0,"name":"内科诊室","sortNo":0,"customerUserId":0,"id":70},{"parentId":0,"name":"外科诊室","sortNo":0,"customerUserId":0,"id":71},{"parentId":0,"name":"妇科诊室","sortNo":0,"customerUserId":0,"id":72},{"parentId":0,"name":"产科诊室","sortNo":0,"customerUserId":0,"id":73},{"parentId":0,"name":"产品深度体验区","sortNo":0,"customerUserId":0,"id":74},{"parentId":0,"name":"读码器方案展示区","sortNo":0,"customerUserId":0,"id":77},{"parentId":0,"name":"3D方案展示区","sortNo":0,"customerUserId":0,"id":78},{"parentId":0,"name":"Smart3软件方案(2D+AI)展示区","sortNo":0,"customerUserId":0,"id":80},{"parentId":0,"name":"车位","sortNo":0,"customerUserId":0,"id":81},{"parentId":0,"name":"博物馆","sortNo":0,"customerUserId":0,"id":82},{"parentId":0,"name":"红色文化馆","sortNo":0,"customerUserId":0,"id":83},{"parentId":0,"name":"城市建设与规划馆","sortNo":0,"customerUserId":0,"id":84},{"parentId":0,"name":"元宇宙体验馆","sortNo":0,"customerUserId":0,"id":85},{"parentId":0,"name":"数字文化体验馆","sortNo":0,"customerUserId":0,"id":86},{"parentId":0,"name":"公共资源交易中心","sortNo":0,"customerUserId":0,"id":87},{"parentId":0,"name":"安全教育体验馆","sortNo":0,"customerUserId":0,"id":88},{"parentId":0,"name":"新时代文明实践指导中心","sortNo":0,"customerUserId":0,"id":89},{"parentId":0,"name":"家风馆","sortNo":0,"customerUserId":0,"id":90},{"parentId":0,"name":"青年之家","sortNo":0,"customerUserId":0,"id":91},{"parentId":0,"name":"市民办事大厅","sortNo":0,"customerUserId":0,"id":92},{"parentId":0,"name":"美术馆","sortNo":0,"customerUserId":0,"id":93},{"parentId":0,"name":"非物质文化遗产馆","sortNo":0,"customerUserId":0,"id":94},{"parentId":0,"name":"桃文化博物馆","sortNo":0,"customerUserId":0,"id":95},{"parentId":0,"name":"办公区","sortNo":0,"customerUserId":0,"id":96},{"parentId":0,"name":"图书馆","sortNo":0,"customerUserId":0,"id":98},{"parentId":0,"name":"文化馆","sortNo":0,"customerUserId":0,"id":100},{"parentId":0,"name":"城乡基层治理促进中心","sortNo":0,"customerUserId":0,"id":101},{"parentId":0,"name":"电影院","sortNo":0,"customerUserId":0,"id":102},{"parentId":0,"name":"食堂","sortNo":0,"customerUserId":0,"id":103},{"parentId":0,"name":"CS1","sortNo":0,"customerUserId":0,"id":104},{"parentId":0,"name":"CS2","sortNo":0,"customerUserId":0,"id":105},{"parentId":0,"name":"CS3","sortNo":0,"customerUserId":0,"id":106},{"parentId":0,"name":"仓库","sortNo":0,"customerUserId":0,"id":107},{"parentId":0,"name":"F类","sortNo":0,"customerUserId":0,"id":108},{"parentId":0,"name":"宿舍","sortNo":0,"customerUserId":0,"id":109},{"parentId":0,"name":"SQ","sortNo":0,"customerUserId":0,"id":110},{"parentId":0,"name":"R类","sortNo":0,"customerUserId":0,"id":111},{"parentId":0,"name":"保安服务岗","sortNo":0,"customerUserId":0,"id":112},{"parentId":0,"name":"锂电行业展示区","sortNo":0,"customerUserId":0,"id":113},{"parentId":0,"name":"3C、光伏、医疗行业展示区","sortNo":0,"customerUserId":0,"id":114},{"parentId":0,"name":"汽车行业展示区","sortNo":0,"customerUserId":0,"id":115},{"parentId":0,"name":"公交枢纽","sortNo":0,"customerUserId":0,"id":116},{"parentId":0,"name":"运营中心","sortNo":0,"customerUserId":0,"id":117},{"parentId":0,"name":"旅游大巴","sortNo":0,"customerUserId":0,"id":118},{"parentId":0,"name":"长途枢纽","sortNo":0,"customerUserId":0,"id":119},{"parentId":0,"name":"东广场","sortNo":0,"customerUserId":0,"id":120},{"parentId":0,"name":"西广场","sortNo":0,"customerUserId":0,"id":121},{"parentId":0,"name":"展品","sortNo":0,"customerUserId":0,"id":122},{"parentId":0,"name":"北京","sortNo":0,"customerUserId":0,"id":123},{"parentId":0,"name":"山西","sortNo":0,"customerUserId":0,"id":124},{"parentId":0,"name":"河南","sortNo":0,"customerUserId":0,"id":125},{"parentId":0,"name":"甘肃","sortNo":0,"customerUserId":0,"id":126},{"parentId":0,"name":"四川","sortNo":0,"customerUserId":0,"id":127},{"parentId":0,"name":"云南","sortNo":0,"customerUserId":0,"id":128},{"parentId":0,"name":"湖北","sortNo":0,"customerUserId":0,"id":129},{"parentId":0,"name":"湖南","sortNo":0,"customerUserId":0,"id":130},{"parentId":0,"name":"重庆","sortNo":0,"customerUserId":0,"id":131},{"parentId":0,"name":"广西","sortNo":0,"customerUserId":0,"id":132},{"parentId":0,"name":"广东","sortNo":0,"customerUserId":0,"id":133},{"parentId":0,"name":"福建","sortNo":0,"customerUserId":0,"id":134},{"parentId":0,"name":"海南","sortNo":0,"customerUserId":0,"id":135},{"parentId":0,"name":"江西","sortNo":0,"customerUserId":0,"id":136},{"parentId":0,"name":"台湾","sortNo":0,"customerUserId":0,"id":137},{"parentId":0,"name":"浙江","sortNo":0,"customerUserId":0,"id":138},{"parentId":0,"name":"安徽","sortNo":0,"customerUserId":0,"id":139},{"parentId":0,"name":"江苏","sortNo":0,"customerUserId":0,"id":140},{"parentId":0,"name":"上海","sortNo":0,"customerUserId":0,"id":141},{"parentId":0,"name":"山东","sortNo":0,"customerUserId":0,"id":142},{"parentId":0,"name":"河北","sortNo":0,"customerUserId":0,"id":143},{"parentId":0,"name":"陕西","sortNo":0,"customerUserId":0,"id":144},{"parentId":0,"name":"内蒙古","sortNo":0,"customerUserId":0,"id":145},{"parentId":0,"name":"新疆","sortNo":0,"customerUserId":0,"id":146},{"parentId":0,"name":"西藏","sortNo":0,"customerUserId":0,"id":147},{"parentId":0,"name":"辽宁","sortNo":0,"customerUserId":0,"id":148},{"parentId":0,"name":"贵州","sortNo":0,"customerUserId":0,"id":149},{"parentId":0,"name":"个人","sortNo":0,"customerUserId":0,"id":150},{"parentId":0,"name":"团队","sortNo":0,"customerUserId":0,"id":151},{"parentId":0,"name":"亲子","sortNo":0,"customerUserId":0,"id":152},{"parentId":0,"name":"情侣","sortNo":0,"customerUserId":0,"id":153},{"parentId":0,"name":"D区商铺","sortNo":0,"customerUserId":0,"id":154},{"parentId":0,"name":"E区商铺","sortNo":0,"customerUserId":0,"id":155},{"parentId":0,"name":"F区商铺","sortNo":0,"customerUserId":0,"id":156},{"parentId":0,"name":"G区商铺","sortNo":0,"customerUserId":0,"id":157},{"parentId":0,"name":"物流园","sortNo":0,"customerUserId":0,"id":158},{"parentId":0,"name":"M区商铺","sortNo":0,"customerUserId":0,"id":159},{"parentId":0,"name":"L区商铺","sortNo":0,"customerUserId":0,"id":160},{"parentId":0,"name":"J区商铺","sortNo":0,"customerUserId":0,"id":161},{"parentId":0,"name":"成品库出厂","sortNo":0,"customerUserId":0,"id":162},{"parentId":0,"name":"原料进厂","sortNo":0,"customerUserId":0,"id":163},{"parentId":0,"name":"销售外卖","sortNo":0,"customerUserId":0,"id":164},{"parentId":0,"name":"餐饮","sortNo":0,"customerUserId":0,"id":195},{"parentId":195,"name":"轻食","sortNo":0,"customerUserId":0,"id":196},{"parentId":0,"name":"配套","sortNo":0,"customerUserId":0,"id":197},{"parentId":195,"name":"正餐","sortNo":0,"customerUserId":0,"id":198},{"parentId":195,"name":"酒吧","sortNo":0,"customerUserId":0,"id":199},{"parentId":183,"name":"彩妆护肤","sortNo":0,"customerUserId":0,"id":200},{"parentId":183,"name":"精品饰品","sortNo":0,"customerUserId":0,"id":201},{"parentId":183,"name":"男装","sortNo":0,"customerUserId":0,"id":202},{"parentId":183,"name":"女装","sortNo":0,"customerUserId":0,"id":203},{"parentId":183,"name":"皮鞋皮具","sortNo":0,"customerUserId":0,"id":204},{"parentId":183,"name":"时尚综合","sortNo":0,"customerUserId":0,"id":205},{"parentId":183,"name":"童装童玩","sortNo":0,"customerUserId":0,"id":206},{"parentId":197,"name":"主力店","sortNo":0,"customerUserId":0,"id":209},{"parentId":197,"name":"生活服务","sortNo":0,"customerUserId":0,"id":210},{"parentId":197,"name":"美容美发","sortNo":0,"customerUserId":0,"id":211},{"parentId":197,"name":"儿童娱乐","sortNo":0,"customerUserId":0,"id":212},{"parentId":197,"name":"库房","sortNo":0,"customerUserId":0,"id":215},{"parentId":0,"name":"3F","sortNo":0,"customerUserId":0,"id":228},{"parentId":0,"name":"2F","sortNo":0,"customerUserId":0,"id":229},{"parentId":0,"name":"1F","sortNo":0,"customerUserId":0,"id":230},{"parentId":0,"name":"-1F","sortNo":0,"customerUserId":0,"id":231},{"parentId":0,"name":"精苯168装卸点","sortNo":0,"customerUserId":0,"id":232},{"parentId":0,"name":"焦产品","sortNo":0,"customerUserId":0,"id":233},{"parentId":0,"name":"干熄焦","sortNo":0,"customerUserId":0,"id":234},{"parentId":0,"name":"装车区","sortNo":0,"customerUserId":0,"id":240},{"parentId":0,"name":"停车位","sortNo":0,"customerUserId":0,"id":241},{"parentId":0,"name":"地磅","sortNo":0,"customerUserId":0,"id":242},{"parentId":0,"name":"生活设施","sortNo":0,"customerUserId":0,"id":243},{"parentId":0,"name":"厂房设施","sortNo":0,"customerUserId":0,"id":244},{"parentId":0,"name":"展教区","sortNo":0,"customerUserId":0,"id":245},{"parentId":0,"name":"公共服务区","sortNo":0,"customerUserId":0,"id":246},{"parentId":0,"name":"商业配套区","sortNo":0,"customerUserId":0,"id":247},{"parentId":0,"name":"基础设施","sortNo":0,"customerUserId":0,"id":248},{"parentId":0,"name":"展览区","sortNo":0,"customerUserId":0,"id":249},{"parentId":0,"name":"教育区","sortNo":0,"customerUserId":0,"id":250},{"parentId":0,"name":"接待服务","sortNo":0,"customerUserId":0,"id":251},{"parentId":0,"name":"便民设施","sortNo":0,"customerUserId":0,"id":252},{"parentId":0,"name":"文创区","sortNo":0,"customerUserId":0,"id":253},{"parentId":0,"name":"餐饮区","sortNo":0,"customerUserId":0,"id":254},{"parentId":0,"name":"交通设施","sortNo":0,"customerUserId":0,"id":255},{"parentId":0,"name":"出入口管理","sortNo":0,"customerUserId":0,"id":256},{"parentId":0,"name":"武器","sortNo":0,"customerUserId":0,"id":258},{"parentId":0,"name":"陶器","sortNo":0,"customerUserId":0,"id":259},{"parentId":0,"name":"玉石器","sortNo":0,"customerUserId":0,"id":260},{"parentId":0,"name":"宝石","sortNo":0,"customerUserId":0,"id":261},{"parentId":0,"name":"金银器","sortNo":0,"customerUserId":0,"id":262},{"parentId":0,"name":"石器","sortNo":0,"customerUserId":0,"id":263},{"parentId":0,"name":"玺印符牌","sortNo":0,"customerUserId":0,"id":264},{"parentId":0,"name":"竹木雕","sortNo":0,"customerUserId":0,"id":265},{"parentId":0,"name":"石刻","sortNo":0,"customerUserId":0,"id":266},{"parentId":0,"name":"档案文书","sortNo":0,"customerUserId":0,"id":267},{"parentId":0,"name":"名人遗物","sortNo":0,"customerUserId":0,"id":268},{"parentId":0,"name":"宣传品","sortNo":0,"customerUserId":0,"id":269},{"parentId":0,"name":"化石","sortNo":0,"customerUserId":0,"id":270},{"parentId":0,"name":"模型","sortNo":0,"customerUserId":0,"id":271},{"parentId":0,"name":"铜器","sortNo":0,"customerUserId":0,"id":272},{"parentId":0,"name":"其他","sortNo":0,"customerUserId":0,"id":273},{"parentId":0,"name":"复制品","sortNo":0,"customerUserId":0,"id":274},{"parentId":0,"name":"冷库","sortNo":0,"customerUserId":0,"id":182},{"parentId":0,"name":"零售","sortNo":0,"customerUserId":0,"id":183},{"parentId":192,"name":"测试子分类","sortNo":4,"customerUserId":0,"id":189},{"parentId":0,"name":"登机口","sortNo":4,"customerUserId":0,"id":175},{"parentId":0,"name":"候机厅","sortNo":5,"customerUserId":0,"id":174},{"parentId":0,"name":"商业","sortNo":5,"customerUserId":0,"id":257},{"parentId":0,"name":"安检口","sortNo":6,"customerUserId":0,"id":176},{"parentId":0,"name":"调理品","sortNo":6,"customerUserId":0,"id":227},{"parentId":0,"name":"禽类","sortNo":7,"customerUserId":0,"id":226},{"parentId":0,"name":"值机口","sortNo":7,"customerUserId":0,"id":173},{"parentId":0,"name":"行李寄存口","sortNo":8,"customerUserId":0,"id":172},{"parentId":0,"name":"水产类","sortNo":8,"customerUserId":0,"id":225},{"parentId":0,"name":"售票厅","sortNo":9,"customerUserId":0,"id":171},{"parentId":0,"name":"牛羊类","sortNo":9,"customerUserId":0,"id":178},{"parentId":0,"name":"猪肉类","sortNo":10,"customerUserId":0,"id":180},{"parentId":0,"name":"机场出入口","sortNo":10,"customerUserId":0,"id":170}],"message":null}
\ No newline at end of file
+{"code":200,"data":[{"parentId":0,"name":"皮具/鞋饰","sortNo":0,"customerUserId":0,"id":15},{"parentId":0,"name":"珠宝首饰","sortNo":0,"customerUserId":0,"id":16},{"parentId":0,"name":"服装","sortNo":0,"customerUserId":0,"id":18},{"parentId":0,"name":"儿童娱乐","sortNo":0,"customerUserId":0,"id":19},{"parentId":0,"name":"美食餐饮","sortNo":0,"customerUserId":0,"id":20},{"parentId":0,"name":"电子/数码","sortNo":0,"customerUserId":0,"id":21},{"parentId":0,"name":"百货","sortNo":0,"customerUserId":0,"id":22},{"parentId":0,"name":"楼梯","sortNo":0,"customerUserId":0,"id":23},{"parentId":0,"name":"扶梯","sortNo":0,"customerUserId":0,"id":24},{"parentId":0,"name":"电梯","sortNo":0,"customerUserId":0,"id":25},{"parentId":0,"name":"卫生间","sortNo":0,"customerUserId":0,"id":26},{"parentId":0,"name":"出入口","sortNo":0,"customerUserId":0,"id":27},{"parentId":0,"name":"个人护理","sortNo":0,"customerUserId":0,"id":28},{"parentId":0,"name":"娱乐","sortNo":0,"customerUserId":0,"id":29},{"parentId":0,"name":"服饰精品","sortNo":0,"customerUserId":0,"id":30},{"parentId":0,"name":"服务","sortNo":0,"customerUserId":0,"id":31},{"parentId":0,"name":"汽车","sortNo":0,"customerUserId":0,"id":32},{"parentId":0,"name":"企业信息","sortNo":0,"customerUserId":0,"id":43},{"parentId":0,"name":"办公区域","sortNo":0,"customerUserId":0,"id":44},{"parentId":0,"name":"公共区域","sortNo":0,"customerUserId":0,"id":45},{"parentId":0,"name":"停车场","sortNo":0,"customerUserId":0,"id":46},{"parentId":0,"name":"公共交通","sortNo":0,"customerUserId":0,"id":47},{"parentId":0,"name":"停车场出入口","sortNo":0,"customerUserId":0,"id":48},{"parentId":0,"name":"进出站口","sortNo":0,"customerUserId":0,"id":49},{"parentId":0,"name":"站内服务","sortNo":0,"customerUserId":0,"id":50},{"parentId":0,"name":"休息餐饮区","sortNo":0,"customerUserId":0,"id":51},{"parentId":0,"name":"库房","sortNo":0,"customerUserId":0,"id":52},{"parentId":0,"name":"车辆服务区域","sortNo":0,"customerUserId":0,"id":53},{"parentId":0,"name":"厂外车队中转库","sortNo":0,"customerUserId":0,"id":54},{"parentId":0,"name":"公共服务区域","sortNo":0,"customerUserId":0,"id":55},{"parentId":0,"name":"生产区域","sortNo":0,"customerUserId":0,"id":56},{"parentId":0,"name":"专用线区域","sortNo":0,"customerUserId":0,"id":57},{"parentId":0,"name":"无障碍电梯","sortNo":0,"customerUserId":0,"id":58},{"parentId":0,"name":"便民服务","sortNo":0,"customerUserId":0,"id":59},{"parentId":0,"name":"潮玩生活","sortNo":0,"customerUserId":0,"id":60},{"parentId":0,"name":"运动健身","sortNo":0,"customerUserId":0,"id":61},{"parentId":0,"name":"教育培训","sortNo":0,"customerUserId":0,"id":62},{"parentId":0,"name":"美容护理","sortNo":0,"customerUserId":0,"id":64},{"parentId":0,"name":"生活配套","sortNo":0,"customerUserId":0,"id":65},{"parentId":0,"name":"休闲娱乐","sortNo":0,"customerUserId":0,"id":66},{"parentId":0,"name":"中医科诊室","sortNo":0,"customerUserId":0,"id":67},{"parentId":0,"name":"医学美容中心","sortNo":0,"customerUserId":0,"id":68},{"parentId":0,"name":"儿科诊室","sortNo":0,"customerUserId":0,"id":69},{"parentId":0,"name":"内科诊室","sortNo":0,"customerUserId":0,"id":70},{"parentId":0,"name":"外科诊室","sortNo":0,"customerUserId":0,"id":71},{"parentId":0,"name":"妇科诊室","sortNo":0,"customerUserId":0,"id":72},{"parentId":0,"name":"产科诊室","sortNo":0,"customerUserId":0,"id":73},{"parentId":0,"name":"产品深度体验区","sortNo":0,"customerUserId":0,"id":74},{"parentId":0,"name":"读码器方案展示区","sortNo":0,"customerUserId":0,"id":77},{"parentId":0,"name":"3D方案展示区","sortNo":0,"customerUserId":0,"id":78},{"parentId":0,"name":"Smart3软件方案(2D+AI)展示区","sortNo":0,"customerUserId":0,"id":80},{"parentId":0,"name":"车位","sortNo":0,"customerUserId":0,"id":81},{"parentId":0,"name":"博物馆","sortNo":0,"customerUserId":0,"id":82},{"parentId":0,"name":"红色文化馆","sortNo":0,"customerUserId":0,"id":83},{"parentId":0,"name":"城市建设与规划馆","sortNo":0,"customerUserId":0,"id":84},{"parentId":0,"name":"元宇宙体验馆","sortNo":0,"customerUserId":0,"id":85},{"parentId":0,"name":"数字文化体验馆","sortNo":0,"customerUserId":0,"id":86},{"parentId":0,"name":"公共资源交易中心","sortNo":0,"customerUserId":0,"id":87},{"parentId":0,"name":"安全教育体验馆","sortNo":0,"customerUserId":0,"id":88},{"parentId":0,"name":"新时代文明实践指导中心","sortNo":0,"customerUserId":0,"id":89},{"parentId":0,"name":"家风馆","sortNo":0,"customerUserId":0,"id":90},{"parentId":0,"name":"青年之家","sortNo":0,"customerUserId":0,"id":91},{"parentId":0,"name":"市民办事大厅","sortNo":0,"customerUserId":0,"id":92},{"parentId":0,"name":"美术馆","sortNo":0,"customerUserId":0,"id":93},{"parentId":0,"name":"非物质文化遗产馆","sortNo":0,"customerUserId":0,"id":94},{"parentId":0,"name":"桃文化博物馆","sortNo":0,"customerUserId":0,"id":95},{"parentId":0,"name":"办公区","sortNo":0,"customerUserId":0,"id":96},{"parentId":0,"name":"图书馆","sortNo":0,"customerUserId":0,"id":98},{"parentId":0,"name":"文化馆","sortNo":0,"customerUserId":0,"id":100},{"parentId":0,"name":"城乡基层治理促进中心","sortNo":0,"customerUserId":0,"id":101},{"parentId":0,"name":"电影院","sortNo":0,"customerUserId":0,"id":102},{"parentId":0,"name":"食堂","sortNo":0,"customerUserId":0,"id":103},{"parentId":0,"name":"CS1","sortNo":0,"customerUserId":0,"id":104},{"parentId":0,"name":"CS2","sortNo":0,"customerUserId":0,"id":105},{"parentId":0,"name":"CS3","sortNo":0,"customerUserId":0,"id":106},{"parentId":0,"name":"仓库","sortNo":0,"customerUserId":0,"id":107},{"parentId":0,"name":"F类","sortNo":0,"customerUserId":0,"id":108},{"parentId":0,"name":"宿舍","sortNo":0,"customerUserId":0,"id":109},{"parentId":0,"name":"SQ","sortNo":0,"customerUserId":0,"id":110},{"parentId":0,"name":"R类","sortNo":0,"customerUserId":0,"id":111},{"parentId":0,"name":"保安服务岗","sortNo":0,"customerUserId":0,"id":112},{"parentId":0,"name":"锂电行业展示区","sortNo":0,"customerUserId":0,"id":113},{"parentId":0,"name":"3C、光伏、医疗行业展示区","sortNo":0,"customerUserId":0,"id":114},{"parentId":0,"name":"汽车行业展示区","sortNo":0,"customerUserId":0,"id":115},{"parentId":0,"name":"公交枢纽","sortNo":0,"customerUserId":0,"id":116},{"parentId":0,"name":"运营中心","sortNo":0,"customerUserId":0,"id":117},{"parentId":0,"name":"旅游大巴","sortNo":0,"customerUserId":0,"id":118},{"parentId":0,"name":"长途枢纽","sortNo":0,"customerUserId":0,"id":119},{"parentId":0,"name":"东广场","sortNo":0,"customerUserId":0,"id":120},{"parentId":0,"name":"西广场","sortNo":0,"customerUserId":0,"id":121},{"parentId":0,"name":"展品","sortNo":0,"customerUserId":0,"id":122},{"parentId":0,"name":"北京","sortNo":0,"customerUserId":0,"id":123},{"parentId":0,"name":"山西","sortNo":0,"customerUserId":0,"id":124},{"parentId":0,"name":"河南","sortNo":0,"customerUserId":0,"id":125},{"parentId":0,"name":"甘肃","sortNo":0,"customerUserId":0,"id":126},{"parentId":0,"name":"四川","sortNo":0,"customerUserId":0,"id":127},{"parentId":0,"name":"云南","sortNo":0,"customerUserId":0,"id":128},{"parentId":0,"name":"湖北","sortNo":0,"customerUserId":0,"id":129},{"parentId":0,"name":"湖南","sortNo":0,"customerUserId":0,"id":130},{"parentId":0,"name":"重庆","sortNo":0,"customerUserId":0,"id":131},{"parentId":0,"name":"广西","sortNo":0,"customerUserId":0,"id":132},{"parentId":0,"name":"广东","sortNo":0,"customerUserId":0,"id":133},{"parentId":0,"name":"福建","sortNo":0,"customerUserId":0,"id":134},{"parentId":0,"name":"海南","sortNo":0,"customerUserId":0,"id":135},{"parentId":0,"name":"江西","sortNo":0,"customerUserId":0,"id":136},{"parentId":0,"name":"台湾","sortNo":0,"customerUserId":0,"id":137},{"parentId":0,"name":"浙江","sortNo":0,"customerUserId":0,"id":138},{"parentId":0,"name":"安徽","sortNo":0,"customerUserId":0,"id":139},{"parentId":0,"name":"江苏","sortNo":0,"customerUserId":0,"id":140},{"parentId":0,"name":"上海","sortNo":0,"customerUserId":0,"id":141},{"parentId":0,"name":"山东","sortNo":0,"customerUserId":0,"id":142},{"parentId":0,"name":"河北","sortNo":0,"customerUserId":0,"id":143},{"parentId":0,"name":"陕西","sortNo":0,"customerUserId":0,"id":144},{"parentId":0,"name":"内蒙古","sortNo":0,"customerUserId":0,"id":145},{"parentId":0,"name":"新疆","sortNo":0,"customerUserId":0,"id":146},{"parentId":0,"name":"西藏","sortNo":0,"customerUserId":0,"id":147},{"parentId":0,"name":"辽宁","sortNo":0,"customerUserId":0,"id":148},{"parentId":0,"name":"贵州","sortNo":0,"customerUserId":0,"id":149},{"parentId":0,"name":"个人","sortNo":0,"customerUserId":0,"id":150},{"parentId":0,"name":"团队","sortNo":0,"customerUserId":0,"id":151},{"parentId":0,"name":"亲子","sortNo":0,"customerUserId":0,"id":152},{"parentId":0,"name":"情侣","sortNo":0,"customerUserId":0,"id":153},{"parentId":0,"name":"D区商铺","sortNo":0,"customerUserId":0,"id":154},{"parentId":0,"name":"E区商铺","sortNo":0,"customerUserId":0,"id":155},{"parentId":0,"name":"F区商铺","sortNo":0,"customerUserId":0,"id":156},{"parentId":0,"name":"G区商铺","sortNo":0,"customerUserId":0,"id":157},{"parentId":0,"name":"物流园","sortNo":0,"customerUserId":0,"id":158},{"parentId":0,"name":"M区商铺","sortNo":0,"customerUserId":0,"id":159},{"parentId":0,"name":"L区商铺","sortNo":0,"customerUserId":0,"id":160},{"parentId":0,"name":"J区商铺","sortNo":0,"customerUserId":0,"id":161},{"parentId":0,"name":"成品库出厂","sortNo":0,"customerUserId":0,"id":162},{"parentId":0,"name":"原料进厂","sortNo":0,"customerUserId":0,"id":163},{"parentId":0,"name":"销售外卖","sortNo":0,"customerUserId":0,"id":164},{"parentId":0,"name":"餐饮","sortNo":0,"customerUserId":0,"id":195},{"parentId":195,"name":"轻食","sortNo":0,"customerUserId":0,"id":196},{"parentId":0,"name":"配套","sortNo":0,"customerUserId":0,"id":197},{"parentId":195,"name":"正餐","sortNo":0,"customerUserId":0,"id":198},{"parentId":195,"name":"酒吧","sortNo":0,"customerUserId":0,"id":199},{"parentId":183,"name":"彩妆护肤","sortNo":0,"customerUserId":0,"id":200},{"parentId":183,"name":"精品饰品","sortNo":0,"customerUserId":0,"id":201},{"parentId":183,"name":"男装","sortNo":0,"customerUserId":0,"id":202},{"parentId":183,"name":"女装","sortNo":0,"customerUserId":0,"id":203},{"parentId":183,"name":"皮鞋皮具","sortNo":0,"customerUserId":0,"id":204},{"parentId":183,"name":"时尚综合","sortNo":0,"customerUserId":0,"id":205},{"parentId":183,"name":"童装童玩","sortNo":0,"customerUserId":0,"id":206},{"parentId":197,"name":"主力店","sortNo":0,"customerUserId":0,"id":209},{"parentId":197,"name":"生活服务","sortNo":0,"customerUserId":0,"id":210},{"parentId":197,"name":"美容美发","sortNo":0,"customerUserId":0,"id":211},{"parentId":197,"name":"儿童娱乐","sortNo":0,"customerUserId":0,"id":212},{"parentId":197,"name":"库房","sortNo":0,"customerUserId":0,"id":215},{"parentId":0,"name":"3F","sortNo":0,"customerUserId":0,"id":228},{"parentId":0,"name":"2F","sortNo":0,"customerUserId":0,"id":229},{"parentId":0,"name":"1F","sortNo":0,"customerUserId":0,"id":230},{"parentId":0,"name":"-1F","sortNo":0,"customerUserId":0,"id":231},{"parentId":0,"name":"精苯168装卸点","sortNo":0,"customerUserId":0,"id":232},{"parentId":0,"name":"焦产品","sortNo":0,"customerUserId":0,"id":233},{"parentId":0,"name":"干熄焦","sortNo":0,"customerUserId":0,"id":234},{"parentId":0,"name":"装车区","sortNo":0,"customerUserId":0,"id":240},{"parentId":0,"name":"停车位","sortNo":0,"customerUserId":0,"id":241},{"parentId":0,"name":"地磅","sortNo":0,"customerUserId":0,"id":242},{"parentId":0,"name":"生活设施","sortNo":0,"customerUserId":0,"id":243},{"parentId":0,"name":"厂房设施","sortNo":0,"customerUserId":0,"id":244},{"parentId":0,"name":"展教区","sortNo":0,"customerUserId":0,"id":245},{"parentId":0,"name":"公共服务区","sortNo":0,"customerUserId":0,"id":246},{"parentId":0,"name":"商业配套区","sortNo":0,"customerUserId":0,"id":247},{"parentId":0,"name":"基础设施","sortNo":0,"customerUserId":0,"id":248},{"parentId":0,"name":"展览区","sortNo":0,"customerUserId":0,"id":249},{"parentId":0,"name":"教育区","sortNo":0,"customerUserId":0,"id":250},{"parentId":0,"name":"接待服务","sortNo":0,"customerUserId":0,"id":251},{"parentId":0,"name":"便民设施","sortNo":0,"customerUserId":0,"id":252},{"parentId":0,"name":"文创区","sortNo":0,"customerUserId":0,"id":253},{"parentId":0,"name":"餐饮区","sortNo":0,"customerUserId":0,"id":254},{"parentId":0,"name":"交通设施","sortNo":0,"customerUserId":0,"id":255},{"parentId":0,"name":"出入口管理","sortNo":0,"customerUserId":0,"id":256},{"parentId":0,"name":"武器","sortNo":0,"customerUserId":0,"id":258},{"parentId":0,"name":"陶器","sortNo":0,"customerUserId":0,"id":259},{"parentId":0,"name":"玉石器","sortNo":0,"customerUserId":0,"id":260},{"parentId":0,"name":"宝石","sortNo":0,"customerUserId":0,"id":261},{"parentId":0,"name":"金银器","sortNo":0,"customerUserId":0,"id":262},{"parentId":0,"name":"石器","sortNo":0,"customerUserId":0,"id":263},{"parentId":0,"name":"玺印符牌","sortNo":0,"customerUserId":0,"id":264},{"parentId":0,"name":"竹木雕","sortNo":0,"customerUserId":0,"id":265},{"parentId":0,"name":"石刻","sortNo":0,"customerUserId":0,"id":266},{"parentId":0,"name":"档案文书","sortNo":0,"customerUserId":0,"id":267},{"parentId":0,"name":"名人遗物","sortNo":0,"customerUserId":0,"id":268},{"parentId":0,"name":"宣传品","sortNo":0,"customerUserId":0,"id":269},{"parentId":0,"name":"化石","sortNo":0,"customerUserId":0,"id":270},{"parentId":0,"name":"模型","sortNo":0,"customerUserId":0,"id":271},{"parentId":0,"name":"铜器","sortNo":0,"customerUserId":0,"id":272},{"parentId":0,"name":"其他","sortNo":0,"customerUserId":0,"id":273},{"parentId":0,"name":"复制品","sortNo":0,"customerUserId":0,"id":274},{"parentId":0,"name":"摄像头","sortNo":0,"customerUserId":0,"id":327},{"parentId":0,"name":"烟感器","sortNo":0,"customerUserId":0,"id":328},{"parentId":0,"name":"温湿度感应器","sortNo":0,"customerUserId":0,"id":329},{"parentId":0,"name":"立式空调","sortNo":0,"customerUserId":0,"id":330},{"parentId":0,"name":"除湿机","sortNo":0,"customerUserId":0,"id":331},{"parentId":0,"name":"冷库","sortNo":0,"customerUserId":0,"id":182},{"parentId":0,"name":"零售","sortNo":0,"customerUserId":0,"id":183},{"parentId":192,"name":"测试子分类","sortNo":4,"customerUserId":0,"id":189},{"parentId":0,"name":"登机口","sortNo":4,"customerUserId":0,"id":175},{"parentId":0,"name":"候机厅","sortNo":5,"customerUserId":0,"id":174},{"parentId":0,"name":"商业","sortNo":5,"customerUserId":0,"id":257},{"parentId":0,"name":"安检口","sortNo":6,"customerUserId":0,"id":176},{"parentId":0,"name":"调理品","sortNo":6,"customerUserId":0,"id":227},{"parentId":0,"name":"禽类","sortNo":7,"customerUserId":0,"id":226},{"parentId":0,"name":"值机口","sortNo":7,"customerUserId":0,"id":173},{"parentId":0,"name":"行李寄存口","sortNo":8,"customerUserId":0,"id":172},{"parentId":0,"name":"水产类","sortNo":8,"customerUserId":0,"id":225},{"parentId":0,"name":"售票厅","sortNo":9,"customerUserId":0,"id":171},{"parentId":0,"name":"牛羊类","sortNo":9,"customerUserId":0,"id":178},{"parentId":0,"name":"猪肉类","sortNo":10,"customerUserId":0,"id":180},{"parentId":0,"name":"机场出入口","sortNo":10,"customerUserId":0,"id":170}],"message":null}
\ No newline at end of file
diff --git a/public/api.vgomap.com/api/Map/BaseInfo/1977947221534052352 b/public/api.vgomap.com/api/Map/BaseInfo/1977947221534052352
new file mode 100644
index 0000000..9d1e4ed
--- /dev/null
+++ b/public/api.vgomap.com/api/Map/BaseInfo/1977947221534052352
@@ -0,0 +1 @@
+{"code":200,"data":{"id":"1977947221534052352","name":"安徽省滁州市南谯区大柳镇北园桥","themeId":1,"cover":"","industry":"园区","center":[118.08292026198603,32.42616151903459],"address":"大柳镇","remark":"安徽省滁州市南谯区大柳镇北园桥","creationTime":"2025-10-14T11:59:00.7533897","templateId":"d6aee0aa-0c20-4ded-2cf3-08ddcf3ee146","needLogin":true,"other":"{\"theme\":\"\"}","version":null,"tenantId":"1977945000528449536"},"message":null}
\ No newline at end of file
diff --git a/public/api.vgomap.com/api/Map/Data/1977947221534052352 b/public/api.vgomap.com/api/Map/Data/1977947221534052352
new file mode 100644
index 0000000..b338079
--- /dev/null
+++ b/public/api.vgomap.com/api/Map/Data/1977947221534052352
@@ -0,0 +1 @@
+{"code":200,"data":{"id":"1977947221534052352","mapData":"{\"beaconData\":[],\"bgi\":{\"url\":\"\",\"opacity\":1,\"rotation\":0,\"scale\":1,\"show\":false,\"position\":{\"x\":0,\"y\":0,\"z\":0}},\"build\":[],\"center\":[118.08292026198603,32.42616151903459],\"fenceData\":[],\"modelData\":[{\"position\":{\"x\":1245.896,\"y\":407.076,\"z\":0},\"rotation\":{\"isEuler\":true,\"_x\":0,\"_y\":0,\"_z\":0.001,\"_order\":\"XYZ\"},\"scale\":{\"x\":1.326,\"y\":1.326,\"z\":1.326},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/1015d0e7-77c3-4a05-81ed-ab305946da0b.glb\",\"id\":\"mgsubyck9e\"},{\"position\":{\"x\":1674.331,\"y\":741.446,\"z\":33.851},\"rotation\":{\"isEuler\":true,\"_x\":2.991,\"_y\":-0.297,\"_z\":-1.749,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgsvtinftb8\",\"name\":\"摄像头1\"},{\"position\":{\"x\":1657.209,\"y\":687.809,\"z\":33.711},\"rotation\":{\"isEuler\":true,\"_x\":3.101,\"_y\":-0.33,\"_z\":-1.396,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgszmokcdaf\",\"name\":\"摄像头2\"},{\"position\":{\"x\":1509.403,\"y\":386.469,\"z\":33.645},\"rotation\":{\"isEuler\":true,\"_x\":-2.867,\"_y\":0.189,\"_z\":0.887,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgszpmol4lh\",\"name\":\"摄像头7\"},{\"position\":{\"x\":1508.942,\"y\":382.81,\"z\":34.075},\"rotation\":{\"isEuler\":true,\"_x\":2.945,\"_y\":0.27,\"_z\":2.511,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgszqhn1a38\",\"name\":\"摄像头6\"},{\"position\":{\"x\":1634.446,\"y\":603.14,\"z\":34.972},\"rotation\":{\"isEuler\":true,\"_x\":-3.044,\"_y\":0.149,\"_z\":1.572,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgszsfs0hf\",\"name\":\"摄像头3\"},{\"position\":{\"x\":1592.227,\"y\":311.108,\"z\":34.618},\"rotation\":{\"isEuler\":true,\"_x\":-3.1,\"_y\":-0.33,\"_z\":-1.144,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgszw7g05f8\",\"name\":\"摄像头5\"},{\"position\":{\"x\":1593.831,\"y\":307.655,\"z\":34.412},\"rotation\":{\"isEuler\":true,\"_x\":1.789,\"_y\":1.21,\"_z\":-0.664,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgszwlog5l8\",\"name\":\"摄像头4\"},{\"position\":{\"x\":1554.442,\"y\":263.818,\"z\":34.218},\"rotation\":{\"isEuler\":true,\"_x\":2.999,\"_y\":0.301,\"_z\":2.32,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgt02hqbk2d\",\"name\":\"摄像头8\"},{\"position\":{\"x\":1312.177,\"y\":244.549,\"z\":34.068},\"rotation\":{\"isEuler\":true,\"_x\":-2.997,\"_y\":-0.3,\"_z\":-0.812,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgt04b1g1if\",\"name\":\"摄像头11\"},{\"position\":{\"x\":1327.296,\"y\":73.873,\"z\":34.505},\"rotation\":{\"isEuler\":true,\"_x\":-1.52,\"_y\":-0.131,\"_z\":2.875,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt07jp0o1d\",\"name\":\"摄像头9\"},{\"position\":{\"x\":1321.35,\"y\":72.986,\"z\":34.151},\"rotation\":{\"isEuler\":true,\"_x\":1.569,\"_y\":0.116,\"_z\":-0.34,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt0827g58\",\"name\":\"摄像头10\"},{\"position\":{\"x\":1133.229,\"y\":75.386,\"z\":34.068},\"rotation\":{\"isEuler\":true,\"_x\":-2.872,\"_y\":0.197,\"_z\":0.917,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgt0mq9i88\",\"name\":\"摄像头14\"},{\"position\":{\"x\":1128.495,\"y\":27.422,\"z\":34.505},\"rotation\":{\"isEuler\":true,\"_x\":-1.519,\"_y\":-0.257,\"_z\":2.881,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt0w3wzqim\",\"name\":\"摄像头12\"},{\"position\":{\"x\":1122.923,\"y\":25.759,\"z\":34.151},\"rotation\":{\"isEuler\":true,\"_x\":1.569,\"_y\":0.276,\"_z\":-0.34,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt0wq7uzcl\",\"name\":\"摄像头13\"},{\"position\":{\"x\":922.501,\"y\":8.809,\"z\":34.151},\"rotation\":{\"isEuler\":true,\"_x\":1.569,\"_y\":0.063,\"_z\":-0.34,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt139fkuhm\",\"name\":\"摄像头16\"},{\"position\":{\"x\":927.85,\"y\":9.115,\"z\":34.505},\"rotation\":{\"isEuler\":true,\"_x\":-1.52,\"_y\":-0.064,\"_z\":2.871,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt13v9oay\",\"name\":\"摄像头15\"},{\"position\":{\"x\":965.444,\"y\":46.563,\"z\":34.505},\"rotation\":{\"isEuler\":true,\"_x\":1.443,\"_y\":-1.167,\"_z\":-0.392,\"_order\":\"XYZ\"},\"scale\":{\"x\":4.842,\"y\":4.842,\"z\":4.842},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/ae69aafb-b810-45c3-ba31-2a74d29cc8d5.glb\",\"id\":\"mgt16aykprp\",\"name\":\"摄像头17\"},{\"position\":{\"x\":963.929,\"y\":42.938,\"z\":34.068},\"rotation\":{\"isEuler\":true,\"_x\":2.916,\"_y\":-0.245,\"_z\":-2.028,\"_order\":\"XYZ\"},\"scale\":{\"x\":6.311,\"y\":6.311,\"z\":6.311},\"url\":\"vgo-1258766855.cos.ap-nanjing.myqcloud.com/saas/general/6856849d-5109-4282-9447-a4d289ce6008.glb\",\"id\":\"mgt1786ux9\",\"name\":\"摄像头18\"}],\"name\":\"安徽省滁州市南谯区大柳镇北园桥\",\"path\":[{\"id\":0,\"ids\":{\"126\":1},\"floorId\":\"1\",\"x\":834.584,\"y\":14.208},{\"id\":1,\"ids\":{\"62\":1,\"120\":1},\"floorId\":\"1\",\"x\":1102.683,\"y\":25.22},{\"id\":2,\"ids\":{\"3\":1,\"63\":1},\"floorId\":\"1\",\"x\":1237.748,\"y\":65.336},{\"id\":3,\"ids\":{\"2\":1,\"66\":1,\"115\":1},\"floorId\":\"1\",\"x\":1318.18,\"y\":81.258},{\"id\":4,\"ids\":{\"5\":1,\"65\":1},\"floorId\":\"1\",\"x\":1386.764,\"y\":89.21},{\"id\":5,\"ids\":{\"4\":1,\"6\":1},\"floorId\":\"1\",\"x\":1407.296,\"y\":97.196},{\"id\":6,\"ids\":{\"5\":1,\"7\":1},\"floorId\":\"1\",\"x\":1424.698,\"y\":110.861},{\"id\":7,\"ids\":{\"6\":1,\"8\":1},\"floorId\":\"1\",\"x\":1452.739,\"y\":140.874},{\"id\":8,\"ids\":{\"7\":1,\"9\":1},\"floorId\":\"1\",\"x\":1469.698,\"y\":154.463},{\"id\":9,\"ids\":{\"8\":1,\"10\":1},\"floorId\":\"1\",\"x\":1502.212,\"y\":177.016},{\"id\":10,\"ids\":{\"9\":1,\"11\":1},\"floorId\":\"1\",\"x\":1518.4,\"y\":197.784},{\"id\":11,\"ids\":{\"10\":1,\"12\":1,\"68\":1},\"floorId\":\"1\",\"x\":1536.817,\"y\":234.923},{\"id\":12,\"ids\":{\"11\":1,\"109\":1},\"floorId\":\"1\",\"x\":1553.514,\"y\":258.063},{\"id\":13,\"ids\":{\"108\":1,\"111\":1},\"floorId\":\"1\",\"x\":1575.737,\"y\":283.245},{\"id\":14,\"ids\":{\"69\":1,\"71\":1,\"106\":1},\"floorId\":\"1\",\"x\":1591.63,\"y\":316.186},{\"id\":15,\"ids\":{\"16\":1,\"69\":1},\"floorId\":\"1\",\"x\":1632.498,\"y\":386.138},{\"id\":16,\"ids\":{\"15\":1,\"17\":1},\"floorId\":\"1\",\"x\":1643.465,\"y\":412.814},{\"id\":17,\"ids\":{\"16\":1,\"18\":1},\"floorId\":\"1\",\"x\":1652.928,\"y\":459.028},{\"id\":18,\"ids\":{\"17\":1,\"19\":1},\"floorId\":\"1\",\"x\":1653.606,\"y\":485.182},{\"id\":19,\"ids\":{\"18\":1,\"74\":1},\"floorId\":\"1\",\"x\":1638.858,\"y\":536.386},{\"id\":20,\"ids\":{\"21\":1,\"76\":1,\"103\":1},\"floorId\":\"1\",\"x\":1639.193,\"y\":651.803},{\"id\":21,\"ids\":{\"20\":1,\"22\":1,\"102\":1},\"floorId\":\"1\",\"x\":1652.653,\"y\":689.409},{\"id\":22,\"ids\":{\"21\":1,\"77\":1,\"101\":1},\"floorId\":\"1\",\"x\":1666.384,\"y\":735.562},{\"id\":23,\"ids\":{\"24\":1,\"101\":1},\"floorId\":\"1\",\"x\":1667.609,\"y\":822.424},{\"id\":24,\"ids\":{\"23\":1,\"25\":1,\"91\":1},\"floorId\":\"1\",\"x\":1665.529,\"y\":827.369},{\"id\":25,\"ids\":{\"24\":1,\"26\":1},\"floorId\":\"1\",\"x\":1658.601,\"y\":830.376},{\"id\":26,\"ids\":{\"25\":1,\"27\":1},\"floorId\":\"1\",\"x\":1637.196,\"y\":831.069},{\"id\":27,\"ids\":{\"26\":1,\"28\":1},\"floorId\":\"1\",\"x\":1588.473,\"y\":818.995},{\"id\":28,\"ids\":{\"27\":1,\"29\":1,\"31\":1,\"89\":1},\"floorId\":\"1\",\"x\":1517.338,\"y\":792.216},{\"id\":29,\"ids\":{\"28\":1,\"30\":1},\"floorId\":\"1\",\"x\":1494.308,\"y\":856.231},{\"id\":30,\"ids\":{\"29\":1},\"floorId\":\"1\",\"x\":1497.029,\"y\":881.965},{\"id\":31,\"ids\":{\"28\":1,\"32\":1,\"89\":1},\"floorId\":\"1\",\"x\":1509.522,\"y\":788.858},{\"id\":32,\"ids\":{\"31\":1,\"33\":1},\"floorId\":\"1\",\"x\":1500.787,\"y\":788.158},{\"id\":33,\"ids\":{\"32\":1,\"90\":1},\"floorId\":\"1\",\"x\":1497.799,\"y\":786.816},{\"id\":34,\"ids\":{\"35\":1,\"90\":1},\"floorId\":\"1\",\"x\":1496.169,\"y\":780.417},{\"id\":35,\"ids\":{\"34\":1,\"36\":1},\"floorId\":\"1\",\"x\":1509.423,\"y\":690.022},{\"id\":36,\"ids\":{\"35\":1,\"37\":1},\"floorId\":\"1\",\"x\":1519.915,\"y\":650.006},{\"id\":37,\"ids\":{\"36\":1,\"38\":1},\"floorId\":\"1\",\"x\":1536.27,\"y\":613.877},{\"id\":38,\"ids\":{\"37\":1,\"39\":1},\"floorId\":\"1\",\"x\":1552.131,\"y\":583.552},{\"id\":39,\"ids\":{\"38\":1,\"40\":1},\"floorId\":\"1\",\"x\":1558.598,\"y\":564.727},{\"id\":40,\"ids\":{\"39\":1,\"41\":1},\"floorId\":\"1\",\"x\":1559.009,\"y\":550.204},{\"id\":41,\"ids\":{\"40\":1,\"42\":1},\"floorId\":\"1\",\"x\":1556.45,\"y\":543.342},{\"id\":42,\"ids\":{\"41\":1,\"43\":1},\"floorId\":\"1\",\"x\":1551.001,\"y\":535.409},{\"id\":43,\"ids\":{\"42\":1,\"44\":1},\"floorId\":\"1\",\"x\":1479.863,\"y\":485.032},{\"id\":44,\"ids\":{\"43\":1,\"45\":1},\"floorId\":\"1\",\"x\":1440.941,\"y\":451.857},{\"id\":45,\"ids\":{\"44\":1,\"46\":1},\"floorId\":\"1\",\"x\":1417.445,\"y\":426.203},{\"id\":46,\"ids\":{\"45\":1,\"47\":1},\"floorId\":\"1\",\"x\":1381.651,\"y\":373.367},{\"id\":47,\"ids\":{\"46\":1,\"48\":1},\"floorId\":\"1\",\"x\":1368.036,\"y\":355.514},{\"id\":48,\"ids\":{\"47\":1,\"49\":1},\"floorId\":\"1\",\"x\":1358.52,\"y\":347.49},{\"id\":49,\"ids\":{\"48\":1,\"50\":1},\"floorId\":\"1\",\"x\":1345.735,\"y\":341.664},{\"id\":50,\"ids\":{\"49\":1,\"51\":1},\"floorId\":\"1\",\"x\":1329.981,\"y\":337.051},{\"id\":51,\"ids\":{\"50\":1,\"52\":1},\"floorId\":\"1\",\"x\":1245.206,\"y\":310.523},{\"id\":52,\"ids\":{\"51\":1,\"53\":1},\"floorId\":\"1\",\"x\":1232.468,\"y\":303.206},{\"id\":53,\"ids\":{\"52\":1,\"54\":1},\"floorId\":\"1\",\"x\":1221.028,\"y\":294.263},{\"id\":54,\"ids\":{\"53\":1,\"55\":1},\"floorId\":\"1\",\"x\":1201.033,\"y\":282.256},{\"id\":55,\"ids\":{\"54\":1,\"56\":1},\"floorId\":\"1\",\"x\":1164.805,\"y\":262.291},{\"id\":56,\"ids\":{\"55\":1,\"57\":1},\"floorId\":\"1\",\"x\":1157.036,\"y\":256.146},{\"id\":57,\"ids\":{\"56\":1,\"58\":1},\"floorId\":\"1\",\"x\":1104.77,\"y\":174.786},{\"id\":58,\"ids\":{\"57\":1,\"59\":1},\"floorId\":\"1\",\"x\":1072.042,\"y\":122.807},{\"id\":59,\"ids\":{\"58\":1,\"60\":1},\"floorId\":\"1\",\"x\":1034.875,\"y\":87.648},{\"id\":60,\"ids\":{\"59\":1,\"129\":1},\"floorId\":\"1\",\"x\":987.338,\"y\":49.734},{\"id\":61,\"ids\":{\"62\":1,\"124\":1,\"127\":1},\"floorId\":\"1\",\"x\":930.147,\"y\":20.702},{\"id\":62,\"ids\":{\"1\":1,\"61\":1,\"94\":1},\"floorId\":\"1\",\"x\":995.406,\"y\":25.41},{\"id\":63,\"ids\":{\"2\":1,\"116\":1,\"118\":1},\"floorId\":\"1\",\"x\":1154.416,\"y\":42.528},{\"id\":64,\"ids\":{\"116\":1},\"floorId\":\"1\",\"x\":1130.01,\"y\":89.972},{\"id\":65,\"ids\":{\"4\":1,\"112\":1},\"floorId\":\"1\",\"x\":1356.82,\"y\":83.393},{\"id\":66,\"ids\":{\"3\":1,\"133\":1},\"floorId\":\"1\",\"x\":1313.503,\"y\":98.212},{\"id\":67,\"ids\":{\"133\":1},\"floorId\":\"1\",\"x\":1253.132,\"y\":222.601},{\"id\":68,\"ids\":{\"11\":1},\"floorId\":\"1\",\"x\":1521.916,\"y\":247.404},{\"id\":69,\"ids\":{\"14\":1,\"15\":1,\"70\":1},\"floorId\":\"1\",\"x\":1601.011,\"y\":332.243},{\"id\":70,\"ids\":{\"69\":1},\"floorId\":\"1\",\"x\":1587.776,\"y\":341.547},{\"id\":71,\"ids\":{\"14\":1,\"72\":1},\"floorId\":\"1\",\"x\":1540.62,\"y\":347.744},{\"id\":72,\"ids\":{\"71\":1,\"136\":1},\"floorId\":\"1\",\"x\":1534.876,\"y\":354.434},{\"id\":73,\"ids\":{\"134\":1},\"floorId\":\"1\",\"x\":1505.141,\"y\":400.364},{\"id\":74,\"ids\":{\"19\":1,\"75\":1,\"103\":1},\"floorId\":\"1\",\"x\":1638.197,\"y\":582.47},{\"id\":75,\"ids\":{\"74\":1},\"floorId\":\"1\",\"x\":1622.224,\"y\":582.241},{\"id\":76,\"ids\":{\"20\":1},\"floorId\":\"1\",\"x\":1617.308,\"y\":661.292},{\"id\":77,\"ids\":{\"22\":1,\"78\":1},\"floorId\":\"1\",\"x\":1654.898,\"y\":733.329},{\"id\":78,\"ids\":{\"77\":1,\"79\":1},\"floorId\":\"1\",\"x\":1638.405,\"y\":728.663},{\"id\":79,\"ids\":{\"78\":1,\"80\":1},\"floorId\":\"1\",\"x\":1623.567,\"y\":726.644},{\"id\":80,\"ids\":{\"79\":1,\"81\":1},\"floorId\":\"1\",\"x\":1609.97,\"y\":727.41},{\"id\":81,\"ids\":{\"80\":1,\"82\":1},\"floorId\":\"1\",\"x\":1603.604,\"y\":730.111},{\"id\":82,\"ids\":{\"81\":1,\"83\":1},\"floorId\":\"1\",\"x\":1591.122,\"y\":739.223},{\"id\":83,\"ids\":{\"82\":1,\"84\":1},\"floorId\":\"1\",\"x\":1582.463,\"y\":747.271},{\"id\":84,\"ids\":{\"83\":1,\"85\":1},\"floorId\":\"1\",\"x\":1574.602,\"y\":761.238},{\"id\":85,\"ids\":{\"84\":1,\"86\":1},\"floorId\":\"1\",\"x\":1568.795,\"y\":773.673},{\"id\":86,\"ids\":{\"85\":1,\"87\":1},\"floorId\":\"1\",\"x\":1561.744,\"y\":778.697},{\"id\":87,\"ids\":{\"86\":1,\"88\":1},\"floorId\":\"1\",\"x\":1553.193,\"y\":780.416},{\"id\":88,\"ids\":{\"87\":1,\"89\":1},\"floorId\":\"1\",\"x\":1536.087,\"y\":783.367},{\"id\":89,\"ids\":{\"28\":1,\"31\":1,\"88\":1},\"floorId\":\"1\",\"x\":1519.466,\"y\":786.803},{\"id\":90,\"ids\":{\"33\":1,\"34\":1},\"floorId\":\"1\",\"x\":1496.19,\"y\":783.609},{\"id\":91,\"ids\":{\"24\":1,\"92\":1},\"floorId\":\"1\",\"x\":1682.642,\"y\":850.605},{\"id\":92,\"ids\":{\"91\":1,\"93\":1},\"floorId\":\"1\",\"x\":1684.825,\"y\":857.06},{\"id\":93,\"ids\":{\"92\":1},\"floorId\":\"1\",\"x\":1687.112,\"y\":882.135},{\"id\":94,\"ids\":{\"62\":1,\"95\":1},\"floorId\":\"1\",\"x\":1018.175,\"y\":18.262},{\"id\":95,\"ids\":{\"94\":1,\"96\":1},\"floorId\":\"1\",\"x\":1045.864,\"y\":14.105},{\"id\":96,\"ids\":{\"95\":1,\"97\":1},\"floorId\":\"1\",\"x\":1102.307,\"y\":-2.526},{\"id\":97,\"ids\":{\"96\":1,\"98\":1},\"floorId\":\"1\",\"x\":1187.345,\"y\":-13.969},{\"id\":98,\"ids\":{\"97\":1,\"99\":1},\"floorId\":\"1\",\"x\":1311.83,\"y\":-16.21},{\"id\":99,\"ids\":{\"98\":1},\"floorId\":\"1\",\"x\":1312.117,\"y\":-43.14},{\"id\":100,\"ids\":{\"101\":1},\"floorId\":\"1\",\"x\":1674.748,\"y\":741.537},{\"id\":101,\"ids\":{\"22\":1,\"23\":1,\"100\":1},\"floorId\":\"1\",\"x\":1666.466,\"y\":741.367},{\"id\":102,\"ids\":{\"21\":1},\"floorId\":\"1\",\"x\":1657.608,\"y\":687.935},{\"id\":103,\"ids\":{\"20\":1,\"74\":1,\"104\":1},\"floorId\":\"1\",\"x\":1638.496,\"y\":603.297},{\"id\":104,\"ids\":{\"103\":1},\"floorId\":\"1\",\"x\":1633.89,\"y\":603.363},{\"id\":105,\"ids\":{\"106\":1},\"floorId\":\"1\",\"x\":1592.79,\"y\":311.055},{\"id\":106,\"ids\":{\"14\":1,\"105\":1,\"108\":1},\"floorId\":\"1\",\"x\":1589.97,\"y\":312.745},{\"id\":107,\"ids\":{\"108\":1},\"floorId\":\"1\",\"x\":1593.868,\"y\":307.775},{\"id\":108,\"ids\":{\"13\":1,\"106\":1,\"107\":1},\"floorId\":\"1\",\"x\":1588.943,\"y\":310.618},{\"id\":109,\"ids\":{\"12\":1,\"111\":1},\"floorId\":\"1\",\"x\":1556.544,\"y\":261.496},{\"id\":110,\"ids\":{\"111\":1},\"floorId\":\"1\",\"x\":1554.268,\"y\":264.272},{\"id\":111,\"ids\":{\"13\":1,\"109\":1,\"110\":1},\"floorId\":\"1\",\"x\":1556.707,\"y\":261.681},{\"id\":112,\"ids\":{\"65\":1,\"113\":1,\"115\":1},\"floorId\":\"1\",\"x\":1325.906,\"y\":81.685},{\"id\":113,\"ids\":{\"112\":1},\"floorId\":\"1\",\"x\":1327.135,\"y\":73.948},{\"id\":114,\"ids\":{\"115\":1},\"floorId\":\"1\",\"x\":1321.422,\"y\":73.234},{\"id\":115,\"ids\":{\"3\":1,\"112\":1,\"114\":1},\"floorId\":\"1\",\"x\":1319.763,\"y\":81.345},{\"id\":116,\"ids\":{\"63\":1,\"64\":1,\"117\":1},\"floorId\":\"1\",\"x\":1136.216,\"y\":77.908},{\"id\":117,\"ids\":{\"116\":1},\"floorId\":\"1\",\"x\":1132.799,\"y\":75.029},{\"id\":118,\"ids\":{\"63\":1,\"119\":1,\"120\":1},\"floorId\":\"1\",\"x\":1127.121,\"y\":33.396},{\"id\":119,\"ids\":{\"118\":1},\"floorId\":\"1\",\"x\":1128.503,\"y\":27.615},{\"id\":120,\"ids\":{\"1\":1,\"118\":1,\"122\":1},\"floorId\":\"1\",\"x\":1121.349,\"y\":31.465},{\"id\":121,\"ids\":{\"122\":1},\"floorId\":\"1\",\"x\":1123.153,\"y\":26.073},{\"id\":122,\"ids\":{\"120\":1,\"121\":1},\"floorId\":\"1\",\"x\":1122.194,\"y\":28.941},{\"id\":123,\"ids\":{\"124\":1},\"floorId\":\"1\",\"x\":927.8,\"y\":9.122},{\"id\":124,\"ids\":{\"61\":1,\"123\":1,\"126\":1},\"floorId\":\"1\",\"x\":927.04,\"y\":20.491},{\"id\":125,\"ids\":{\"126\":1},\"floorId\":\"1\",\"x\":922.282,\"y\":8.835},{\"id\":126,\"ids\":{\"0\":1,\"124\":1,\"125\":1},\"floorId\":\"1\",\"x\":922.086,\"y\":20.154},{\"id\":127,\"ids\":{\"61\":1,\"128\":1,\"129\":1},\"floorId\":\"1\",\"x\":966.226,\"y\":39.017},{\"id\":128,\"ids\":{\"127\":1},\"floorId\":\"1\",\"x\":964.155,\"y\":43.096},{\"id\":129,\"ids\":{\"60\":1,\"127\":1,\"130\":1},\"floorId\":\"1\",\"x\":970.721,\"y\":41.298},{\"id\":130,\"ids\":{\"129\":1,\"131\":1},\"floorId\":\"1\",\"x\":967.458,\"y\":47.726},{\"id\":131,\"ids\":{\"130\":1},\"floorId\":\"1\",\"x\":965.45,\"y\":46.707},{\"id\":132,\"ids\":{\"133\":1},\"floorId\":\"1\",\"x\":1312.873,\"y\":244.007},{\"id\":133,\"ids\":{\"66\":1,\"67\":1,\"132\":1},\"floorId\":\"1\",\"x\":1256.049,\"y\":216.591},{\"id\":134,\"ids\":{\"73\":1,\"135\":1,\"136\":1},\"floorId\":\"1\",\"x\":1512.707,\"y\":388.678},{\"id\":135,\"ids\":{\"134\":1},\"floorId\":\"1\",\"x\":1508.804,\"y\":386.151},{\"id\":136,\"ids\":{\"72\":1,\"134\":1,\"137\":1},\"floorId\":\"1\",\"x\":1513.91,\"y\":386.819},{\"id\":137,\"ids\":{\"136\":1},\"floorId\":\"1\",\"x\":1508.592,\"y\":383.377}],\"polygonData\":[{\"id\":\"mgsujyo1sug\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1596.44,\"y\":813.29},{\"x\":1613.208,\"y\":750.052},{\"x\":1658.352,\"y\":762.023},{\"x\":1641.584,\"y\":825.26}],\"center\":{\"x\":1627.396,\"y\":787.656,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsukkcol1t\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1586.786,\"y\":667.954},{\"x\":1616.839,\"y\":655.79},{\"x\":1625.755,\"y\":677.82},{\"x\":1595.702,\"y\":689.984}],\"center\":{\"x\":1606.271,\"y\":672.887,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsuku5s1ur\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1598.91,\"y\":573.869},{\"x\":1624.347,\"y\":573.51},{\"x\":1624.703,\"y\":598.755},{\"x\":1599.267,\"y\":599.114}],\"center\":{\"x\":1611.807,\"y\":586.312,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsul51scba\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1501.421,\"y\":395.74},{\"x\":1555.608,\"y\":432.629},{\"x\":1529.39,\"y\":471.141},{\"x\":1475.203,\"y\":434.253}],\"center\":{\"x\":1515.406,\"y\":433.441,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsuliqh2e\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1583.327,\"y\":332.378},{\"x\":1608.545,\"y\":368.355},{\"x\":1574.157,\"y\":392.458},{\"x\":1548.94,\"y\":356.481}],\"center\":{\"x\":1578.742,\"y\":362.418,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsulyc24mr\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1518.771,\"y\":239.328},{\"x\":1546.53,\"y\":272.574},{\"x\":1514.741,\"y\":299.116},{\"x\":1486.983,\"y\":265.87}],\"center\":{\"x\":1516.756,\"y\":269.222,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsumm7kpi\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1250.15,\"y\":217.677},{\"x\":1308.373,\"y\":244.037},{\"x\":1289.484,\"y\":285.757},{\"x\":1231.262,\"y\":259.396}],\"center\":{\"x\":1269.817,\"y\":251.717,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgsun1z45qb\",\"height\":15,\"color\":\"#c9cccf\",\"points\":[{\"x\":1127.008,\"y\":80.153},{\"x\":1159.764,\"y\":136.73},{\"x\":1119.314,\"y\":160.15},{\"x\":1086.557,\"y\":103.573}],\"center\":{\"x\":1123.161,\"y\":120.151,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\",\"language\":{}},{\"id\":\"mgszgw16wg\",\"height\":37,\"points\":[{\"x\":1675.239,\"y\":743.396},{\"x\":1678.593,\"y\":743.695},{\"x\":1678.914,\"y\":740.08},{\"x\":1675.561,\"y\":739.782}],\"center\":{\"x\":1677.077,\"y\":741.738,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgszlhlgvsr\",\"height\":37,\"points\":[{\"x\":1658.609,\"y\":689.109},{\"x\":1661.929,\"y\":688.565},{\"x\":1661.279,\"y\":685.317},{\"x\":1658.038,\"y\":685.833}],\"center\":{\"x\":1659.964,\"y\":687.213,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgsznqlxmuc\",\"height\":37,\"points\":[{\"x\":1507.623,\"y\":387.077},{\"x\":1509.397,\"y\":384.611},{\"x\":1509.397,\"y\":384.611},{\"x\":1507.236,\"y\":382.902},{\"x\":1505.408,\"y\":385.336},{\"x\":1505.408,\"y\":385.336}],\"center\":{\"x\":1507.412,\"y\":384.986,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgszrlrxij\",\"height\":37,\"points\":[{\"x\":1630.319,\"y\":604.883},{\"x\":1633.381,\"y\":604.689},{\"x\":1633.363,\"y\":601.652},{\"x\":1630.201,\"y\":601.843}],\"center\":{\"x\":1631.815,\"y\":603.259,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgszv1np13\",\"height\":37,\"points\":[{\"x\":1594.136,\"y\":312.493},{\"x\":1597.401,\"y\":310.834},{\"x\":1595.797,\"y\":307.544},{\"x\":1595.807,\"y\":307.573},{\"x\":1592.443,\"y\":309.179}],\"center\":{\"x\":1594.938,\"y\":310.018,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt01emwbrd\",\"height\":37,\"points\":[{\"x\":1552.192,\"y\":268.247},{\"x\":1554.834,\"y\":265.774},{\"x\":1552.301,\"y\":263.161},{\"x\":1552.322,\"y\":263.184},{\"x\":1549.643,\"y\":265.546}],\"center\":{\"x\":1552.244,\"y\":265.697,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt03ove96c\",\"height\":37,\"points\":[{\"x\":1314.228,\"y\":245.1},{\"x\":1316.87,\"y\":242.626},{\"x\":1314.337,\"y\":240.014},{\"x\":1314.358,\"y\":240.037},{\"x\":1311.679,\"y\":242.399}],\"center\":{\"x\":1314.28,\"y\":242.549,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt0fdob2o\",\"height\":37,\"points\":[{\"x\":1321.881,\"y\":75.244},{\"x\":1326.35,\"y\":75.832},{\"x\":1326.918,\"y\":71.514},{\"x\":1322.449,\"y\":70.926}],\"center\":{\"x\":1324.4,\"y\":73.379,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt0li5wcp7\",\"height\":37,\"points\":[{\"x\":1127.945,\"y\":74.263},{\"x\":1131.174,\"y\":76.49},{\"x\":1133.577,\"y\":73.074},{\"x\":1130.429,\"y\":70.896}],\"center\":{\"x\":1130.776,\"y\":73.687,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt0nyv784d\",\"height\":37,\"points\":[{\"x\":1123.086,\"y\":27.929},{\"x\":1127.41,\"y\":29.154},{\"x\":1127.405,\"y\":29.132},{\"x\":1128.309,\"y\":25.207},{\"x\":1124.207,\"y\":24.048}],\"center\":{\"x\":1125.747,\"y\":26.6,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt11ll2oa8\",\"height\":37,\"points\":[{\"x\":923.162,\"y\":10.911},{\"x\":927.064,\"y\":11.049},{\"x\":927.219,\"y\":7.119},{\"x\":923.368,\"y\":6.909}],\"center\":{\"x\":925.197,\"y\":9.001,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt156l27i\",\"height\":37,\"points\":[{\"x\":964.125,\"y\":45.22},{\"x\":967.581,\"y\":46.713},{\"x\":968.936,\"y\":43.284},{\"x\":968.942,\"y\":43.272},{\"x\":965.536,\"y\":41.696},{\"x\":964.181,\"y\":45.198}],\"center\":{\"x\":966.549,\"y\":44.224,\"z\":0},\"fontSize\":14,\"fontColor\":\"#555\"},{\"id\":\"mgt1gz9s54s\",\"height\":35,\"points\":[{\"x\":1658.509,\"y\":688.456},{\"x\":1658.159,\"y\":686.552},{\"x\":1656.952,\"y\":686.811},{\"x\":1657.328,\"y\":688.778}],\"center\":{\"x\":1657.734,\"y\":687.648,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszmokcdaf\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[102]},{\"id\":\"mgt1ho9dzhn\",\"height\":35,\"points\":[{\"x\":1634.552,\"y\":604.14},{\"x\":1634.502,\"y\":602.12},{\"x\":1633.352,\"y\":602.204},{\"x\":1633.326,\"y\":604.153}],\"center\":{\"x\":1633.937,\"y\":603.165,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszsfs0hf\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[104]},{\"id\":\"mgt1ide82ct\",\"height\":35,\"points\":[{\"x\":1508.84,\"y\":384.164},{\"x\":1509.535,\"y\":383.049},{\"x\":1508.487,\"y\":382.282},{\"x\":1507.793,\"y\":383.417}],\"center\":{\"x\":1508.663,\"y\":383.226,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszqhn1a38\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[137]},{\"id\":\"mgt1n0wylmd\",\"height\":35,\"points\":[{\"x\":1593.618,\"y\":311.065},{\"x\":1593.211,\"y\":309.995},{\"x\":1592.018,\"y\":310.535},{\"x\":1592.427,\"y\":311.714}],\"center\":{\"x\":1592.811,\"y\":310.834,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszw7g05f8\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[105]},{\"id\":\"mgt1nboirj\",\"height\":35,\"points\":[{\"x\":1594.672,\"y\":308.082},{\"x\":1594.264,\"y\":307.012},{\"x\":1593.244,\"y\":307.486},{\"x\":1593.64,\"y\":308.625}],\"center\":{\"x\":1593.952,\"y\":307.806,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszwlog5l8\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[107]},{\"id\":\"mgt1njgpgpt\",\"height\":35,\"points\":[{\"x\":1554.827,\"y\":264.251},{\"x\":1554.194,\"y\":263.429},{\"x\":1554.21,\"y\":263.455},{\"x\":1553.033,\"y\":264.125},{\"x\":1553.854,\"y\":265.178}],\"center\":{\"x\":1553.956,\"y\":264.27,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt02hqbk2d\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[110]},{\"id\":\"mgt1nuwisti\",\"height\":35,\"points\":[{\"x\":1327.845,\"y\":74.263},{\"x\":1328.001,\"y\":73.29},{\"x\":1326.628,\"y\":73.273},{\"x\":1326.514,\"y\":74.452}],\"center\":{\"x\":1327.226,\"y\":73.816,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt07jp0o1d\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[113]},{\"id\":\"mgt1o6aqek\",\"height\":35,\"points\":[{\"x\":1322.092,\"y\":73.52},{\"x\":1322.243,\"y\":72.603},{\"x\":1320.885,\"y\":72.53},{\"x\":1320.799,\"y\":73.402}],\"center\":{\"x\":1321.511,\"y\":73.011,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt0827g58\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[114]},{\"id\":\"mgt1oi96hsf\",\"height\":35,\"points\":[{\"x\":1128.899,\"y\":27.91},{\"x\":1129.143,\"y\":27.043},{\"x\":1127.847,\"y\":26.752},{\"x\":1127.729,\"y\":27.66},{\"x\":1128.899,\"y\":27.908}],\"center\":{\"x\":1128.405,\"y\":27.333,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt0w3wzqim\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[119]},{\"id\":\"mgt1op9e61d\",\"height\":35,\"points\":[{\"x\":1123.467,\"y\":26.44},{\"x\":1123.711,\"y\":25.573},{\"x\":1122.524,\"y\":25.227},{\"x\":1122.251,\"y\":26.054},{\"x\":1123.467,\"y\":26.438}],\"center\":{\"x\":1122.991,\"y\":25.826,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt0wq7uzcl\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[121]},{\"id\":\"mgt1oylmwuf\",\"height\":35,\"points\":[{\"x\":1133.089,\"y\":75.865},{\"x\":1133.366,\"y\":75.077},{\"x\":1132.718,\"y\":74.222},{\"x\":1131.881,\"y\":75.191}],\"center\":{\"x\":1132.712,\"y\":75.082,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt0mq9i88\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[117]},{\"id\":\"mgt23x50hxh\",\"height\":35,\"points\":[{\"x\":1313.488,\"y\":244.163},{\"x\":1312.767,\"y\":243.283},{\"x\":1311.859,\"y\":244.231},{\"x\":1312.498,\"y\":245.078}],\"center\":{\"x\":1312.661,\"y\":244.185,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt04b1g1if\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[132]},{\"id\":\"mgt24f8cat\",\"height\":35,\"points\":[{\"x\":928.193,\"y\":9.55},{\"x\":928.437,\"y\":8.683},{\"x\":927.141,\"y\":8.392},{\"x\":927.023,\"y\":9.3},{\"x\":928.193,\"y\":9.548}],\"center\":{\"x\":927.698,\"y\":8.972,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt13v9oay\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[123]},{\"id\":\"mgt24gkj4on\",\"height\":35,\"points\":[{\"x\":923.075,\"y\":9.416},{\"x\":923.319,\"y\":8.549},{\"x\":922.023,\"y\":8.258},{\"x\":921.905,\"y\":9.166},{\"x\":923.075,\"y\":9.414}],\"center\":{\"x\":922.581,\"y\":8.839,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt139fkuhm\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[125]},{\"id\":\"mgt24kocdw\",\"height\":35,\"points\":[{\"x\":964.915,\"y\":43.704},{\"x\":965.159,\"y\":42.837},{\"x\":963.863,\"y\":42.546},{\"x\":963.745,\"y\":43.454},{\"x\":964.915,\"y\":43.702}],\"center\":{\"x\":964.421,\"y\":43.127,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt1786ux9\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[128]},{\"id\":\"mgt24lo3m4e\",\"height\":35,\"points\":[{\"x\":965.86,\"y\":47.339},{\"x\":966.196,\"y\":45.885},{\"x\":965.355,\"y\":45.516},{\"x\":964.64,\"y\":46.91},{\"x\":965.86,\"y\":47.337}],\"center\":{\"x\":965.493,\"y\":46.451,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgt16aykprp\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[131]},{\"id\":\"mgt2cbv7k2d\",\"height\":35,\"points\":[{\"x\":1509.142,\"y\":387.079},{\"x\":1509.837,\"y\":385.964},{\"x\":1508.789,\"y\":385.197},{\"x\":1508.095,\"y\":386.332}],\"center\":{\"x\":1508.965,\"y\":386.142,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgszpmol4lh\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[135]},{\"id\":\"mgt1aol3kro\",\"height\":35,\"points\":[{\"x\":1675.424,\"y\":742.106},{\"x\":1675.415,\"y\":740.945},{\"x\":1674.282,\"y\":740.829},{\"x\":1674.106,\"y\":742.073}],\"center\":{\"x\":1674.798,\"y\":741.502,\"z\":0},\"fontSize\":14,\"fontColor\":\"#6b9aa9\",\"hidePolygon\":true,\"extrasModelId\":\"mgsvtinftb8\",\"isNavi\":true,\"class\":[327],\"name\":\"\\n\",\"path\":[100]}],\"view\":{\"viewMode\":\"3D\",\"zoom\":17.57,\"center\":[118.096718,32.427984],\"rotation\":-722.5000000000007,\"pitch\":42.4615384615385},\"mapId\":\"1977947221534052352\",\"id\":\"1\",\"options\":{\"layer\":false,\"features\":[],\"isShadow\":false,\"isTile\":false,\"mapBackgroundColor\":null},\"arShowPoints\":[],\"arShowList\":[],\"needLogin\":true}","name":"安徽省滁州市南谯区大柳镇北园桥","theme":null,"cover":"","industry":"园区","address":"大柳镇","remark":"安徽省滁州市南谯区大柳镇北园桥","center":[118.08292026198603,32.42616151903459],"largeMenu":"[]","smallMenu":"[]","title":{"name":null,"logo":null,"showDate":true,"showWeather":false,"weatherArea":null,"isHideTitle":false},"lockScreenTime":0,"lockScreenAd":"{}","option":"{\"toolList\":[],\"timeline\":[],\"ai\":{},\"poiListShowType\":\"grid\",\"speed\":[{\"text\":\"低速\",\"val\":2.5},{\"text\":\"中速\",\"val\":5},{\"text\":\"高速\",\"val\":15}],\"closePoiList\":true,\"closeQrCode\":true}","tenantType":1,"package":{"name":"免费版","buyType":0,"timeLimit":12,"price":0,"originalPrice":0,"introduction":"自由绘制专业室内外地图数据，室内&室外地图多楼层一体化展示和模拟导航，零技能要求即学即用快速上手","details":"自由绘制专业室内外地图数据，室内&室外地图多楼层一体化展示和模拟导航，零技能要求即学即用快速上手
","id":13},"templateId":"d6aee0aa-0c20-4ded-2cf3-08ddcf3ee146","template":{"name":"通用-sdk2.0","tenantType":0,"cover":"","content":"%7B%22isTheme%22%3Afalse%2C%22view%22%3A%22https%3A%2F%2Fwww.wxb3d.com%2Fsaas%2Fsdk-v2-view%2F%23%2F%22%2C%22edit%22%3A%22https%3A%2F%2Fwww.wxb3d.com%2Fsaas%2Fedit-v2%2F%23%2F%22%2C%22fence%22%3A%22%22%7D","id":"d6aee0aa-0c20-4ded-2cf3-08ddcf3ee146"},"needLogin":true,"openWatermark":false,"watermarkText":null,"watermarkTime":null,"other":"{\"theme\":\"\"}"},"message":null}
\ No newline at end of file
diff --git a/public/api.vgomap.com/api/ShortcutNavigation/Tenant/1977945000528449536 b/public/api.vgomap.com/api/ShortcutNavigation/Tenant/1977945000528449536
new file mode 100644
index 0000000..be20a51
--- /dev/null
+++ b/public/api.vgomap.com/api/ShortcutNavigation/Tenant/1977945000528449536
@@ -0,0 +1 @@
+{"code":200,"data":[],"message":null}
\ No newline at end of file
diff --git a/public/fonts/demo_index.html b/public/fonts/demo_index.html
index 335b2f1..efdb7a3 100644
--- a/public/fonts/demo_index.html
+++ b/public/fonts/demo_index.html
@@ -54,6 +54,18 @@
+
+
+ refresh
+ 
+
+
+
+
+ route-line
+ 
+
+
访客
@@ -2382,9 +2394,9 @@
@font-face {
font-family: 'iconfont';
- src: url('iconfont.woff2?t=1756889729585') format('woff2'),
- url('iconfont.woff?t=1756889729585') format('woff'),
- url('iconfont.ttf?t=1756889729585') format('truetype');
+ src: url('iconfont.woff2?t=1760587007493') format('woff2'),
+ url('iconfont.woff?t=1760587007493') format('woff'),
+ url('iconfont.ttf?t=1760587007493') format('truetype');
}
第二步：定义使用 iconfont 的样式
@@ -2410,6 +2422,24 @@
+
+
+ refresh
+
+ .iconrefresh
+
+
+
+
+
+ route-line
+
+ .iconroute-line
+
+
+
@@ -5902,6 +5932,22 @@
+
+
+
+ refresh
+ #iconrefresh
+
+
+
+
+
+ route-line
+ #iconroute-line
+
+
>8&255]+_lut[t>>16&255]+_lut[t>>24&255]+"-"+_lut[255&e]+_lut[e>>8&255]+"-"+_lut[e>>16&15|64]+_lut[e>>24&255]+"-"+_lut[63&i|128]+_lut[i>>8&255]+"-"+_lut[i>>16&255]+_lut[i>>24&255]+_lut[255&r]+_lut[r>>8&255]+_lut[r>>16&255]+_lut[r>>24&255]).toLowerCase()}function clamp$1(t,e,i){return Math.max(e,Math.min(i,t))}function euclideanModulo(t,e){return(t%e+e)%e}function mapLinear(t,e,i,r,n){return r+(t-e)*(n-r)/(i-e)}function inverseLerp(t,e,i){return t!==e?(i-t)/(e-t):0}function lerp(t,e,i){return(1-i)*t+i*e}function damp(t,e,i,r){return lerp(t,e,1-Math.exp(-i*r))}function pingpong(t,e=1){return e-Math.abs(euclideanModulo(t,2*e)-e)}function smoothstep(t,e,i){return t<=e?0:t>=i?1:(t=(t-e)/(i-e))*t*(3-2*t)}function smootherstep(t,e,i){return t<=e?0:t>=i?1:(t=(t-e)/(i-e))*t*t*(t*(6*t-15)+10)}function randInt(t,e){return t+Math.floor(Math.random()*(e-t+1))}function randFloat(t,e){return t+Math.random()*(e-t)}function randFloatSpread(t){return t*(.5-Math.random())}function seededRandom(t){void 0!==t&&(_seed=t);let e=_seed+=1831565813;return e=Math.imul(e^e>>>15,1|e),e^=e+Math.imul(e^e>>>7,61|e),((e^e>>>14)>>>0)/4294967296}function degToRad(t){return t*DEG2RAD$2}function radToDeg(t){return t*RAD2DEG$2}function isPowerOfTwo(t){return!(t&t-1)&&0!==t}function ceilPowerOfTwo(t){return Math.pow(2,Math.ceil(Math.log(t)/Math.LN2))}function floorPowerOfTwo(t){return Math.pow(2,Math.floor(Math.log(t)/Math.LN2))}function setQuaternionFromProperEuler(t,e,i,r,n){const a=Math.cos,s=Math.sin,o=a(i/2),l=s(i/2),c=a((e+r)/2),h=s((e+r)/2),u=a((e-r)/2),d=s((e-r)/2),p=a((r-e)/2),m=s((r-e)/2);switch(n){case"XYX":t.set(o*h,l*u,l*d,o*c);break;case"YZY":t.set(l*d,o*h,l*u,o*c);break;case"ZXZ":t.set(l*u,l*d,o*h,o*c);break;case"XZX":t.set(o*h,l*m,l*p,o*c);break;case"YXY":t.set(l*p,o*h,l*m,o*c);break;case"ZYZ":t.set(l*m,l*p,o*h,o*c);break;default:console.warn("THREE.MathUtils: .setQuaternionFromProperEuler() encountered an unknown order: "+n)}}function denormalize(t,e){switch(e.constructor){case Float32Array:return t;case Uint32Array:return t/4294967295;case Uint16Array:return t/65535;case Uint8Array:return t/255;case Int32Array:return Math.max(t/2147483647,-1);case Int16Array:return Math.max(t/32767,-1);case Int8Array:return Math.max(t/127,-1);default:throw new Error("Invalid component type.")}}function normalize(t,e){switch(e.constructor){case Float32Array:return t;case Uint32Array:return Math.round(4294967295*t);case Uint16Array:return Math.round(65535*t);case Uint8Array:return Math.round(255*t);case Int32Array:return Math.round(2147483647*t);case Int16Array:return Math.round(32767*t);case Int8Array:return Math.round(127*t);default:throw new Error("Invalid component type.")}}const MathUtils={DEG2RAD:DEG2RAD$2,RAD2DEG:RAD2DEG$2,generateUUID,clamp:clamp$1,euclideanModulo,mapLinear,inverseLerp,lerp,damp,pingpong,smoothstep,smootherstep,randInt,randFloat,randFloatSpread,seededRandom,degToRad,radToDeg,isPowerOfTwo,ceilPowerOfTwo,floorPowerOfTwo,setQuaternionFromProperEuler,normalize,denormalize};class Vector2{constructor(t=0,e=0){Vector2.prototype.isVector2=!0,this.x=t,this.y=e}get width(){return this.x}set width(t){this.x=t}get height(){return this.y}set height(t){this.y=t}set(t,e){return this.x=t,this.y=e,this}setScalar(t){return this.x=t,this.y=t,this}setX(t){return this.x=t,this}setY(t){return this.y=t,this}setComponent(t,e){switch(t){case 0:this.x=e;break;case 1:this.y=e;break;default:throw new Error("index is out of range: "+t)}return this}getComponent(t){switch(t){case 0:return this.x;case 1:return this.y;default:throw new Error("index is out of range: "+t)}}clone(){return new this.constructor(this.x,this.y)}copy(t){return this.x=t.x,this.y=t.y,this}add(t){return this.x+=t.x,this.y+=t.y,this}addScalar(t){return this.x+=t,this.y+=t,this}addVectors(t,e){return this.x=t.x+e.x,this.y=t.y+e.y,this}addScaledVector(t,e){return this.x+=t.x*e,this.y+=t.y*e,this}sub(t){return this.x-=t.x,this.y-=t.y,this}subScalar(t){return this.x-=t,this.y-=t,this}subVectors(t,e){return this.x=t.x-e.x,this.y=t.y-e.y,this}multiply(t){return this.x*=t.x,this.y*=t.y,this}multiplyScalar(t){return this.x*=t,this.y*=t,this}divide(t){return this.x/=t.x,this.y/=t.y,this}divideScalar(t){return this.multiplyScalar(1/t)}applyMatrix3(t){const e=this.x,i=this.y,r=t.elements;return this.x=r[0]*e+r[3]*i+r[6],this.y=r[1]*e+r[4]*i+r[7],this}min(t){return this.x=Math.min(this.x,t.x),this.y=Math.min(this.y,t.y),this}max(t){return this.x=Math.max(this.x,t.x),this.y=Math.max(this.y,t.y),this}clamp(t,e){return this.x=Math.max(t.x,Math.min(e.x,this.x)),this.y=Math.max(t.y,Math.min(e.y,this.y)),this}clampScalar(t,e){return this.x=Math.max(t,Math.min(e,this.x)),this.y=Math.max(t,Math.min(e,this.y)),this}clampLength(t,e){const i=this.length();return this.divideScalar(i||1).multiplyScalar(Math.max(t,Math.min(e,i)))}floor(){return this.x=Math.floor(this.x),this.y=Math.floor(this.y),this}ceil(){return this.x=Math.ceil(this.x),this.y=Math.ceil(this.y),this}round(){return this.x=Math.round(this.x),this.y=Math.round(this.y),this}roundToZero(){return this.x=Math.trunc(this.x),this.y=Math.trunc(this.y),this}negate(){return this.x=-this.x,this.y=-this.y,this}dot(t){return this.x*t.x+this.y*t.y}cross(t){return this.x*t.y-this.y*t.x}lengthSq(){return this.x*this.x+this.y*this.y}length(){return Math.sqrt(this.x*this.x+this.y*this.y)}manhattanLength(){return Math.abs(this.x)+Math.abs(this.y)}normalize(){return this.divideScalar(this.length()||1)}angle(){return Math.atan2(-this.y,-this.x)+Math.PI}angleTo(t){const e=Math.sqrt(this.lengthSq()*t.lengthSq());if(0===e)return Math.PI/2;const i=this.dot(t)/e;return Math.acos(clamp$1(i,-1,1))}distanceTo(t){return Math.sqrt(this.distanceToSquared(t))}distanceToSquared(t){const e=this.x-t.x,i=this.y-t.y;return e*e+i*i}manhattanDistanceTo(t){return Math.abs(this.x-t.x)+Math.abs(this.y-t.y)}setLength(t){return this.normalize().multiplyScalar(t)}lerp(t,e){return this.x+=(t.x-this.x)*e,this.y+=(t.y-this.y)*e,this}lerpVectors(t,e,i){return this.x=t.x+(e.x-t.x)*i,this.y=t.y+(e.y-t.y)*i,this}equals(t){return t.x===this.x&&t.y===this.y}fromArray(t,e=0){return this.x=t[e],this.y=t[e+1],this}toArray(t=[],e=0){return t[e]=this.x,t[e+1]=this.y,t}fromBufferAttribute(t,e){return this.x=t.getX(e),this.y=t.getY(e),this}rotateAround(t,e){const i=Math.cos(e),r=Math.sin(e),n=this.x-t.x,a=this.y-t.y;return this.x=n*i-a*r+t.x,this.y=n*r+a*i+t.y,this}random(){return this.x=Math.random(),this.y=Math.random(),this}*[Symbol.iterator](){yield this.x,yield this.y}}class Matrix3{constructor(t,e,i,r,n,a,s,o,l){Matrix3.prototype.isMatrix3=!0,this.elements=[1,0,0,0,1,0,0,0,1],void 0!==t&&this.set(t,e,i,r,n,a,s,o,l)}set(t,e,i,r,n,a,s,o,l){const c=this.elements;return c[0]=t,c[1]=r,c[2]=s,c[3]=e,c[4]=n,c[5]=o,c[6]=i,c[7]=a,c[8]=l,this}identity(){return this.set(1,0,0,0,1,0,0,0,1),this}copy(t){const e=this.elements,i=t.elements;return e[0]=i[0],e[1]=i[1],e[2]=i[2],e[3]=i[3],e[4]=i[4],e[5]=i[5],e[6]=i[6],e[7]=i[7],e[8]=i[8],this}extractBasis(t,e,i){return t.setFromMatrix3Column(this,0),e.setFromMatrix3Column(this,1),i.setFromMatrix3Column(this,2),this}setFromMatrix4(t){const e=t.elements;return this.set(e[0],e[4],e[8],e[1],e[5],e[9],e[2],e[6],e[10]),this}multiply(t){return this.multiplyMatrices(this,t)}premultiply(t){return this.multiplyMatrices(t,this)}multiplyMatrices(t,e){const i=t.elements,r=e.elements,n=this.elements,a=i[0],s=i[3],o=i[6],l=i[1],c=i[4],h=i[7],u=i[2],d=i[5],p=i[8],m=r[0],f=r[3],g=r[6],y=r[1],A=r[4],v=r[7],S=r[2],x=r[5],b=r[8];return n[0]=a*m+s*y+o*S,n[3]=a*f+s*A+o*x,n[6]=a*g+s*v+o*b,n[1]=l*m+c*y+h*S,n[4]=l*f+c*A+h*x,n[7]=l*g+c*v+h*b,n[2]=u*m+d*y+p*S,n[5]=u*f+d*A+p*x,n[8]=u*g+d*v+p*b,this}multiplyScalar(t){const e=this.elements;return e[0]*=t,e[3]*=t,e[6]*=t,e[1]*=t,e[4]*=t,e[7]*=t,e[2]*=t,e[5]*=t,e[8]*=t,this}determinant(){const t=this.elements,e=t[0],i=t[1],r=t[2],n=t[3],a=t[4],s=t[5],o=t[6],l=t[7],c=t[8];return e*a*c-e*s*l-i*n*c+i*s*o+r*n*l-r*a*o}invert(){const t=this.elements,e=t[0],i=t[1],r=t[2],n=t[3],a=t[4],s=t[5],o=t[6],l=t[7],c=t[8],h=c*a-s*l,u=s*o-c*n,d=l*n-a*o,p=e*h+i*u+r*d;if(0===p)return this.set(0,0,0,0,0,0,0,0,0);const m=1/p;return t[0]=h*m,t[1]=(r*l-c*i)*m,t[2]=(s*i-r*a)*m,t[3]=u*m,t[4]=(c*e-r*o)*m,t[5]=(r*n-s*e)*m,t[6]=d*m,t[7]=(i*o-l*e)*m,t[8]=(a*e-i*n)*m,this}transpose(){let t;const e=this.elements;return t=e[1],e[1]=e[3],e[3]=t,t=e[2],e[2]=e[6],e[6]=t,t=e[5],e[5]=e[7],e[7]=t,this}getNormalMatrix(t){return this.setFromMatrix4(t).invert().transpose()}transposeIntoArray(t){const e=this.elements;return t[0]=e[0],t[1]=e[3],t[2]=e[6],t[3]=e[1],t[4]=e[4],t[5]=e[7],t[6]=e[2],t[7]=e[5],t[8]=e[8],this}setUvTransform(t,e,i,r,n,a,s){const o=Math.cos(n),l=Math.sin(n);return this.set(i*o,i*l,-i*(o*a+l*s)+a+t,-r*l,r*o,-r*(-l*a+o*s)+s+e,0,0,1),this}scale(t,e){return this.premultiply(_m3.makeScale(t,e)),this}rotate(t){return this.premultiply(_m3.makeRotation(-t)),this}translate(t,e){return this.premultiply(_m3.makeTranslation(t,e)),this}makeTranslation(t,e){return t.isVector2?this.set(1,0,t.x,0,1,t.y,0,0,1):this.set(1,0,t,0,1,e,0,0,1),this}makeRotation(t){const e=Math.cos(t),i=Math.sin(t);return this.set(e,-i,0,i,e,0,0,0,1),this}makeScale(t,e){return this.set(t,0,0,0,e,0,0,0,1),this}equals(t){const e=this.elements,i=t.elements;for(let r=0;r<9;r++)if(e[r]!==i[r])return!1;return!0}fromArray(t,e=0){for(let i=0;i<9;i++)this.elements[i]=t[i+e];return this}toArray(t=[],e=0){const i=this.elements;return t[e]=i[0],t[e+1]=i[1],t[e+2]=i[2],t[e+3]=i[3],t[e+4]=i[4],t[e+5]=i[5],t[e+6]=i[6],t[e+7]=i[7],t[e+8]=i[8],t}clone(){return(new this.constructor).fromArray(this.elements)}}const _m3=new Matrix3;function arrayNeedsUint32(t){for(let e=t.length-1;e>=0;--e)if(t[e]>=65535)return!0;return!1}const TYPED_ARRAYS={Int8Array,Uint8Array,Uint8ClampedArray,Int16Array,Uint16Array,Int32Array,Uint32Array,Float32Array,Float64Array};function getTypedArray(t,e){return new TYPED_ARRAYS[t](e)}function createElementNS(t){return document.createElementNS("http://www.w3.org/1999/xhtml",t)}function createCanvasElement(){const t=createElementNS("canvas");return t.style.display="block",t}const _cache={};function warnOnce(t){t in _cache||(_cache[t]=!0,console.warn(t))}function probeAsync(t,e,i){return new Promise((function(r,n){setTimeout((function a(){switch(t.clientWaitSync(e,t.SYNC_FLUSH_COMMANDS_BIT,0)){case t.WAIT_FAILED:n();break;case t.TIMEOUT_EXPIRED:setTimeout(a,i);break;default:r()}}),i)}))}const LINEAR_SRGB_TO_LINEAR_DISPLAY_P3=(new Matrix3).set(.8224621,.177538,0,.0331941,.9668058,0,.0170827,.0723974,.9105199),LINEAR_DISPLAY_P3_TO_LINEAR_SRGB=(new Matrix3).set(1.2249401,-.2249404,0,-.0420569,1.0420571,0,-.0196376,-.0786361,1.0982735),COLOR_SPACES={[LinearSRGBColorSpace]:{transfer:LinearTransfer,primaries:Rec709Primaries,toReference:t=>t,fromReference:t=>t},[SRGBColorSpace]:{transfer:SRGBTransfer,primaries:Rec709Primaries,toReference:t=>t.convertSRGBToLinear(),fromReference:t=>t.convertLinearToSRGB()},[LinearDisplayP3ColorSpace]:{transfer:LinearTransfer,primaries:P3Primaries,toReference:t=>t.applyMatrix3(LINEAR_DISPLAY_P3_TO_LINEAR_SRGB),fromReference:t=>t.applyMatrix3(LINEAR_SRGB_TO_LINEAR_DISPLAY_P3)},[DisplayP3ColorSpace]:{transfer:SRGBTransfer,primaries:P3Primaries,toReference:t=>t.convertSRGBToLinear().applyMatrix3(LINEAR_DISPLAY_P3_TO_LINEAR_SRGB),fromReference:t=>t.applyMatrix3(LINEAR_SRGB_TO_LINEAR_DISPLAY_P3).convertLinearToSRGB()}},SUPPORTED_WORKING_COLOR_SPACES=new Set([LinearSRGBColorSpace,LinearDisplayP3ColorSpace]),ColorManagement={enabled:!0,_workingColorSpace:LinearSRGBColorSpace,get workingColorSpace(){return this._workingColorSpace},set workingColorSpace(t){if(!SUPPORTED_WORKING_COLOR_SPACES.has(t))throw new Error(`Unsupported working color space, "${t}".`);this._workingColorSpace=t},convert:function(t,e,i){if(!1===this.enabled||e===i||!e||!i)return t;const r=COLOR_SPACES[e].toReference;return(0,COLOR_SPACES[i].fromReference)(r(t))},fromWorkingColorSpace:function(t,e){return this.convert(t,this._workingColorSpace,e)},toWorkingColorSpace:function(t,e){return this.convert(t,e,this._workingColorSpace)},getPrimaries:function(t){return COLOR_SPACES[t].primaries},getTransfer:function(t){return t===NoColorSpace?LinearTransfer:COLOR_SPACES[t].transfer}};function SRGBToLinear(t){return t<.04045?.0773993808*t:Math.pow(.9478672986*t+.0521327014,2.4)}function LinearToSRGB(t){return t<.0031308?12.92*t:1.055*Math.pow(t,.41666)-.055}let _canvas;class ImageUtils{static getDataURL(t){if(/^data:/i.test(t.src))return t.src;if("undefined"==typeof HTMLCanvasElement)return t.src;let e;if(t instanceof HTMLCanvasElement)e=t;else{void 0===_canvas&&(_canvas=createElementNS("canvas")),_canvas.width=t.width,_canvas.height=t.height;const i=_canvas.getContext("2d");t instanceof ImageData?i.putImageData(t,0,0):i.drawImage(t,0,0,t.width,t.height),e=_canvas}return e.width>2048||e.height>2048?(console.warn("THREE.ImageUtils.getDataURL: Image converted to jpg for performance reasons",t),e.toDataURL("image/jpeg",.6)):e.toDataURL("image/png")}static sRGBToLinear(t){if("undefined"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||"undefined"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||"undefined"!=typeof ImageBitmap&&t instanceof ImageBitmap){const e=createElementNS("canvas");e.width=t.width,e.height=t.height;const i=e.getContext("2d");i.drawImage(t,0,0,t.width,t.height);const r=i.getImageData(0,0,t.width,t.height),n=r.data;for(let t=0;t0&&(i.userData=this.userData),e||(t.textures[this.uuid]=i),i}dispose(){this.dispatchEvent({type:"dispose"})}transformUv(t){if(this.mapping!==UVMapping)return t;if(t.applyMatrix3(this.matrix),t.x<0||t.x>1)switch(this.wrapS){case RepeatWrapping:t.x=t.x-Math.floor(t.x);break;case ClampToEdgeWrapping:t.x=t.x<0?0:1;break;case MirroredRepeatWrapping:1===Math.abs(Math.floor(t.x)%2)?t.x=Math.ceil(t.x)-t.x:t.x=t.x-Math.floor(t.x)}if(t.y<0||t.y>1)switch(this.wrapT){case RepeatWrapping:t.y=t.y-Math.floor(t.y);break;case ClampToEdgeWrapping:t.y=t.y<0?0:1;break;case MirroredRepeatWrapping:1===Math.abs(Math.floor(t.y)%2)?t.y=Math.ceil(t.y)-t.y:t.y=t.y-Math.floor(t.y)}return this.flipY&&(t.y=1-t.y),t}set needsUpdate(t){!0===t&&(this.version++,this.source.needsUpdate=!0)}set needsPMREMUpdate(t){!0===t&&this.pmremVersion++}}Texture.DEFAULT_IMAGE=null,Texture.DEFAULT_MAPPING=UVMapping,Texture.DEFAULT_ANISOTROPY=1;class Vector4{constructor(t=0,e=0,i=0,r=1){Vector4.prototype.isVector4=!0,this.x=t,this.y=e,this.z=i,this.w=r}get width(){return this.z}set width(t){this.z=t}get height(){return this.w}set height(t){this.w=t}set(t,e,i,r){return this.x=t,this.y=e,this.z=i,this.w=r,this}setScalar(t){return this.x=t,this.y=t,this.z=t,this.w=t,this}setX(t){return this.x=t,this}setY(t){return this.y=t,this}setZ(t){return this.z=t,this}setW(t){return this.w=t,this}setComponent(t,e){switch(t){case 0:this.x=e;break;case 1:this.y=e;break;case 2:this.z=e;break;case 3:this.w=e;break;default:throw new Error("index is out of range: "+t)}return this}getComponent(t){switch(t){case 0:return this.x;case 1:return this.y;case 2:return this.z;case 3:return this.w;default:throw new Error("index is out of range: "+t)}}clone(){return new this.constructor(this.x,this.y,this.z,this.w)}copy(t){return this.x=t.x,this.y=t.y,this.z=t.z,this.w=void 0!==t.w?t.w:1,this}add(t){return this.x+=t.x,this.y+=t.y,this.z+=t.z,this.w+=t.w,this}addScalar(t){return this.x+=t,this.y+=t,this.z+=t,this.w+=t,this}addVectors(t,e){return this.x=t.x+e.x,this.y=t.y+e.y,this.z=t.z+e.z,this.w=t.w+e.w,this}addScaledVector(t,e){return this.x+=t.x*e,this.y+=t.y*e,this.z+=t.z*e,this.w+=t.w*e,this}sub(t){return this.x-=t.x,this.y-=t.y,this.z-=t.z,this.w-=t.w,this}subScalar(t){return this.x-=t,this.y-=t,this.z-=t,this.w-=t,this}subVectors(t,e){return this.x=t.x-e.x,this.y=t.y-e.y,this.z=t.z-e.z,this.w=t.w-e.w,this}multiply(t){return this.x*=t.x,this.y*=t.y,this.z*=t.z,this.w*=t.w,this}multiplyScalar(t){return this.x*=t,this.y*=t,this.z*=t,this.w*=t,this}applyMatrix4(t){const e=this.x,i=this.y,r=this.z,n=this.w,a=t.elements;return this.x=a[0]*e+a[4]*i+a[8]*r+a[12]*n,this.y=a[1]*e+a[5]*i+a[9]*r+a[13]*n,this.z=a[2]*e+a[6]*i+a[10]*r+a[14]*n,this.w=a[3]*e+a[7]*i+a[11]*r+a[15]*n,this}divideScalar(t){return this.multiplyScalar(1/t)}setAxisAngleFromQuaternion(t){this.w=2*Math.acos(t.w);const e=Math.sqrt(1-t.w*t.w);return e<1e-4?(this.x=1,this.y=0,this.z=0):(this.x=t.x/e,this.y=t.y/e,this.z=t.z/e),this}setAxisAngleFromRotationMatrix(t){let e,i,r,n;const a=.01,s=.1,o=t.elements,l=o[0],c=o[4],h=o[8],u=o[1],d=o[5],p=o[9],m=o[2],f=o[6],g=o[10];if(Math.abs(c-u)o&&t>y?ty?o=0?1:-1,r=1-e*e;if(r>Number.EPSILON){const n=Math.sqrt(r),a=Math.atan2(n,e*i);t=Math.sin(t*a)/n,s=Math.sin(s*a)/n}const n=s*i;if(o=o*t+u*n,l=l*t+d*n,c=c*t+p*n,h=h*t+m*n,t===1-s){const t=1/Math.sqrt(o*o+l*l+c*c+h*h);o*=t,l*=t,c*=t,h*=t}}t[e]=o,t[e+1]=l,t[e+2]=c,t[e+3]=h}static multiplyQuaternionsFlat(t,e,i,r,n,a){const s=i[r],o=i[r+1],l=i[r+2],c=i[r+3],h=n[a],u=n[a+1],d=n[a+2],p=n[a+3];return t[e]=s*p+c*h+o*d-l*u,t[e+1]=o*p+c*u+l*h-s*d,t[e+2]=l*p+c*d+s*u-o*h,t[e+3]=c*p-s*h-o*u-l*d,t}get x(){return this._x}set x(t){this._x=t,this._onChangeCallback()}get y(){return this._y}set y(t){this._y=t,this._onChangeCallback()}get z(){return this._z}set z(t){this._z=t,this._onChangeCallback()}get w(){return this._w}set w(t){this._w=t,this._onChangeCallback()}set(t,e,i,r){return this._x=t,this._y=e,this._z=i,this._w=r,this._onChangeCallback(),this}clone(){return new this.constructor(this._x,this._y,this._z,this._w)}copy(t){return this._x=t.x,this._y=t.y,this._z=t.z,this._w=t.w,this._onChangeCallback(),this}setFromEuler(t,e=!0){const i=t._x,r=t._y,n=t._z,a=t._order,s=Math.cos,o=Math.sin,l=s(i/2),c=s(r/2),h=s(n/2),u=o(i/2),d=o(r/2),p=o(n/2);switch(a){case"XYZ":this._x=u*c*h+l*d*p,this._y=l*d*h-u*c*p,this._z=l*c*p+u*d*h,this._w=l*c*h-u*d*p;break;case"YXZ":this._x=u*c*h+l*d*p,this._y=l*d*h-u*c*p,this._z=l*c*p-u*d*h,this._w=l*c*h+u*d*p;break;case"ZXY":this._x=u*c*h-l*d*p,this._y=l*d*h+u*c*p,this._z=l*c*p+u*d*h,this._w=l*c*h-u*d*p;break;case"ZYX":this._x=u*c*h-l*d*p,this._y=l*d*h+u*c*p,this._z=l*c*p-u*d*h,this._w=l*c*h+u*d*p;break;case"YZX":this._x=u*c*h+l*d*p,this._y=l*d*h+u*c*p,this._z=l*c*p-u*d*h,this._w=l*c*h-u*d*p;break;case"XZY":this._x=u*c*h-l*d*p,this._y=l*d*h-u*c*p,this._z=l*c*p+u*d*h,this._w=l*c*h+u*d*p;break;default:console.warn("THREE.Quaternion: .setFromEuler() encountered an unknown order: "+a)}return!0===e&&this._onChangeCallback(),this}setFromAxisAngle(t,e){const i=e/2,r=Math.sin(i);return this._x=t.x*r,this._y=t.y*r,this._z=t.z*r,this._w=Math.cos(i),this._onChangeCallback(),this}setFromRotationMatrix(t){const e=t.elements,i=e[0],r=e[4],n=e[8],a=e[1],s=e[5],o=e[9],l=e[2],c=e[6],h=e[10],u=i+s+h;if(u>0){const t=.5/Math.sqrt(u+1);this._w=.25/t,this._x=(c-o)*t,this._y=(n-l)*t,this._z=(a-r)*t}else if(i>s&&i>h){const t=2*Math.sqrt(1+i-s-h);this._w=(c-o)/t,this._x=.25*t,this._y=(r+a)/t,this._z=(n+l)/t}else if(s>h){const t=2*Math.sqrt(1+s-i-h);this._w=(n-l)/t,this._x=(r+a)/t,this._y=.25*t,this._z=(o+c)/t}else{const t=2*Math.sqrt(1+h-i-s);this._w=(a-r)/t,this._x=(n+l)/t,this._y=(o+c)/t,this._z=.25*t}return this._onChangeCallback(),this}setFromUnitVectors(t,e){let i=t.dot(e)+1;return iMath.abs(t.z)?(this._x=-t.y,this._y=t.x,this._z=0,this._w=i):(this._x=0,this._y=-t.z,this._z=t.y,this._w=i)):(this._x=t.y*e.z-t.z*e.y,this._y=t.z*e.x-t.x*e.z,this._z=t.x*e.y-t.y*e.x,this._w=i),this.normalize()}angleTo(t){return 2*Math.acos(Math.abs(clamp$1(this.dot(t),-1,1)))}rotateTowards(t,e){const i=this.angleTo(t);if(0===i)return this;const r=Math.min(1,e/i);return this.slerp(t,r),this}identity(){return this.set(0,0,0,1)}invert(){return this.conjugate()}conjugate(){return this._x*=-1,this._y*=-1,this._z*=-1,this._onChangeCallback(),this}dot(t){return this._x*t._x+this._y*t._y+this._z*t._z+this._w*t._w}lengthSq(){return this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w}length(){return Math.sqrt(this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w)}normalize(){let t=this.length();return 0===t?(this._x=0,this._y=0,this._z=0,this._w=1):(t=1/t,this._x=this._x*t,this._y=this._y*t,this._z=this._z*t,this._w=this._w*t),this._onChangeCallback(),this}multiply(t){return this.multiplyQuaternions(this,t)}premultiply(t){return this.multiplyQuaternions(t,this)}multiplyQuaternions(t,e){const i=t._x,r=t._y,n=t._z,a=t._w,s=e._x,o=e._y,l=e._z,c=e._w;return this._x=i*c+a*s+r*l-n*o,this._y=r*c+a*o+n*s-i*l,this._z=n*c+a*l+i*o-r*s,this._w=a*c-i*s-r*o-n*l,this._onChangeCallback(),this}slerp(t,e){if(0===e)return this;if(1===e)return this.copy(t);const i=this._x,r=this._y,n=this._z,a=this._w;let s=a*t._w+i*t._x+r*t._y+n*t._z;if(s<0?(this._w=-t._w,this._x=-t._x,this._y=-t._y,this._z=-t._z,s=-s):this.copy(t),s>=1)return this._w=a,this._x=i,this._y=r,this._z=n,this;const o=1-s*s;if(o<=Number.EPSILON){const t=1-e;return this._w=t*a+e*this._w,this._x=t*i+e*this._x,this._y=t*r+e*this._y,this._z=t*n+e*this._z,this.normalize(),this}const l=Math.sqrt(o),c=Math.atan2(l,s),h=Math.sin((1-e)*c)/l,u=Math.sin(e*c)/l;return this._w=a*h+this._w*u,this._x=i*h+this._x*u,this._y=r*h+this._y*u,this._z=n*h+this._z*u,this._onChangeCallback(),this}slerpQuaternions(t,e,i){return this.copy(t).slerp(e,i)}random(){const t=2*Math.PI*Math.random(),e=2*Math.PI*Math.random(),i=Math.random(),r=Math.sqrt(1-i),n=Math.sqrt(i);return this.set(r*Math.sin(t),r*Math.cos(t),n*Math.sin(e),n*Math.cos(e))}equals(t){return t._x===this._x&&t._y===this._y&&t._z===this._z&&t._w===this._w}fromArray(t,e=0){return this._x=t[e],this._y=t[e+1],this._z=t[e+2],this._w=t[e+3],this._onChangeCallback(),this}toArray(t=[],e=0){return t[e]=this._x,t[e+1]=this._y,t[e+2]=this._z,t[e+3]=this._w,t}fromBufferAttribute(t,e){return this._x=t.getX(e),this._y=t.getY(e),this._z=t.getZ(e),this._w=t.getW(e),this._onChangeCallback(),this}toJSON(){return this.toArray()}_onChange(t){return this._onChangeCallback=t,this}_onChangeCallback(){}*[Symbol.iterator](){yield this._x,yield this._y,yield this._z,yield this._w}}class Vector3{constructor(t=0,e=0,i=0){Vector3.prototype.isVector3=!0,this.x=t,this.y=e,this.z=i}set(t,e,i){return void 0===i&&(i=this.z),this.x=t,this.y=e,this.z=i,this}setScalar(t){return this.x=t,this.y=t,this.z=t,this}setX(t){return this.x=t,this}setY(t){return this.y=t,this}setZ(t){return this.z=t,this}setComponent(t,e){switch(t){case 0:this.x=e;break;case 1:this.y=e;break;case 2:this.z=e;break;default:throw new Error("index is out of range: "+t)}return this}getComponent(t){switch(t){case 0:return this.x;case 1:return this.y;case 2:return this.z;default:throw new Error("index is out of range: "+t)}}clone(){return new this.constructor(this.x,this.y,this.z)}copy(t){return this.x=t.x,this.y=t.y,this.z=t.z,this}add(t){return this.x+=t.x,this.y+=t.y,this.z+=t.z,this}addScalar(t){return this.x+=t,this.y+=t,this.z+=t,this}addVectors(t,e){return this.x=t.x+e.x,this.y=t.y+e.y,this.z=t.z+e.z,this}addScaledVector(t,e){return this.x+=t.x*e,this.y+=t.y*e,this.z+=t.z*e,this}sub(t){return this.x-=t.x,this.y-=t.y,this.z-=t.z,this}subScalar(t){return this.x-=t,this.y-=t,this.z-=t,this}subVectors(t,e){return this.x=t.x-e.x,this.y=t.y-e.y,this.z=t.z-e.z,this}multiply(t){return this.x*=t.x,this.y*=t.y,this.z*=t.z,this}multiplyScalar(t){return this.x*=t,this.y*=t,this.z*=t,this}multiplyVectors(t,e){return this.x=t.x*e.x,this.y=t.y*e.y,this.z=t.z*e.z,this}applyEuler(t){return this.applyQuaternion(_quaternion$4.setFromEuler(t))}applyAxisAngle(t,e){return this.applyQuaternion(_quaternion$4.setFromAxisAngle(t,e))}applyMatrix3(t){const e=this.x,i=this.y,r=this.z,n=t.elements;return this.x=n[0]*e+n[3]*i+n[6]*r,this.y=n[1]*e+n[4]*i+n[7]*r,this.z=n[2]*e+n[5]*i+n[8]*r,this}applyNormalMatrix(t){return this.applyMatrix3(t).normalize()}applyMatrix4(t){const e=this.x,i=this.y,r=this.z,n=t.elements,a=1/(n[3]*e+n[7]*i+n[11]*r+n[15]);return this.x=(n[0]*e+n[4]*i+n[8]*r+n[12])*a,this.y=(n[1]*e+n[5]*i+n[9]*r+n[13])*a,this.z=(n[2]*e+n[6]*i+n[10]*r+n[14])*a,this}applyQuaternion(t){const e=this.x,i=this.y,r=this.z,n=t.x,a=t.y,s=t.z,o=t.w,l=2*(a*r-s*i),c=2*(s*e-n*r),h=2*(n*i-a*e);return this.x=e+o*l+a*h-s*c,this.y=i+o*c+s*l-n*h,this.z=r+o*h+n*c-a*l,this}project(t){return this.applyMatrix4(t.matrixWorldInverse).applyMatrix4(t.projectionMatrix)}unproject(t){return this.applyMatrix4(t.projectionMatrixInverse).applyMatrix4(t.matrixWorld)}transformDirection(t){const e=this.x,i=this.y,r=this.z,n=t.elements;return this.x=n[0]*e+n[4]*i+n[8]*r,this.y=n[1]*e+n[5]*i+n[9]*r,this.z=n[2]*e+n[6]*i+n[10]*r,this.normalize()}divide(t){return this.x/=t.x,this.y/=t.y,this.z/=t.z,this}divideScalar(t){return this.multiplyScalar(1/t)}min(t){return this.x=Math.min(this.x,t.x),this.y=Math.min(this.y,t.y),this.z=Math.min(this.z,t.z),this}max(t){return this.x=Math.max(this.x,t.x),this.y=Math.max(this.y,t.y),this.z=Math.max(this.z,t.z),this}clamp(t,e){return this.x=Math.max(t.x,Math.min(e.x,this.x)),this.y=Math.max(t.y,Math.min(e.y,this.y)),this.z=Math.max(t.z,Math.min(e.z,this.z)),this}clampScalar(t,e){return this.x=Math.max(t,Math.min(e,this.x)),this.y=Math.max(t,Math.min(e,this.y)),this.z=Math.max(t,Math.min(e,this.z)),this}clampLength(t,e){const i=this.length();return this.divideScalar(i||1).multiplyScalar(Math.max(t,Math.min(e,i)))}floor(){return this.x=Math.floor(this.x),this.y=Math.floor(this.y),this.z=Math.floor(this.z),this}ceil(){return this.x=Math.ceil(this.x),this.y=Math.ceil(this.y),this.z=Math.ceil(this.z),this}round(){return this.x=Math.round(this.x),this.y=Math.round(this.y),this.z=Math.round(this.z),this}roundToZero(){return this.x=Math.trunc(this.x),this.y=Math.trunc(this.y),this.z=Math.trunc(this.z),this}negate(){return this.x=-this.x,this.y=-this.y,this.z=-this.z,this}dot(t){return this.x*t.x+this.y*t.y+this.z*t.z}lengthSq(){return this.x*this.x+this.y*this.y+this.z*this.z}length(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z)}manhattanLength(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)}normalize(){return this.divideScalar(this.length()||1)}setLength(t){return this.normalize().multiplyScalar(t)}lerp(t,e){return this.x+=(t.x-this.x)*e,this.y+=(t.y-this.y)*e,this.z+=(t.z-this.z)*e,this}lerpVectors(t,e,i){return this.x=t.x+(e.x-t.x)*i,this.y=t.y+(e.y-t.y)*i,this.z=t.z+(e.z-t.z)*i,this}cross(t){return this.crossVectors(this,t)}crossVectors(t,e){const i=t.x,r=t.y,n=t.z,a=e.x,s=e.y,o=e.z;return this.x=r*o-n*s,this.y=n*a-i*o,this.z=i*s-r*a,this}projectOnVector(t){const e=t.lengthSq();if(0===e)return this.set(0,0,0);const i=t.dot(this)/e;return this.copy(t).multiplyScalar(i)}projectOnPlane(t){return _vector$c.copy(this).projectOnVector(t),this.sub(_vector$c)}reflect(t){return this.sub(_vector$c.copy(t).multiplyScalar(2*this.dot(t)))}angleTo(t){const e=Math.sqrt(this.lengthSq()*t.lengthSq());if(0===e)return Math.PI/2;const i=this.dot(t)/e;return Math.acos(clamp$1(i,-1,1))}distanceTo(t){return Math.sqrt(this.distanceToSquared(t))}distanceToSquared(t){const e=this.x-t.x,i=this.y-t.y,r=this.z-t.z;return e*e+i*i+r*r}manhattanDistanceTo(t){return Math.abs(this.x-t.x)+Math.abs(this.y-t.y)+Math.abs(this.z-t.z)}setFromSpherical(t){return this.setFromSphericalCoords(t.radius,t.phi,t.theta)}setFromSphericalCoords(t,e,i){const r=Math.sin(e)*t;return this.x=r*Math.sin(i),this.y=Math.cos(e)*t,this.z=r*Math.cos(i),this}setFromCylindrical(t){return this.setFromCylindricalCoords(t.radius,t.theta,t.y)}setFromCylindricalCoords(t,e,i){return this.x=t*Math.sin(e),this.y=i,this.z=t*Math.cos(e),this}setFromMatrixPosition(t){const e=t.elements;return this.x=e[12],this.y=e[13],this.z=e[14],this}setFromMatrixScale(t){const e=this.setFromMatrixColumn(t,0).length(),i=this.setFromMatrixColumn(t,1).length(),r=this.setFromMatrixColumn(t,2).length();return this.x=e,this.y=i,this.z=r,this}setFromMatrixColumn(t,e){return this.fromArray(t.elements,4*e)}setFromMatrix3Column(t,e){return this.fromArray(t.elements,3*e)}setFromEuler(t){return this.x=t._x,this.y=t._y,this.z=t._z,this}setFromColor(t){return this.x=t.r,this.y=t.g,this.z=t.b,this}equals(t){return t.x===this.x&&t.y===this.y&&t.z===this.z}fromArray(t,e=0){return this.x=t[e],this.y=t[e+1],this.z=t[e+2],this}toArray(t=[],e=0){return t[e]=this.x,t[e+1]=this.y,t[e+2]=this.z,t}fromBufferAttribute(t,e){return this.x=t.getX(e),this.y=t.getY(e),this.z=t.getZ(e),this}random(){return this.x=Math.random(),this.y=Math.random(),this.z=Math.random(),this}randomDirection(){const t=Math.random()*Math.PI*2,e=2*Math.random()-1,i=Math.sqrt(1-e*e);return this.x=i*Math.cos(t),this.y=e,this.z=i*Math.sin(t),this}*[Symbol.iterator](){yield this.x,yield this.y,yield this.z}}const _vector$c=new Vector3,_quaternion$4=new Quaternion;class Box3{constructor(t=new Vector3(1/0,1/0,1/0),e=new Vector3(-1/0,-1/0,-1/0)){this.isBox3=!0,this.min=t,this.max=e}set(t,e){return this.min.copy(t),this.max.copy(e),this}setFromArray(t){this.makeEmpty();for(let e=0,i=t.length;ethis.max.x||t.ythis.max.y||t.zthis.max.z)}containsBox(t){return this.min.x<=t.min.x&&t.max.x<=this.max.x&&this.min.y<=t.min.y&&t.max.y<=this.max.y&&this.min.z<=t.min.z&&t.max.z<=this.max.z}getParameter(t,e){return e.set((t.x-this.min.x)/(this.max.x-this.min.x),(t.y-this.min.y)/(this.max.y-this.min.y),(t.z-this.min.z)/(this.max.z-this.min.z))}intersectsBox(t){return!(t.max.xthis.max.x||t.max.ythis.max.y||t.max.zthis.max.z)}intersectsSphere(t){return this.clampPoint(t.center,_vector$b),_vector$b.distanceToSquared(t.center)<=t.radius*t.radius}intersectsPlane(t){let e,i;return t.normal.x>0?(e=t.normal.x*this.min.x,i=t.normal.x*this.max.x):(e=t.normal.x*this.max.x,i=t.normal.x*this.min.x),t.normal.y>0?(e+=t.normal.y*this.min.y,i+=t.normal.y*this.max.y):(e+=t.normal.y*this.max.y,i+=t.normal.y*this.min.y),t.normal.z>0?(e+=t.normal.z*this.min.z,i+=t.normal.z*this.max.z):(e+=t.normal.z*this.max.z,i+=t.normal.z*this.min.z),e<=-t.constant&&i>=-t.constant}intersectsTriangle(t){if(this.isEmpty())return!1;this.getCenter(_center),_extents.subVectors(this.max,_center),_v0$2.subVectors(t.a,_center),_v1$7.subVectors(t.b,_center),_v2$4.subVectors(t.c,_center),_f0.subVectors(_v1$7,_v0$2),_f1.subVectors(_v2$4,_v1$7),_f2.subVectors(_v0$2,_v2$4);let e=[0,-_f0.z,_f0.y,0,-_f1.z,_f1.y,0,-_f2.z,_f2.y,_f0.z,0,-_f0.x,_f1.z,0,-_f1.x,_f2.z,0,-_f2.x,-_f0.y,_f0.x,0,-_f1.y,_f1.x,0,-_f2.y,_f2.x,0];return!!satForAxes(e,_v0$2,_v1$7,_v2$4,_extents)&&(e=[1,0,0,0,1,0,0,0,1],!!satForAxes(e,_v0$2,_v1$7,_v2$4,_extents)&&(_triangleNormal.crossVectors(_f0,_f1),e=[_triangleNormal.x,_triangleNormal.y,_triangleNormal.z],satForAxes(e,_v0$2,_v1$7,_v2$4,_extents)))}clampPoint(t,e){return e.copy(t).clamp(this.min,this.max)}distanceToPoint(t){return this.clampPoint(t,_vector$b).distanceTo(t)}getBoundingSphere(t){return this.isEmpty()?t.makeEmpty():(this.getCenter(t.center),t.radius=.5*this.getSize(_vector$b).length()),t}intersect(t){return this.min.max(t.min),this.max.min(t.max),this.isEmpty()&&this.makeEmpty(),this}union(t){return this.min.min(t.min),this.max.max(t.max),this}applyMatrix4(t){return this.isEmpty()||(_points[0].set(this.min.x,this.min.y,this.min.z).applyMatrix4(t),_points[1].set(this.min.x,this.min.y,this.max.z).applyMatrix4(t),_points[2].set(this.min.x,this.max.y,this.min.z).applyMatrix4(t),_points[3].set(this.min.x,this.max.y,this.max.z).applyMatrix4(t),_points[4].set(this.max.x,this.min.y,this.min.z).applyMatrix4(t),_points[5].set(this.max.x,this.min.y,this.max.z).applyMatrix4(t),_points[6].set(this.max.x,this.max.y,this.min.z).applyMatrix4(t),_points[7].set(this.max.x,this.max.y,this.max.z).applyMatrix4(t),this.setFromPoints(_points)),this}translate(t){return this.min.add(t),this.max.add(t),this}equals(t){return t.min.equals(this.min)&&t.max.equals(this.max)}}const _points=[new Vector3,new Vector3,new Vector3,new Vector3,new Vector3,new Vector3,new Vector3,new Vector3],_vector$b=new Vector3,_box$4=new Box3,_v0$2=new Vector3,_v1$7=new Vector3,_v2$4=new Vector3,_f0=new Vector3,_f1=new Vector3,_f2=new Vector3,_center=new Vector3,_extents=new Vector3,_triangleNormal=new Vector3,_testAxis=new Vector3;function satForAxes(t,e,i,r,n){for(let a=0,s=t.length-3;a<=s;a+=3){_testAxis.fromArray(t,a);const s=n.x*Math.abs(_testAxis.x)+n.y*Math.abs(_testAxis.y)+n.z*Math.abs(_testAxis.z),o=e.dot(_testAxis),l=i.dot(_testAxis),c=r.dot(_testAxis);if(Math.max(-Math.max(o,l,c),Math.min(o,l,c))>s)return!1}return!0}const _box$3=new Box3,_v1$6=new Vector3,_v2$3=new Vector3;class Sphere{constructor(t=new Vector3,e=-1){this.isSphere=!0,this.center=t,this.radius=e}set(t,e){return this.center.copy(t),this.radius=e,this}setFromPoints(t,e){const i=this.center;void 0!==e?i.copy(e):_box$3.setFromPoints(t).getCenter(i);let r=0;for(let n=0,a=t.length;nthis.radius*this.radius&&(e.sub(this.center).normalize(),e.multiplyScalar(this.radius).add(this.center)),e}getBoundingBox(t){return this.isEmpty()?(t.makeEmpty(),t):(t.set(this.center,this.center),t.expandByScalar(this.radius),t)}applyMatrix4(t){return this.center.applyMatrix4(t),this.radius=this.radius*t.getMaxScaleOnAxis(),this}translate(t){return this.center.add(t),this}expandByPoint(t){if(this.isEmpty())return this.center.copy(t),this.radius=0,this;_v1$6.subVectors(t,this.center);const e=_v1$6.lengthSq();if(e>this.radius*this.radius){const t=Math.sqrt(e),i=.5*(t-this.radius);this.center.addScaledVector(_v1$6,i/t),this.radius+=i}return this}union(t){return t.isEmpty()?this:this.isEmpty()?(this.copy(t),this):(!0===this.center.equals(t.center)?this.radius=Math.max(this.radius,t.radius):(_v2$3.subVectors(t.center,this.center).setLength(t.radius),this.expandByPoint(_v1$6.copy(t.center).add(_v2$3)),this.expandByPoint(_v1$6.copy(t.center).sub(_v2$3))),this)}equals(t){return t.center.equals(this.center)&&t.radius===this.radius}clone(){return(new this.constructor).copy(this)}}const _vector$a=new Vector3,_segCenter=new Vector3,_segDir=new Vector3,_diff=new Vector3,_edge1=new Vector3,_edge2=new Vector3,_normal$1=new Vector3;class Ray{constructor(t=new Vector3,e=new Vector3(0,0,-1)){this.origin=t,this.direction=e}set(t,e){return this.origin.copy(t),this.direction.copy(e),this}copy(t){return this.origin.copy(t.origin),this.direction.copy(t.direction),this}at(t,e){return e.copy(this.origin).addScaledVector(this.direction,t)}lookAt(t){return this.direction.copy(t).sub(this.origin).normalize(),this}recast(t){return this.origin.copy(this.at(t,_vector$a)),this}closestPointToPoint(t,e){e.subVectors(t,this.origin);const i=e.dot(this.direction);return i<0?e.copy(this.origin):e.copy(this.origin).addScaledVector(this.direction,i)}distanceToPoint(t){return Math.sqrt(this.distanceSqToPoint(t))}distanceSqToPoint(t){const e=_vector$a.subVectors(t,this.origin).dot(this.direction);return e<0?this.origin.distanceToSquared(t):(_vector$a.copy(this.origin).addScaledVector(this.direction,e),_vector$a.distanceToSquared(t))}distanceSqToSegment(t,e,i,r){_segCenter.copy(t).add(e).multiplyScalar(.5),_segDir.copy(e).sub(t).normalize(),_diff.copy(this.origin).sub(_segCenter);const n=.5*t.distanceTo(e),a=-this.direction.dot(_segDir),s=_diff.dot(this.direction),o=-_diff.dot(_segDir),l=_diff.lengthSq(),c=Math.abs(1-a*a);let h,u,d,p;if(c>0)if(h=a*o-s,u=a*s-o,p=n*c,h>=0)if(u>=-p)if(u<=p){const t=1/c;h*=t,u*=t,d=h*(h+a*u+2*s)+u*(a*h+u+2*o)+l}else u=n,h=Math.max(0,-(a*u+s)),d=-h*h+u*(u+2*o)+l;else u=-n,h=Math.max(0,-(a*u+s)),d=-h*h+u*(u+2*o)+l;else u<=-p?(h=Math.max(0,-(-a*n+s)),u=h>0?-n:Math.min(Math.max(-n,-o),n),d=-h*h+u*(u+2*o)+l):u<=p?(h=0,u=Math.min(Math.max(-n,-o),n),d=u*(u+2*o)+l):(h=Math.max(0,-(a*n+s)),u=h>0?n:Math.min(Math.max(-n,-o),n),d=-h*h+u*(u+2*o)+l);else u=a>0?-n:n,h=Math.max(0,-(a*u+s)),d=-h*h+u*(u+2*o)+l;return i&&i.copy(this.origin).addScaledVector(this.direction,h),r&&r.copy(_segCenter).addScaledVector(_segDir,u),d}intersectSphere(t,e){_vector$a.subVectors(t.center,this.origin);const i=_vector$a.dot(this.direction),r=_vector$a.dot(_vector$a)-i*i,n=t.radius*t.radius;if(r>n)return null;const a=Math.sqrt(n-r),s=i-a,o=i+a;return o<0?null:s<0?this.at(o,e):this.at(s,e)}intersectsSphere(t){return this.distanceSqToPoint(t.center)<=t.radius*t.radius}distanceToPlane(t){const e=t.normal.dot(this.direction);if(0===e)return 0===t.distanceToPoint(this.origin)?0:null;const i=-(this.origin.dot(t.normal)+t.constant)/e;return i>=0?i:null}intersectPlane(t,e){const i=this.distanceToPlane(t);return null===i?null:this.at(i,e)}intersectsPlane(t){const e=t.distanceToPoint(this.origin);if(0===e)return!0;return t.normal.dot(this.direction)*e<0}intersectBox(t,e){let i,r,n,a,s,o;const l=1/this.direction.x,c=1/this.direction.y,h=1/this.direction.z,u=this.origin;return l>=0?(i=(t.min.x-u.x)*l,r=(t.max.x-u.x)*l):(i=(t.max.x-u.x)*l,r=(t.min.x-u.x)*l),c>=0?(n=(t.min.y-u.y)*c,a=(t.max.y-u.y)*c):(n=(t.max.y-u.y)*c,a=(t.min.y-u.y)*c),i>a||n>r?null:((n>i||isNaN(i))&&(i=n),(a=0?(s=(t.min.z-u.z)*h,o=(t.max.z-u.z)*h):(s=(t.max.z-u.z)*h,o=(t.min.z-u.z)*h),i>o||s>r?null:((s>i||i!=i)&&(i=s),(o=0?i:r,e)))}intersectsBox(t){return null!==this.intersectBox(t,_vector$a)}intersectTriangle(t,e,i,r,n){_edge1.subVectors(e,t),_edge2.subVectors(i,t),_normal$1.crossVectors(_edge1,_edge2);let a,s=this.direction.dot(_normal$1);if(s>0){if(r)return null;a=1}else{if(!(s<0))return null;a=-1,s=-s}_diff.subVectors(this.origin,t);const o=a*this.direction.dot(_edge2.crossVectors(_diff,_edge2));if(o<0)return null;const l=a*this.direction.dot(_edge1.cross(_diff));if(l<0)return null;if(o+l>s)return null;const c=-a*_diff.dot(_normal$1);return c<0?null:this.at(c/s,n)}applyMatrix4(t){return this.origin.applyMatrix4(t),this.direction.transformDirection(t),this}equals(t){return t.origin.equals(this.origin)&&t.direction.equals(this.direction)}clone(){return(new this.constructor).copy(this)}}class Matrix4{constructor(t,e,i,r,n,a,s,o,l,c,h,u,d,p,m,f){Matrix4.prototype.isMatrix4=!0,this.elements=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],void 0!==t&&this.set(t,e,i,r,n,a,s,o,l,c,h,u,d,p,m,f)}set(t,e,i,r,n,a,s,o,l,c,h,u,d,p,m,f){const g=this.elements;return g[0]=t,g[4]=e,g[8]=i,g[12]=r,g[1]=n,g[5]=a,g[9]=s,g[13]=o,g[2]=l,g[6]=c,g[10]=h,g[14]=u,g[3]=d,g[7]=p,g[11]=m,g[15]=f,this}identity(){return this.set(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1),this}clone(){return(new Matrix4).fromArray(this.elements)}copy(t){const e=this.elements,i=t.elements;return e[0]=i[0],e[1]=i[1],e[2]=i[2],e[3]=i[3],e[4]=i[4],e[5]=i[5],e[6]=i[6],e[7]=i[7],e[8]=i[8],e[9]=i[9],e[10]=i[10],e[11]=i[11],e[12]=i[12],e[13]=i[13],e[14]=i[14],e[15]=i[15],this}copyPosition(t){const e=this.elements,i=t.elements;return e[12]=i[12],e[13]=i[13],e[14]=i[14],this}setFromMatrix3(t){const e=t.elements;return this.set(e[0],e[3],e[6],0,e[1],e[4],e[7],0,e[2],e[5],e[8],0,0,0,0,1),this}extractBasis(t,e,i){return t.setFromMatrixColumn(this,0),e.setFromMatrixColumn(this,1),i.setFromMatrixColumn(this,2),this}makeBasis(t,e,i){return this.set(t.x,e.x,i.x,0,t.y,e.y,i.y,0,t.z,e.z,i.z,0,0,0,0,1),this}extractRotation(t){const e=this.elements,i=t.elements,r=1/_v1$5.setFromMatrixColumn(t,0).length(),n=1/_v1$5.setFromMatrixColumn(t,1).length(),a=1/_v1$5.setFromMatrixColumn(t,2).length();return e[0]=i[0]*r,e[1]=i[1]*r,e[2]=i[2]*r,e[3]=0,e[4]=i[4]*n,e[5]=i[5]*n,e[6]=i[6]*n,e[7]=0,e[8]=i[8]*a,e[9]=i[9]*a,e[10]=i[10]*a,e[11]=0,e[12]=0,e[13]=0,e[14]=0,e[15]=1,this}makeRotationFromEuler(t){const e=this.elements,i=t.x,r=t.y,n=t.z,a=Math.cos(i),s=Math.sin(i),o=Math.cos(r),l=Math.sin(r),c=Math.cos(n),h=Math.sin(n);if("XYZ"===t.order){const t=a*c,i=a*h,r=s*c,n=s*h;e[0]=o*c,e[4]=-o*h,e[8]=l,e[1]=i+r*l,e[5]=t-n*l,e[9]=-s*o,e[2]=n-t*l,e[6]=r+i*l,e[10]=a*o}else if("YXZ"===t.order){const t=o*c,i=o*h,r=l*c,n=l*h;e[0]=t+n*s,e[4]=r*s-i,e[8]=a*l,e[1]=a*h,e[5]=a*c,e[9]=-s,e[2]=i*s-r,e[6]=n+t*s,e[10]=a*o}else if("ZXY"===t.order){const t=o*c,i=o*h,r=l*c,n=l*h;e[0]=t-n*s,e[4]=-a*h,e[8]=r+i*s,e[1]=i+r*s,e[5]=a*c,e[9]=n-t*s,e[2]=-a*l,e[6]=s,e[10]=a*o}else if("ZYX"===t.order){const t=a*c,i=a*h,r=s*c,n=s*h;e[0]=o*c,e[4]=r*l-i,e[8]=t*l+n,e[1]=o*h,e[5]=n*l+t,e[9]=i*l-r,e[2]=-l,e[6]=s*o,e[10]=a*o}else if("YZX"===t.order){const t=a*o,i=a*l,r=s*o,n=s*l;e[0]=o*c,e[4]=n-t*h,e[8]=r*h+i,e[1]=h,e[5]=a*c,e[9]=-s*c,e[2]=-l*c,e[6]=i*h+r,e[10]=t-n*h}else if("XZY"===t.order){const t=a*o,i=a*l,r=s*o,n=s*l;e[0]=o*c,e[4]=-h,e[8]=l*c,e[1]=t*h+n,e[5]=a*c,e[9]=i*h-r,e[2]=r*h-i,e[6]=s*c,e[10]=n*h+t}return e[3]=0,e[7]=0,e[11]=0,e[12]=0,e[13]=0,e[14]=0,e[15]=1,this}makeRotationFromQuaternion(t){return this.compose(_zero,t,_one)}lookAt(t,e,i){const r=this.elements;return _z.subVectors(t,e),0===_z.lengthSq()&&(_z.z=1),_z.normalize(),_x.crossVectors(i,_z),0===_x.lengthSq()&&(1===Math.abs(i.z)?_z.x+=1e-4:_z.z+=1e-4,_z.normalize(),_x.crossVectors(i,_z)),_x.normalize(),_y.crossVectors(_z,_x),r[0]=_x.x,r[4]=_y.x,r[8]=_z.x,r[1]=_x.y,r[5]=_y.y,r[9]=_z.y,r[2]=_x.z,r[6]=_y.z,r[10]=_z.z,this}multiply(t){return this.multiplyMatrices(this,t)}premultiply(t){return this.multiplyMatrices(t,this)}multiplyMatrices(t,e){const i=t.elements,r=e.elements,n=this.elements,a=i[0],s=i[4],o=i[8],l=i[12],c=i[1],h=i[5],u=i[9],d=i[13],p=i[2],m=i[6],f=i[10],g=i[14],y=i[3],A=i[7],v=i[11],S=i[15],x=r[0],b=r[4],T=r[8],M=r[12],I=r[1],E=r[5],w=r[9],R=r[13],C=r[2],_=r[6],k=r[10],L=r[14],U=r[3],F=r[7],P=r[11],N=r[15];return n[0]=a*x+s*I+o*C+l*U,n[4]=a*b+s*E+o*_+l*F,n[8]=a*T+s*w+o*k+l*P,n[12]=a*M+s*R+o*L+l*N,n[1]=c*x+h*I+u*C+d*U,n[5]=c*b+h*E+u*_+d*F,n[9]=c*T+h*w+u*k+d*P,n[13]=c*M+h*R+u*L+d*N,n[2]=p*x+m*I+f*C+g*U,n[6]=p*b+m*E+f*_+g*F,n[10]=p*T+m*w+f*k+g*P,n[14]=p*M+m*R+f*L+g*N,n[3]=y*x+A*I+v*C+S*U,n[7]=y*b+A*E+v*_+S*F,n[11]=y*T+A*w+v*k+S*P,n[15]=y*M+A*R+v*L+S*N,this}multiplyScalar(t){const e=this.elements;return e[0]*=t,e[4]*=t,e[8]*=t,e[12]*=t,e[1]*=t,e[5]*=t,e[9]*=t,e[13]*=t,e[2]*=t,e[6]*=t,e[10]*=t,e[14]*=t,e[3]*=t,e[7]*=t,e[11]*=t,e[15]*=t,this}determinant(){const t=this.elements,e=t[0],i=t[4],r=t[8],n=t[12],a=t[1],s=t[5],o=t[9],l=t[13],c=t[2],h=t[6],u=t[10],d=t[14];return t[3]*(+n*o*h-r*l*h-n*s*u+i*l*u+r*s*d-i*o*d)+t[7]*(+e*o*d-e*l*u+n*a*u-r*a*d+r*l*c-n*o*c)+t[11]*(+e*l*h-e*s*d-n*a*h+i*a*d+n*s*c-i*l*c)+t[15]*(-r*s*c-e*o*h+e*s*u+r*a*h-i*a*u+i*o*c)}transpose(){const t=this.elements;let e;return e=t[1],t[1]=t[4],t[4]=e,e=t[2],t[2]=t[8],t[8]=e,e=t[6],t[6]=t[9],t[9]=e,e=t[3],t[3]=t[12],t[12]=e,e=t[7],t[7]=t[13],t[13]=e,e=t[11],t[11]=t[14],t[14]=e,this}setPosition(t,e,i){const r=this.elements;return t.isVector3?(r[12]=t.x,r[13]=t.y,r[14]=t.z):(r[12]=t,r[13]=e,r[14]=i),this}invert(){const t=this.elements,e=t[0],i=t[1],r=t[2],n=t[3],a=t[4],s=t[5],o=t[6],l=t[7],c=t[8],h=t[9],u=t[10],d=t[11],p=t[12],m=t[13],f=t[14],g=t[15],y=h*f*l-m*u*l+m*o*d-s*f*d-h*o*g+s*u*g,A=p*u*l-c*f*l-p*o*d+a*f*d+c*o*g-a*u*g,v=c*m*l-p*h*l+p*s*d-a*m*d-c*s*g+a*h*g,S=p*h*o-c*m*o-p*s*u+a*m*u+c*s*f-a*h*f,x=e*y+i*A+r*v+n*S;if(0===x)return this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0);const b=1/x;return t[0]=y*b,t[1]=(m*u*n-h*f*n-m*r*d+i*f*d+h*r*g-i*u*g)*b,t[2]=(s*f*n-m*o*n+m*r*l-i*f*l-s*r*g+i*o*g)*b,t[3]=(h*o*n-s*u*n-h*r*l+i*u*l+s*r*d-i*o*d)*b,t[4]=A*b,t[5]=(c*f*n-p*u*n+p*r*d-e*f*d-c*r*g+e*u*g)*b,t[6]=(p*o*n-a*f*n-p*r*l+e*f*l+a*r*g-e*o*g)*b,t[7]=(a*u*n-c*o*n+c*r*l-e*u*l-a*r*d+e*o*d)*b,t[8]=v*b,t[9]=(p*h*n-c*m*n-p*i*d+e*m*d+c*i*g-e*h*g)*b,t[10]=(a*m*n-p*s*n+p*i*l-e*m*l-a*i*g+e*s*g)*b,t[11]=(c*s*n-a*h*n-c*i*l+e*h*l+a*i*d-e*s*d)*b,t[12]=S*b,t[13]=(c*m*r-p*h*r+p*i*u-e*m*u-c*i*f+e*h*f)*b,t[14]=(p*s*r-a*m*r-p*i*o+e*m*o+a*i*f-e*s*f)*b,t[15]=(a*h*r-c*s*r+c*i*o-e*h*o-a*i*u+e*s*u)*b,this}scale(t){const e=this.elements,i=t.x,r=t.y,n=t.z;return e[0]*=i,e[4]*=r,e[8]*=n,e[1]*=i,e[5]*=r,e[9]*=n,e[2]*=i,e[6]*=r,e[10]*=n,e[3]*=i,e[7]*=r,e[11]*=n,this}getMaxScaleOnAxis(){const t=this.elements,e=t[0]*t[0]+t[1]*t[1]+t[2]*t[2],i=t[4]*t[4]+t[5]*t[5]+t[6]*t[6],r=t[8]*t[8]+t[9]*t[9]+t[10]*t[10];return Math.sqrt(Math.max(e,i,r))}makeTranslation(t,e,i){return t.isVector3?this.set(1,0,0,t.x,0,1,0,t.y,0,0,1,t.z,0,0,0,1):this.set(1,0,0,t,0,1,0,e,0,0,1,i,0,0,0,1),this}makeRotationX(t){const e=Math.cos(t),i=Math.sin(t);return this.set(1,0,0,0,0,e,-i,0,0,i,e,0,0,0,0,1),this}makeRotationY(t){const e=Math.cos(t),i=Math.sin(t);return this.set(e,0,i,0,0,1,0,0,-i,0,e,0,0,0,0,1),this}makeRotationZ(t){const e=Math.cos(t),i=Math.sin(t);return this.set(e,-i,0,0,i,e,0,0,0,0,1,0,0,0,0,1),this}makeRotationAxis(t,e){const i=Math.cos(e),r=Math.sin(e),n=1-i,a=t.x,s=t.y,o=t.z,l=n*a,c=n*s;return this.set(l*a+i,l*s-r*o,l*o+r*s,0,l*s+r*o,c*s+i,c*o-r*a,0,l*o-r*s,c*o+r*a,n*o*o+i,0,0,0,0,1),this}makeScale(t,e,i){return this.set(t,0,0,0,0,e,0,0,0,0,i,0,0,0,0,1),this}makeShear(t,e,i,r,n,a){return this.set(1,i,n,0,t,1,a,0,e,r,1,0,0,0,0,1),this}compose(t,e,i){const r=this.elements,n=e._x,a=e._y,s=e._z,o=e._w,l=n+n,c=a+a,h=s+s,u=n*l,d=n*c,p=n*h,m=a*c,f=a*h,g=s*h,y=o*l,A=o*c,v=o*h,S=i.x,x=i.y,b=i.z;return r[0]=(1-(m+g))*S,r[1]=(d+v)*S,r[2]=(p-A)*S,r[3]=0,r[4]=(d-v)*x,r[5]=(1-(u+g))*x,r[6]=(f+y)*x,r[7]=0,r[8]=(p+A)*b,r[9]=(f-y)*b,r[10]=(1-(u+m))*b,r[11]=0,r[12]=t.x,r[13]=t.y,r[14]=t.z,r[15]=1,this}decompose(t,e,i){const r=this.elements;let n=_v1$5.set(r[0],r[1],r[2]).length();const a=_v1$5.set(r[4],r[5],r[6]).length(),s=_v1$5.set(r[8],r[9],r[10]).length();this.determinant()<0&&(n=-n),t.x=r[12],t.y=r[13],t.z=r[14],_m1$4.copy(this);const o=1/n,l=1/a,c=1/s;return _m1$4.elements[0]*=o,_m1$4.elements[1]*=o,_m1$4.elements[2]*=o,_m1$4.elements[4]*=l,_m1$4.elements[5]*=l,_m1$4.elements[6]*=l,_m1$4.elements[8]*=c,_m1$4.elements[9]*=c,_m1$4.elements[10]*=c,e.setFromRotationMatrix(_m1$4),i.x=n,i.y=a,i.z=s,this}makePerspective(t,e,i,r,n,a,s=WebGLCoordinateSystem){const o=this.elements,l=2*n/(e-t),c=2*n/(i-r),h=(e+t)/(e-t),u=(i+r)/(i-r);let d,p;if(s===WebGLCoordinateSystem)d=-(a+n)/(a-n),p=-2*a*n/(a-n);else{if(s!==WebGPUCoordinateSystem)throw new Error("THREE.Matrix4.makePerspective(): Invalid coordinate system: "+s);d=-a/(a-n),p=-a*n/(a-n)}return o[0]=l,o[4]=0,o[8]=h,o[12]=0,o[1]=0,o[5]=c,o[9]=u,o[13]=0,o[2]=0,o[6]=0,o[10]=d,o[14]=p,o[3]=0,o[7]=0,o[11]=-1,o[15]=0,this}makeOrthographic(t,e,i,r,n,a,s=WebGLCoordinateSystem){const o=this.elements,l=1/(e-t),c=1/(i-r),h=1/(a-n),u=(e+t)*l,d=(i+r)*c;let p,m;if(s===WebGLCoordinateSystem)p=(a+n)*h,m=-2*h;else{if(s!==WebGPUCoordinateSystem)throw new Error("THREE.Matrix4.makeOrthographic(): Invalid coordinate system: "+s);p=n*h,m=-1*h}return o[0]=2*l,o[4]=0,o[8]=0,o[12]=-u,o[1]=0,o[5]=2*c,o[9]=0,o[13]=-d,o[2]=0,o[6]=0,o[10]=m,o[14]=-p,o[3]=0,o[7]=0,o[11]=0,o[15]=1,this}equals(t){const e=this.elements,i=t.elements;for(let r=0;r<16;r++)if(e[r]!==i[r])return!1;return!0}fromArray(t,e=0){for(let i=0;i<16;i++)this.elements[i]=t[i+e];return this}toArray(t=[],e=0){const i=this.elements;return t[e]=i[0],t[e+1]=i[1],t[e+2]=i[2],t[e+3]=i[3],t[e+4]=i[4],t[e+5]=i[5],t[e+6]=i[6],t[e+7]=i[7],t[e+8]=i[8],t[e+9]=i[9],t[e+10]=i[10],t[e+11]=i[11],t[e+12]=i[12],t[e+13]=i[13],t[e+14]=i[14],t[e+15]=i[15],t}}const _v1$5=new Vector3,_m1$4=new Matrix4,_zero=new Vector3(0,0,0),_one=new Vector3(1,1,1),_x=new Vector3,_y=new Vector3,_z=new Vector3,_matrix$2=new Matrix4,_quaternion$3=new Quaternion;class Euler{constructor(t=0,e=0,i=0,r=Euler.DEFAULT_ORDER){this.isEuler=!0,this._x=t,this._y=e,this._z=i,this._order=r}get x(){return this._x}set x(t){this._x=t,this._onChangeCallback()}get y(){return this._y}set y(t){this._y=t,this._onChangeCallback()}get z(){return this._z}set z(t){this._z=t,this._onChangeCallback()}get order(){return this._order}set order(t){this._order=t,this._onChangeCallback()}set(t,e,i,r=this._order){return this._x=t,this._y=e,this._z=i,this._order=r,this._onChangeCallback(),this}clone(){return new this.constructor(this._x,this._y,this._z,this._order)}copy(t){return this._x=t._x,this._y=t._y,this._z=t._z,this._order=t._order,this._onChangeCallback(),this}setFromRotationMatrix(t,e=this._order,i=!0){const r=t.elements,n=r[0],a=r[4],s=r[8],o=r[1],l=r[5],c=r[9],h=r[2],u=r[6],d=r[10];switch(e){case"XYZ":this._y=Math.asin(clamp$1(s,-1,1)),Math.abs(s)<.9999999?(this._x=Math.atan2(-c,d),this._z=Math.atan2(-a,n)):(this._x=Math.atan2(u,l),this._z=0);break;case"YXZ":this._x=Math.asin(-clamp$1(c,-1,1)),Math.abs(c)<.9999999?(this._y=Math.atan2(s,d),this._z=Math.atan2(o,l)):(this._y=Math.atan2(-h,n),this._z=0);break;case"ZXY":this._x=Math.asin(clamp$1(u,-1,1)),Math.abs(u)<.9999999?(this._y=Math.atan2(-h,d),this._z=Math.atan2(-a,l)):(this._y=0,this._z=Math.atan2(o,n));break;case"ZYX":this._y=Math.asin(-clamp$1(h,-1,1)),Math.abs(h)<.9999999?(this._x=Math.atan2(u,d),this._z=Math.atan2(o,n)):(this._x=0,this._z=Math.atan2(-a,l));break;case"YZX":this._z=Math.asin(clamp$1(o,-1,1)),Math.abs(o)<.9999999?(this._x=Math.atan2(-c,l),this._y=Math.atan2(-h,n)):(this._x=0,this._y=Math.atan2(s,d));break;case"XZY":this._z=Math.asin(-clamp$1(a,-1,1)),Math.abs(a)<.9999999?(this._x=Math.atan2(u,l),this._y=Math.atan2(s,n)):(this._x=Math.atan2(-c,d),this._y=0);break;default:console.warn("THREE.Euler: .setFromRotationMatrix() encountered an unknown order: "+e)}return this._order=e,!0===i&&this._onChangeCallback(),this}setFromQuaternion(t,e,i){return _matrix$2.makeRotationFromQuaternion(t),this.setFromRotationMatrix(_matrix$2,e,i)}setFromVector3(t,e=this._order){return this.set(t.x,t.y,t.z,e)}reorder(t){return _quaternion$3.setFromEuler(this),this.setFromQuaternion(_quaternion$3,t)}equals(t){return t._x===this._x&&t._y===this._y&&t._z===this._z&&t._order===this._order}fromArray(t){return this._x=t[0],this._y=t[1],this._z=t[2],void 0!==t[3]&&(this._order=t[3]),this._onChangeCallback(),this}toArray(t=[],e=0){return t[e]=this._x,t[e+1]=this._y,t[e+2]=this._z,t[e+3]=this._order,t}_onChange(t){return this._onChangeCallback=t,this}_onChangeCallback(){}*[Symbol.iterator](){yield this._x,yield this._y,yield this._z,yield this._order}}Euler.DEFAULT_ORDER="XYZ";class Layers{constructor(){this.mask=1}set(t){this.mask=1<>>0}enable(t){this.mask|=1<1){for(let t=0;t1){for(let t=0;t0&&(r.userData=this.userData),r.layers=this.layers.mask,r.matrix=this.matrix.toArray(),r.up=this.up.toArray(),!1===this.matrixAutoUpdate&&(r.matrixAutoUpdate=!1),this.isInstancedMesh&&(r.type="InstancedMesh",r.count=this.count,r.instanceMatrix=this.instanceMatrix.toJSON(),null!==this.instanceColor&&(r.instanceColor=this.instanceColor.toJSON())),this.isBatchedMesh&&(r.type="BatchedMesh",r.perObjectFrustumCulled=this.perObjectFrustumCulled,r.sortObjects=this.sortObjects,r.drawRanges=this._drawRanges,r.reservedRanges=this._reservedRanges,r.visibility=this._visibility,r.active=this._active,r.bounds=this._bounds.map((t=>({boxInitialized:t.boxInitialized,boxMin:t.box.min.toArray(),boxMax:t.box.max.toArray(),sphereInitialized:t.sphereInitialized,sphereRadius:t.sphere.radius,sphereCenter:t.sphere.center.toArray()}))),r.maxInstanceCount=this._maxInstanceCount,r.maxVertexCount=this._maxVertexCount,r.maxIndexCount=this._maxIndexCount,r.geometryInitialized=this._geometryInitialized,r.geometryCount=this._geometryCount,r.matricesTexture=this._matricesTexture.toJSON(t),null!==this._colorsTexture&&(r.colorsTexture=this._colorsTexture.toJSON(t)),null!==this.boundingSphere&&(r.boundingSphere={center:r.boundingSphere.center.toArray(),radius:r.boundingSphere.radius}),null!==this.boundingBox&&(r.boundingBox={min:r.boundingBox.min.toArray(),max:r.boundingBox.max.toArray()})),this.isScene)this.background&&(this.background.isColor?r.background=this.background.toJSON():this.background.isTexture&&(r.background=this.background.toJSON(t).uuid)),this.environment&&this.environment.isTexture&&!0!==this.environment.isRenderTargetTexture&&(r.environment=this.environment.toJSON(t).uuid);else if(this.isMesh||this.isLine||this.isPoints){r.geometry=n(t.geometries,this.geometry);const e=this.geometry.parameters;if(void 0!==e&&void 0!==e.shapes){const i=e.shapes;if(Array.isArray(i))for(let e=0,r=i.length;e0){r.children=[];for(let e=0;e0){r.animations=[];for(let e=0;e0&&(i.geometries=e),r.length>0&&(i.materials=r),n.length>0&&(i.textures=n),s.length>0&&(i.images=s),o.length>0&&(i.shapes=o),l.length>0&&(i.skeletons=l),c.length>0&&(i.animations=c),h.length>0&&(i.nodes=h)}return i.object=r,i;function a(t){const e=[];for(const i in t){const r=t[i];delete r.metadata,e.push(r)}return e}}clone(t){return(new this.constructor).copy(this,t)}copy(t,e=!0){if(this.name=t.name,this.up.copy(t.up),this.position.copy(t.position),this.rotation.order=t.rotation.order,this.quaternion.copy(t.quaternion),this.scale.copy(t.scale),this.matrix.copy(t.matrix),this.matrixWorld.copy(t.matrixWorld),this.matrixAutoUpdate=t.matrixAutoUpdate,this.matrixWorldAutoUpdate=t.matrixWorldAutoUpdate,this.matrixWorldNeedsUpdate=t.matrixWorldNeedsUpdate,this.layers.mask=t.layers.mask,this.visible=t.visible,this.castShadow=t.castShadow,this.receiveShadow=t.receiveShadow,this.frustumCulled=t.frustumCulled,this.renderOrder=t.renderOrder,this.animations=t.animations.slice(),this.userData=JSON.parse(JSON.stringify(t.userData)),!0===e)for(let i=0;i0?r.multiplyScalar(1/Math.sqrt(n)):r.set(0,0,0)}static getBarycoord(t,e,i,r,n){_v0$1.subVectors(r,e),_v1$3.subVectors(i,e),_v2$2.subVectors(t,e);const a=_v0$1.dot(_v0$1),s=_v0$1.dot(_v1$3),o=_v0$1.dot(_v2$2),l=_v1$3.dot(_v1$3),c=_v1$3.dot(_v2$2),h=a*l-s*s;if(0===h)return n.set(0,0,0),null;const u=1/h,d=(l*o-s*c)*u,p=(a*c-s*o)*u;return n.set(1-d-p,p,d)}static containsPoint(t,e,i,r){return null!==this.getBarycoord(t,e,i,r,_v3$2)&&(_v3$2.x>=0&&_v3$2.y>=0&&_v3$2.x+_v3$2.y<=1)}static getInterpolation(t,e,i,r,n,a,s,o){return null===this.getBarycoord(t,e,i,r,_v3$2)?(o.x=0,o.y=0,"z"in o&&(o.z=0),"w"in o&&(o.w=0),null):(o.setScalar(0),o.addScaledVector(n,_v3$2.x),o.addScaledVector(a,_v3$2.y),o.addScaledVector(s,_v3$2.z),o)}static isFrontFacing(t,e,i,r){return _v0$1.subVectors(i,e),_v1$3.subVectors(t,e),_v0$1.cross(_v1$3).dot(r)<0}set(t,e,i){return this.a.copy(t),this.b.copy(e),this.c.copy(i),this}setFromPointsAndIndices(t,e,i,r){return this.a.copy(t[e]),this.b.copy(t[i]),this.c.copy(t[r]),this}setFromAttributeAndIndices(t,e,i,r){return this.a.fromBufferAttribute(t,e),this.b.fromBufferAttribute(t,i),this.c.fromBufferAttribute(t,r),this}clone(){return(new this.constructor).copy(this)}copy(t){return this.a.copy(t.a),this.b.copy(t.b),this.c.copy(t.c),this}getArea(){return _v0$1.subVectors(this.c,this.b),_v1$3.subVectors(this.a,this.b),.5*_v0$1.cross(_v1$3).length()}getMidpoint(t){return t.addVectors(this.a,this.b).add(this.c).multiplyScalar(1/3)}getNormal(t){return Triangle.getNormal(this.a,this.b,this.c,t)}getPlane(t){return t.setFromCoplanarPoints(this.a,this.b,this.c)}getBarycoord(t,e){return Triangle.getBarycoord(t,this.a,this.b,this.c,e)}getInterpolation(t,e,i,r,n){return Triangle.getInterpolation(t,this.a,this.b,this.c,e,i,r,n)}containsPoint(t){return Triangle.containsPoint(t,this.a,this.b,this.c)}isFrontFacing(t){return Triangle.isFrontFacing(this.a,this.b,this.c,t)}intersectsBox(t){return t.intersectsTriangle(this)}closestPointToPoint(t,e){const i=this.a,r=this.b,n=this.c;let a,s;_vab.subVectors(r,i),_vac.subVectors(n,i),_vap.subVectors(t,i);const o=_vab.dot(_vap),l=_vac.dot(_vap);if(o<=0&&l<=0)return e.copy(i);_vbp.subVectors(t,r);const c=_vab.dot(_vbp),h=_vac.dot(_vbp);if(c>=0&&h<=c)return e.copy(r);const u=o*h-c*l;if(u<=0&&o>=0&&c<=0)return a=o/(o-c),e.copy(i).addScaledVector(_vab,a);_vcp.subVectors(t,n);const d=_vab.dot(_vcp),p=_vac.dot(_vcp);if(p>=0&&d<=p)return e.copy(n);const m=d*l-o*p;if(m<=0&&l>=0&&p<=0)return s=l/(l-p),e.copy(i).addScaledVector(_vac,s);const f=c*p-d*h;if(f<=0&&h-c>=0&&d-p>=0)return _vbc.subVectors(n,r),s=(h-c)/(h-c+(d-p)),e.copy(r).addScaledVector(_vbc,s);const g=1/(f+m+u);return a=m*g,s=u*g,e.copy(i).addScaledVector(_vab,a).addScaledVector(_vac,s)}equals(t){return t.a.equals(this.a)&&t.b.equals(this.b)&&t.c.equals(this.c)}}const _colorKeywords={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},_hslA={h:0,s:0,l:0},_hslB={h:0,s:0,l:0};function hue2rgb(t,e,i){return i<0&&(i+=1),i>1&&(i-=1),i<1/6?t+6*(e-t)*i:i<.5?e:i<2/3?t+6*(e-t)*(2/3-i):t}class Color{constructor(t,e,i){return this.isColor=!0,this.r=1,this.g=1,this.b=1,this.set(t,e,i)}set(t,e,i){if(void 0===e&&void 0===i){const e=t;e&&e.isColor?this.copy(e):"number"==typeof e?this.setHex(e):"string"==typeof e&&this.setStyle(e)}else this.setRGB(t,e,i);return this}setScalar(t){return this.r=t,this.g=t,this.b=t,this}setHex(t,e=SRGBColorSpace){return t=Math.floor(t),this.r=(t>>16&255)/255,this.g=(t>>8&255)/255,this.b=(255&t)/255,ColorManagement.toWorkingColorSpace(this,e),this}setRGB(t,e,i,r=ColorManagement.workingColorSpace){return this.r=t,this.g=e,this.b=i,ColorManagement.toWorkingColorSpace(this,r),this}setHSL(t,e,i,r=ColorManagement.workingColorSpace){if(t=euclideanModulo(t,1),e=clamp$1(e,0,1),i=clamp$1(i,0,1),0===e)this.r=this.g=this.b=i;else{const r=i<=.5?i*(1+e):i+e-i*e,n=2*i-r;this.r=hue2rgb(n,r,t+1/3),this.g=hue2rgb(n,r,t),this.b=hue2rgb(n,r,t-1/3)}return ColorManagement.toWorkingColorSpace(this,r),this}setStyle(t,e=SRGBColorSpace){function i(e){void 0!==e&&parseFloat(e)<1&&console.warn("THREE.Color: Alpha component of "+t+" will be ignored.")}let r;if(r=/^(\w+)\(([^\)]*)\)/.exec(t)){let n;const a=r[1],s=r[2];switch(a){case"rgb":case"rgba":if(n=/^\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*(?:,\s*(\d*\.?\d+)\s*)?$/.exec(s))return i(n[4]),this.setRGB(Math.min(255,parseInt(n[1],10))/255,Math.min(255,parseInt(n[2],10))/255,Math.min(255,parseInt(n[3],10))/255,e);if(n=/^\s*(\d+)\%\s*,\s*(\d+)\%\s*,\s*(\d+)\%\s*(?:,\s*(\d*\.?\d+)\s*)?$/.exec(s))return i(n[4]),this.setRGB(Math.min(100,parseInt(n[1],10))/100,Math.min(100,parseInt(n[2],10))/100,Math.min(100,parseInt(n[3],10))/100,e);break;case"hsl":case"hsla":if(n=/^\s*(\d*\.?\d+)\s*,\s*(\d*\.?\d+)\%\s*,\s*(\d*\.?\d+)\%\s*(?:,\s*(\d*\.?\d+)\s*)?$/.exec(s))return i(n[4]),this.setHSL(parseFloat(n[1])/360,parseFloat(n[2])/100,parseFloat(n[3])/100,e);break;default:console.warn("THREE.Color: Unknown color model "+t)}}else if(r=/^\#([A-Fa-f\d]+)$/.exec(t)){const i=r[1],n=i.length;if(3===n)return this.setRGB(parseInt(i.charAt(0),16)/15,parseInt(i.charAt(1),16)/15,parseInt(i.charAt(2),16)/15,e);if(6===n)return this.setHex(parseInt(i,16),e);console.warn("THREE.Color: Invalid hex color "+t)}else if(t&&t.length>0)return this.setColorName(t,e);return this}setColorName(t,e=SRGBColorSpace){const i=_colorKeywords[t.toLowerCase()];return void 0!==i?this.setHex(i,e):console.warn("THREE.Color: Unknown color "+t),this}clone(){return new this.constructor(this.r,this.g,this.b)}copy(t){return this.r=t.r,this.g=t.g,this.b=t.b,this}copySRGBToLinear(t){return this.r=SRGBToLinear(t.r),this.g=SRGBToLinear(t.g),this.b=SRGBToLinear(t.b),this}copyLinearToSRGB(t){return this.r=LinearToSRGB(t.r),this.g=LinearToSRGB(t.g),this.b=LinearToSRGB(t.b),this}convertSRGBToLinear(){return this.copySRGBToLinear(this),this}convertLinearToSRGB(){return this.copyLinearToSRGB(this),this}getHex(t=SRGBColorSpace){return ColorManagement.fromWorkingColorSpace(_color.copy(this),t),65536*Math.round(clamp$1(255*_color.r,0,255))+256*Math.round(clamp$1(255*_color.g,0,255))+Math.round(clamp$1(255*_color.b,0,255))}getHexString(t=SRGBColorSpace){return("000000"+this.getHex(t).toString(16)).slice(-6)}getHSL(t,e=ColorManagement.workingColorSpace){ColorManagement.fromWorkingColorSpace(_color.copy(this),e);const i=_color.r,r=_color.g,n=_color.b,a=Math.max(i,r,n),s=Math.min(i,r,n);let o,l;const c=(s+a)/2;if(s===a)o=0,l=0;else{const t=a-s;switch(l=c<=.5?t/(a+s):t/(2-a-s),a){case i:o=(r-n)/t+(r0!=t>0&&this.version++,this._alphaTest=t}onBeforeCompile(){}customProgramCacheKey(){return this.onBeforeCompile.toString()}setValues(t){if(void 0!==t)for(const e in t){const i=t[e];if(void 0===i){console.warn(`THREE.Material: parameter '${e}' has value of undefined.`);continue}const r=this[e];void 0!==r?r&&r.isColor?r.set(i):r&&r.isVector3&&i&&i.isVector3?r.copy(i):this[e]=i:console.warn(`THREE.Material: '${e}' is not a property of THREE.${this.type}.`)}}toJSON(t){const e=void 0===t||"string"==typeof t;e&&(t={textures:{},images:{}});const i={metadata:{version:4.6,type:"Material",generator:"Material.toJSON"}};function r(t){const e=[];for(const i in t){const r=t[i];delete r.metadata,e.push(r)}return e}if(i.uuid=this.uuid,i.type=this.type,""!==this.name&&(i.name=this.name),this.color&&this.color.isColor&&(i.color=this.color.getHex()),void 0!==this.roughness&&(i.roughness=this.roughness),void 0!==this.metalness&&(i.metalness=this.metalness),void 0!==this.sheen&&(i.sheen=this.sheen),this.sheenColor&&this.sheenColor.isColor&&(i.sheenColor=this.sheenColor.getHex()),void 0!==this.sheenRoughness&&(i.sheenRoughness=this.sheenRoughness),this.emissive&&this.emissive.isColor&&(i.emissive=this.emissive.getHex()),void 0!==this.emissiveIntensity&&1!==this.emissiveIntensity&&(i.emissiveIntensity=this.emissiveIntensity),this.specular&&this.specular.isColor&&(i.specular=this.specular.getHex()),void 0!==this.specularIntensity&&(i.specularIntensity=this.specularIntensity),this.specularColor&&this.specularColor.isColor&&(i.specularColor=this.specularColor.getHex()),void 0!==this.shininess&&(i.shininess=this.shininess),void 0!==this.clearcoat&&(i.clearcoat=this.clearcoat),void 0!==this.clearcoatRoughness&&(i.clearcoatRoughness=this.clearcoatRoughness),this.clearcoatMap&&this.clearcoatMap.isTexture&&(i.clearcoatMap=this.clearcoatMap.toJSON(t).uuid),this.clearcoatRoughnessMap&&this.clearcoatRoughnessMap.isTexture&&(i.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(t).uuid),this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(i.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(t).uuid,i.clearcoatNormalScale=this.clearcoatNormalScale.toArray()),void 0!==this.dispersion&&(i.dispersion=this.dispersion),void 0!==this.iridescence&&(i.iridescence=this.iridescence),void 0!==this.iridescenceIOR&&(i.iridescenceIOR=this.iridescenceIOR),void 0!==this.iridescenceThicknessRange&&(i.iridescenceThicknessRange=this.iridescenceThicknessRange),this.iridescenceMap&&this.iridescenceMap.isTexture&&(i.iridescenceMap=this.iridescenceMap.toJSON(t).uuid),this.iridescenceThicknessMap&&this.iridescenceThicknessMap.isTexture&&(i.iridescenceThicknessMap=this.iridescenceThicknessMap.toJSON(t).uuid),void 0!==this.anisotropy&&(i.anisotropy=this.anisotropy),void 0!==this.anisotropyRotation&&(i.anisotropyRotation=this.anisotropyRotation),this.anisotropyMap&&this.anisotropyMap.isTexture&&(i.anisotropyMap=this.anisotropyMap.toJSON(t).uuid),this.map&&this.map.isTexture&&(i.map=this.map.toJSON(t).uuid),this.matcap&&this.matcap.isTexture&&(i.matcap=this.matcap.toJSON(t).uuid),this.alphaMap&&this.alphaMap.isTexture&&(i.alphaMap=this.alphaMap.toJSON(t).uuid),this.lightMap&&this.lightMap.isTexture&&(i.lightMap=this.lightMap.toJSON(t).uuid,i.lightMapIntensity=this.lightMapIntensity),this.aoMap&&this.aoMap.isTexture&&(i.aoMap=this.aoMap.toJSON(t).uuid,i.aoMapIntensity=this.aoMapIntensity),this.bumpMap&&this.bumpMap.isTexture&&(i.bumpMap=this.bumpMap.toJSON(t).uuid,i.bumpScale=this.bumpScale),this.normalMap&&this.normalMap.isTexture&&(i.normalMap=this.normalMap.toJSON(t).uuid,i.normalMapType=this.normalMapType,i.normalScale=this.normalScale.toArray()),this.displacementMap&&this.displacementMap.isTexture&&(i.displacementMap=this.displacementMap.toJSON(t).uuid,i.displacementScale=this.displacementScale,i.displacementBias=this.displacementBias),this.roughnessMap&&this.roughnessMap.isTexture&&(i.roughnessMap=this.roughnessMap.toJSON(t).uuid),this.metalnessMap&&this.metalnessMap.isTexture&&(i.metalnessMap=this.metalnessMap.toJSON(t).uuid),this.emissiveMap&&this.emissiveMap.isTexture&&(i.emissiveMap=this.emissiveMap.toJSON(t).uuid),this.specularMap&&this.specularMap.isTexture&&(i.specularMap=this.specularMap.toJSON(t).uuid),this.specularIntensityMap&&this.specularIntensityMap.isTexture&&(i.specularIntensityMap=this.specularIntensityMap.toJSON(t).uuid),this.specularColorMap&&this.specularColorMap.isTexture&&(i.specularColorMap=this.specularColorMap.toJSON(t).uuid),this.envMap&&this.envMap.isTexture&&(i.envMap=this.envMap.toJSON(t).uuid,void 0!==this.combine&&(i.combine=this.combine)),void 0!==this.envMapRotation&&(i.envMapRotation=this.envMapRotation.toArray()),void 0!==this.envMapIntensity&&(i.envMapIntensity=this.envMapIntensity),void 0!==this.reflectivity&&(i.reflectivity=this.reflectivity),void 0!==this.refractionRatio&&(i.refractionRatio=this.refractionRatio),this.gradientMap&&this.gradientMap.isTexture&&(i.gradientMap=this.gradientMap.toJSON(t).uuid),void 0!==this.transmission&&(i.transmission=this.transmission),this.transmissionMap&&this.transmissionMap.isTexture&&(i.transmissionMap=this.transmissionMap.toJSON(t).uuid),void 0!==this.thickness&&(i.thickness=this.thickness),this.thicknessMap&&this.thicknessMap.isTexture&&(i.thicknessMap=this.thicknessMap.toJSON(t).uuid),void 0!==this.attenuationDistance&&this.attenuationDistance!==1/0&&(i.attenuationDistance=this.attenuationDistance),void 0!==this.attenuationColor&&(i.attenuationColor=this.attenuationColor.getHex()),void 0!==this.size&&(i.size=this.size),null!==this.shadowSide&&(i.shadowSide=this.shadowSide),void 0!==this.sizeAttenuation&&(i.sizeAttenuation=this.sizeAttenuation),this.blending!==NormalBlending&&(i.blending=this.blending),this.side!==FrontSide&&(i.side=this.side),!0===this.vertexColors&&(i.vertexColors=!0),this.opacity<1&&(i.opacity=this.opacity),!0===this.transparent&&(i.transparent=!0),this.blendSrc!==SrcAlphaFactor&&(i.blendSrc=this.blendSrc),this.blendDst!==OneMinusSrcAlphaFactor&&(i.blendDst=this.blendDst),this.blendEquation!==AddEquation&&(i.blendEquation=this.blendEquation),null!==this.blendSrcAlpha&&(i.blendSrcAlpha=this.blendSrcAlpha),null!==this.blendDstAlpha&&(i.blendDstAlpha=this.blendDstAlpha),null!==this.blendEquationAlpha&&(i.blendEquationAlpha=this.blendEquationAlpha),this.blendColor&&this.blendColor.isColor&&(i.blendColor=this.blendColor.getHex()),0!==this.blendAlpha&&(i.blendAlpha=this.blendAlpha),this.depthFunc!==LessEqualDepth&&(i.depthFunc=this.depthFunc),!1===this.depthTest&&(i.depthTest=this.depthTest),!1===this.depthWrite&&(i.depthWrite=this.depthWrite),!1===this.colorWrite&&(i.colorWrite=this.colorWrite),255!==this.stencilWriteMask&&(i.stencilWriteMask=this.stencilWriteMask),this.stencilFunc!==AlwaysStencilFunc&&(i.stencilFunc=this.stencilFunc),0!==this.stencilRef&&(i.stencilRef=this.stencilRef),255!==this.stencilFuncMask&&(i.stencilFuncMask=this.stencilFuncMask),this.stencilFail!==KeepStencilOp&&(i.stencilFail=this.stencilFail),this.stencilZFail!==KeepStencilOp&&(i.stencilZFail=this.stencilZFail),this.stencilZPass!==KeepStencilOp&&(i.stencilZPass=this.stencilZPass),!0===this.stencilWrite&&(i.stencilWrite=this.stencilWrite),void 0!==this.rotation&&0!==this.rotation&&(i.rotation=this.rotation),!0===this.polygonOffset&&(i.polygonOffset=!0),0!==this.polygonOffsetFactor&&(i.polygonOffsetFactor=this.polygonOffsetFactor),0!==this.polygonOffsetUnits&&(i.polygonOffsetUnits=this.polygonOffsetUnits),void 0!==this.linewidth&&1!==this.linewidth&&(i.linewidth=this.linewidth),void 0!==this.dashSize&&(i.dashSize=this.dashSize),void 0!==this.gapSize&&(i.gapSize=this.gapSize),void 0!==this.scale&&(i.scale=this.scale),!0===this.dithering&&(i.dithering=!0),this.alphaTest>0&&(i.alphaTest=this.alphaTest),!0===this.alphaHash&&(i.alphaHash=!0),!0===this.alphaToCoverage&&(i.alphaToCoverage=!0),!0===this.premultipliedAlpha&&(i.premultipliedAlpha=!0),!0===this.forceSinglePass&&(i.forceSinglePass=!0),!0===this.wireframe&&(i.wireframe=!0),this.wireframeLinewidth>1&&(i.wireframeLinewidth=this.wireframeLinewidth),"round"!==this.wireframeLinecap&&(i.wireframeLinecap=this.wireframeLinecap),"round"!==this.wireframeLinejoin&&(i.wireframeLinejoin=this.wireframeLinejoin),!0===this.flatShading&&(i.flatShading=!0),!1===this.visible&&(i.visible=!1),!1===this.toneMapped&&(i.toneMapped=!1),!1===this.fog&&(i.fog=!1),Object.keys(this.userData).length>0&&(i.userData=this.userData),e){const e=r(t.textures),n=r(t.images);e.length>0&&(i.textures=e),n.length>0&&(i.images=n)}return i}clone(){return(new this.constructor).copy(this)}copy(t){this.name=t.name,this.blending=t.blending,this.side=t.side,this.vertexColors=t.vertexColors,this.opacity=t.opacity,this.transparent=t.transparent,this.blendSrc=t.blendSrc,this.blendDst=t.blendDst,this.blendEquation=t.blendEquation,this.blendSrcAlpha=t.blendSrcAlpha,this.blendDstAlpha=t.blendDstAlpha,this.blendEquationAlpha=t.blendEquationAlpha,this.blendColor.copy(t.blendColor),this.blendAlpha=t.blendAlpha,this.depthFunc=t.depthFunc,this.depthTest=t.depthTest,this.depthWrite=t.depthWrite,this.stencilWriteMask=t.stencilWriteMask,this.stencilFunc=t.stencilFunc,this.stencilRef=t.stencilRef,this.stencilFuncMask=t.stencilFuncMask,this.stencilFail=t.stencilFail,this.stencilZFail=t.stencilZFail,this.stencilZPass=t.stencilZPass,this.stencilWrite=t.stencilWrite;const e=t.clippingPlanes;let i=null;if(null!==e){const t=e.length;i=new Array(t);for(let r=0;r!==t;++r)i[r]=e[r].clone()}return this.clippingPlanes=i,this.clipIntersection=t.clipIntersection,this.clipShadows=t.clipShadows,this.shadowSide=t.shadowSide,this.colorWrite=t.colorWrite,this.precision=t.precision,this.polygonOffset=t.polygonOffset,this.polygonOffsetFactor=t.polygonOffsetFactor,this.polygonOffsetUnits=t.polygonOffsetUnits,this.dithering=t.dithering,this.alphaTest=t.alphaTest,this.alphaHash=t.alphaHash,this.alphaToCoverage=t.alphaToCoverage,this.premultipliedAlpha=t.premultipliedAlpha,this.forceSinglePass=t.forceSinglePass,this.visible=t.visible,this.toneMapped=t.toneMapped,this.userData=JSON.parse(JSON.stringify(t.userData)),this}dispose(){this.dispatchEvent({type:"dispose"})}set needsUpdate(t){!0===t&&this.version++}onBuild(){console.warn("Material: onBuild() has been removed.")}onBeforeRender(){console.warn("Material: onBeforeRender() has been removed.")}}class MeshBasicMaterial extends Material{constructor(t){super(),this.isMeshBasicMaterial=!0,this.type="MeshBasicMaterial",this.color=new Color(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 Euler,this.combine=MultiplyOperation,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.fog=!0,this.setValues(t)}copy(t){return super.copy(t),this.color.copy(t.color),this.map=t.map,this.lightMap=t.lightMap,this.lightMapIntensity=t.lightMapIntensity,this.aoMap=t.aoMap,this.aoMapIntensity=t.aoMapIntensity,this.specularMap=t.specularMap,this.alphaMap=t.alphaMap,this.envMap=t.envMap,this.envMapRotation.copy(t.envMapRotation),this.combine=t.combine,this.reflectivity=t.reflectivity,this.refractionRatio=t.refractionRatio,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this.wireframeLinecap=t.wireframeLinecap,this.wireframeLinejoin=t.wireframeLinejoin,this.fog=t.fog,this}}const _tables=_generateTables();function _generateTables(){const t=new ArrayBuffer(4),e=new Float32Array(t),i=new Uint32Array(t),r=new Uint32Array(512),n=new Uint32Array(512);for(let l=0;l<256;++l){const t=l-127;t<-27?(r[l]=0,r[256|l]=32768,n[l]=24,n[256|l]=24):t<-14?(r[l]=1024>>-t-14,r[256|l]=1024>>-t-14|32768,n[l]=-t-1,n[256|l]=-t-1):t<=15?(r[l]=t+15<<10,r[256|l]=t+15<<10|32768,n[l]=13,n[256|l]=13):t<128?(r[l]=31744,r[256|l]=64512,n[l]=24,n[256|l]=24):(r[l]=31744,r[256|l]=64512,n[l]=13,n[256|l]=13)}const a=new Uint32Array(2048),s=new Uint32Array(64),o=new Uint32Array(64);for(let l=1;l<1024;++l){let t=l<<13,e=0;for(;!(8388608&t);)t<<=1,e-=8388608;t&=-8388609,e+=947912704,a[l]=t|e}for(let l=1024;l<2048;++l)a[l]=939524096+(l-1024<<13);for(let l=1;l<31;++l)s[l]=l<<23;s[31]=1199570944,s[32]=2147483648;for(let l=33;l<63;++l)s[l]=2147483648+(l-32<<23);s[63]=3347054592;for(let l=1;l<64;++l)32!==l&&(o[l]=1024);return{floatView:e,uint32View:i,baseTable:r,shiftTable:n,mantissaTable:a,exponentTable:s,offsetTable:o}}function toHalfFloat(t){Math.abs(t)>65504&&console.warn("THREE.DataUtils.toHalfFloat(): Value out of range."),t=clamp$1(t,-65504,65504),_tables.floatView[0]=t;const e=_tables.uint32View[0],i=e>>23&511;return _tables.baseTable[i]+((8388607&e)>>_tables.shiftTable[i])}function fromHalfFloat(t){const e=t>>10;return _tables.uint32View[0]=_tables.mantissaTable[_tables.offsetTable[e]+(1023&t)]+_tables.exponentTable[e],_tables.floatView[0]}const DataUtils={toHalfFloat,fromHalfFloat},_vector$9=new Vector3,_vector2$1=new Vector2;class BufferAttribute{constructor(t,e,i=!1){if(Array.isArray(t))throw new TypeError("THREE.BufferAttribute: array should be a Typed Array.");this.isBufferAttribute=!0,this.name="",this.array=t,this.itemSize=e,this.count=void 0!==t?t.length/e:0,this.normalized=i,this.usage=StaticDrawUsage,this._updateRange={offset:0,count:-1},this.updateRanges=[],this.gpuType=FloatType,this.version=0}onUploadCallback(){}set needsUpdate(t){!0===t&&this.version++}get updateRange(){return warnOnce("THREE.BufferAttribute: updateRange() is deprecated and will be removed in r169. Use addUpdateRange() instead."),this._updateRange}setUsage(t){return this.usage=t,this}addUpdateRange(t,e){this.updateRanges.push({start:t,count:e})}clearUpdateRanges(){this.updateRanges.length=0}copy(t){return this.name=t.name,this.array=new t.array.constructor(t.array),this.itemSize=t.itemSize,this.count=t.count,this.normalized=t.normalized,this.usage=t.usage,this.gpuType=t.gpuType,this}copyAt(t,e,i){t*=this.itemSize,i*=e.itemSize;for(let r=0,n=this.itemSize;r0&&(t.userData=this.userData),void 0!==this.parameters){const e=this.parameters;for(const i in e)void 0!==e[i]&&(t[i]=e[i]);return t}t.data={attributes:{}};const e=this.index;null!==e&&(t.data.index={type:e.array.constructor.name,array:Array.prototype.slice.call(e.array)});const i=this.attributes;for(const o in i){const e=i[o];t.data.attributes[o]=e.toJSON(t.data)}const r={};let n=!1;for(const o in this.morphAttributes){const e=this.morphAttributes[o],i=[];for(let r=0,n=e.length;r0&&(r[o]=i,n=!0)}n&&(t.data.morphAttributes=r,t.data.morphTargetsRelative=this.morphTargetsRelative);const a=this.groups;a.length>0&&(t.data.groups=JSON.parse(JSON.stringify(a)));const s=this.boundingSphere;return null!==s&&(t.data.boundingSphere={center:s.center.toArray(),radius:s.radius}),t}clone(){return(new this.constructor).copy(this)}copy(t){this.index=null,this.attributes={},this.morphAttributes={},this.groups=[],this.boundingBox=null,this.boundingSphere=null;const e={};this.name=t.name;const i=t.index;null!==i&&this.setIndex(i.clone(e));const r=t.attributes;for(const l in r){const t=r[l];this.setAttribute(l,t.clone(e))}const n=t.morphAttributes;for(const l in n){const t=[],i=n[l];for(let r=0,n=i.length;r0){const i=t[e[0]];if(void 0!==i){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let t=0,e=i.length;t(t.far-t.near)**2)return}_inverseMatrix$3.copy(n).invert(),_ray$3.copy(t.ray).applyMatrix4(_inverseMatrix$3),null!==i.boundingBox&&!1===_ray$3.intersectsBox(i.boundingBox)||this._computeIntersections(t,e,_ray$3)}}_computeIntersections(t,e,i){let r;const n=this.geometry,a=this.material,s=n.index,o=n.attributes.position,l=n.attributes.uv,c=n.attributes.uv1,h=n.attributes.normal,u=n.groups,d=n.drawRange;if(null!==s)if(Array.isArray(a))for(let p=0,m=u.length;pi.far?null:{distance:c,point:_intersectionPointWorld.clone(),object:t}}function checkGeometryIntersection(t,e,i,r,n,a,s,o,l,c){t.getVertexPosition(o,_vA$1),t.getVertexPosition(l,_vB$1),t.getVertexPosition(c,_vC$1);const h=checkIntersection$1(t,e,i,r,_vA$1,_vB$1,_vC$1,_intersectionPoint);if(h){n&&(_uvA$1.fromBufferAttribute(n,o),_uvB$1.fromBufferAttribute(n,l),_uvC$1.fromBufferAttribute(n,c),h.uv=Triangle.getInterpolation(_intersectionPoint,_vA$1,_vB$1,_vC$1,_uvA$1,_uvB$1,_uvC$1,new Vector2)),a&&(_uvA$1.fromBufferAttribute(a,o),_uvB$1.fromBufferAttribute(a,l),_uvC$1.fromBufferAttribute(a,c),h.uv1=Triangle.getInterpolation(_intersectionPoint,_vA$1,_vB$1,_vC$1,_uvA$1,_uvB$1,_uvC$1,new Vector2)),s&&(_normalA.fromBufferAttribute(s,o),_normalB.fromBufferAttribute(s,l),_normalC.fromBufferAttribute(s,c),h.normal=Triangle.getInterpolation(_intersectionPoint,_vA$1,_vB$1,_vC$1,_normalA,_normalB,_normalC,new Vector3),h.normal.dot(r.direction)>0&&h.normal.multiplyScalar(-1));const t={a:o,b:l,c,normal:new Vector3,materialIndex:0};Triangle.getNormal(_vA$1,_vB$1,_vC$1,t.normal),h.face=t}return h}class BoxGeometry extends BufferGeometry{constructor(t=1,e=1,i=1,r=1,n=1,a=1){super(),this.type="BoxGeometry",this.parameters={width:t,height:e,depth:i,widthSegments:r,heightSegments:n,depthSegments:a};const s=this;r=Math.floor(r),n=Math.floor(n),a=Math.floor(a);const o=[],l=[],c=[],h=[];let u=0,d=0;function p(t,e,i,r,n,a,p,m,f,g,y){const A=a/f,v=p/g,S=a/2,x=p/2,b=m/2,T=f+1,M=g+1;let I=0,E=0;const w=new Vector3;for(let s=0;s0?1:-1,c.push(w.x,w.y,w.z),h.push(o/f),h.push(1-s/g),I+=1}}for(let s=0;s0&&(e.defines=this.defines),e.vertexShader=this.vertexShader,e.fragmentShader=this.fragmentShader,e.lights=this.lights,e.clipping=this.clipping;const i={};for(const r in this.extensions)!0===this.extensions[r]&&(i[r]=!0);return Object.keys(i).length>0&&(e.extensions=i),e}}class Camera extends Object3D{constructor(){super(),this.isCamera=!0,this.type="Camera",this.matrixWorldInverse=new Matrix4,this.projectionMatrix=new Matrix4,this.projectionMatrixInverse=new Matrix4,this.coordinateSystem=WebGLCoordinateSystem}copy(t,e){return super.copy(t,e),this.matrixWorldInverse.copy(t.matrixWorldInverse),this.projectionMatrix.copy(t.projectionMatrix),this.projectionMatrixInverse.copy(t.projectionMatrixInverse),this.coordinateSystem=t.coordinateSystem,this}getWorldDirection(t){return super.getWorldDirection(t).negate()}updateMatrixWorld(t){super.updateMatrixWorld(t),this.matrixWorldInverse.copy(this.matrixWorld).invert()}updateWorldMatrix(t,e){super.updateWorldMatrix(t,e),this.matrixWorldInverse.copy(this.matrixWorld).invert()}clone(){return(new this.constructor).copy(this)}}const _v3$1=new Vector3,_minTarget=new Vector2,_maxTarget=new Vector2;class PerspectiveCamera extends Camera{constructor(t=50,e=1,i=.1,r=2e3){super(),this.isPerspectiveCamera=!0,this.type="PerspectiveCamera",this.fov=t,this.zoom=1,this.near=i,this.far=r,this.focus=10,this.aspect=e,this.view=null,this.filmGauge=35,this.filmOffset=0,this.updateProjectionMatrix()}copy(t,e){return super.copy(t,e),this.fov=t.fov,this.zoom=t.zoom,this.near=t.near,this.far=t.far,this.focus=t.focus,this.aspect=t.aspect,this.view=null===t.view?null:Object.assign({},t.view),this.filmGauge=t.filmGauge,this.filmOffset=t.filmOffset,this}setFocalLength(t){const e=.5*this.getFilmHeight()/t;this.fov=2*RAD2DEG$2*Math.atan(e),this.updateProjectionMatrix()}getFocalLength(){const t=Math.tan(.5*DEG2RAD$2*this.fov);return.5*this.getFilmHeight()/t}getEffectiveFOV(){return 2*RAD2DEG$2*Math.atan(Math.tan(.5*DEG2RAD$2*this.fov)/this.zoom)}getFilmWidth(){return this.filmGauge*Math.min(this.aspect,1)}getFilmHeight(){return this.filmGauge/Math.max(this.aspect,1)}getViewBounds(t,e,i){_v3$1.set(-1,-1,.5).applyMatrix4(this.projectionMatrixInverse),e.set(_v3$1.x,_v3$1.y).multiplyScalar(-t/_v3$1.z),_v3$1.set(1,1,.5).applyMatrix4(this.projectionMatrixInverse),i.set(_v3$1.x,_v3$1.y).multiplyScalar(-t/_v3$1.z)}getViewSize(t,e){return this.getViewBounds(t,_minTarget,_maxTarget),e.subVectors(_maxTarget,_minTarget)}setViewOffset(t,e,i,r,n,a){this.aspect=t/e,null===this.view&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1}),this.view.enabled=!0,this.view.fullWidth=t,this.view.fullHeight=e,this.view.offsetX=i,this.view.offsetY=r,this.view.width=n,this.view.height=a,this.updateProjectionMatrix()}clearViewOffset(){null!==this.view&&(this.view.enabled=!1),this.updateProjectionMatrix()}updateProjectionMatrix(){const t=this.near;let e=t*Math.tan(.5*DEG2RAD$2*this.fov)/this.zoom,i=2*e,r=this.aspect*i,n=-.5*r;const a=this.view;if(null!==this.view&&this.view.enabled){const t=a.fullWidth,s=a.fullHeight;n+=a.offsetX*r/t,e-=a.offsetY*i/s,r*=a.width/t,i*=a.height/s}const s=this.filmOffset;0!==s&&(n+=t*s/this.getFilmWidth()),this.projectionMatrix.makePerspective(n,n+r,e,e-i,t,this.far,this.coordinateSystem),this.projectionMatrixInverse.copy(this.projectionMatrix).invert()}toJSON(t){const e=super.toJSON(t);return e.object.fov=this.fov,e.object.zoom=this.zoom,e.object.near=this.near,e.object.far=this.far,e.object.focus=this.focus,e.object.aspect=this.aspect,null!==this.view&&(e.object.view=Object.assign({},this.view)),e.object.filmGauge=this.filmGauge,e.object.filmOffset=this.filmOffset,e}}const fov=-90,aspect=1;class CubeCamera extends Object3D{constructor(t,e,i){super(),this.type="CubeCamera",this.renderTarget=i,this.coordinateSystem=null,this.activeMipmapLevel=0;const r=new PerspectiveCamera(fov,aspect,t,e);r.layers=this.layers,this.add(r);const n=new PerspectiveCamera(fov,aspect,t,e);n.layers=this.layers,this.add(n);const a=new PerspectiveCamera(fov,aspect,t,e);a.layers=this.layers,this.add(a);const s=new PerspectiveCamera(fov,aspect,t,e);s.layers=this.layers,this.add(s);const o=new PerspectiveCamera(fov,aspect,t,e);o.layers=this.layers,this.add(o);const l=new PerspectiveCamera(fov,aspect,t,e);l.layers=this.layers,this.add(l)}updateCoordinateSystem(){const t=this.coordinateSystem,e=this.children.concat(),[i,r,n,a,s,o]=e;for(const l of e)this.remove(l);if(t===WebGLCoordinateSystem)i.up.set(0,1,0),i.lookAt(1,0,0),r.up.set(0,1,0),r.lookAt(-1,0,0),n.up.set(0,0,-1),n.lookAt(0,1,0),a.up.set(0,0,1),a.lookAt(0,-1,0),s.up.set(0,1,0),s.lookAt(0,0,1),o.up.set(0,1,0),o.lookAt(0,0,-1);else{if(t!==WebGPUCoordinateSystem)throw new Error("THREE.CubeCamera.updateCoordinateSystem(): Invalid coordinate system: "+t);i.up.set(0,-1,0),i.lookAt(-1,0,0),r.up.set(0,-1,0),r.lookAt(1,0,0),n.up.set(0,0,1),n.lookAt(0,1,0),a.up.set(0,0,-1),a.lookAt(0,-1,0),s.up.set(0,-1,0),s.lookAt(0,0,1),o.up.set(0,-1,0),o.lookAt(0,0,-1)}for(const l of e)this.add(l),l.updateMatrixWorld()}update(t,e){null===this.parent&&this.updateMatrixWorld();const{renderTarget:i,activeMipmapLevel:r}=this;this.coordinateSystem!==t.coordinateSystem&&(this.coordinateSystem=t.coordinateSystem,this.updateCoordinateSystem());const[n,a,s,o,l,c]=this.children,h=t.getRenderTarget(),u=t.getActiveCubeFace(),d=t.getActiveMipmapLevel(),p=t.xr.enabled;t.xr.enabled=!1;const m=i.texture.generateMipmaps;i.texture.generateMipmaps=!1,t.setRenderTarget(i,0,r),t.render(e,n),t.setRenderTarget(i,1,r),t.render(e,a),t.setRenderTarget(i,2,r),t.render(e,s),t.setRenderTarget(i,3,r),t.render(e,o),t.setRenderTarget(i,4,r),t.render(e,l),i.texture.generateMipmaps=m,t.setRenderTarget(i,5,r),t.render(e,c),t.setRenderTarget(h,u,d),t.xr.enabled=p,i.texture.needsPMREMUpdate=!0}}class CubeTexture extends Texture{constructor(t,e,i,r,n,a,s,o,l,c){super(t=void 0!==t?t:[],e=void 0!==e?e:CubeReflectionMapping,i,r,n,a,s,o,l,c),this.isCubeTexture=!0,this.flipY=!1}get images(){return this.image}set images(t){this.image=t}}class WebGLCubeRenderTarget extends WebGLRenderTarget{constructor(t=1,e={}){super(t,t,e),this.isWebGLCubeRenderTarget=!0;const i={width:t,height:t,depth:1},r=[i,i,i,i,i,i];this.texture=new CubeTexture(r,e.mapping,e.wrapS,e.wrapT,e.magFilter,e.minFilter,e.format,e.type,e.anisotropy,e.colorSpace),this.texture.isRenderTargetTexture=!0,this.texture.generateMipmaps=void 0!==e.generateMipmaps&&e.generateMipmaps,this.texture.minFilter=void 0!==e.minFilter?e.minFilter:LinearFilter}fromEquirectangularTexture(t,e){this.texture.type=e.type,this.texture.colorSpace=e.colorSpace,this.texture.generateMipmaps=e.generateMipmaps,this.texture.minFilter=e.minFilter,this.texture.magFilter=e.magFilter;const i={uniforms:{tEquirect:{value:null}},vertexShader:"\n\n\t\t\t\tvarying vec3 vWorldDirection;\n\n\t\t\t\tvec3 transformDirection( in vec3 dir, in mat4 matrix ) {\n\n\t\t\t\t\treturn normalize( ( matrix * vec4( dir, 0.0 ) ).xyz );\n\n\t\t\t\t}\n\n\t\t\t\tvoid main() {\n\n\t\t\t\t\tvWorldDirection = transformDirection( position, modelMatrix );\n\n\t\t\t\t\t#include \n\t\t\t\t\t#include \n\n\t\t\t\t}\n\t\t\t",fragmentShader:"\n\n\t\t\t\tuniform sampler2D tEquirect;\n\n\t\t\t\tvarying vec3 vWorldDirection;\n\n\t\t\t\t#include \n\n\t\t\t\tvoid main() {\n\n\t\t\t\t\tvec3 direction = normalize( vWorldDirection );\n\n\t\t\t\t\tvec2 sampleUV = equirectUv( direction );\n\n\t\t\t\t\tgl_FragColor = texture2D( tEquirect, sampleUV );\n\n\t\t\t\t}\n\t\t\t"},r=new BoxGeometry(5,5,5),n=new ShaderMaterial({name:"CubemapFromEquirect",uniforms:cloneUniforms(i.uniforms),vertexShader:i.vertexShader,fragmentShader:i.fragmentShader,side:BackSide,blending:NoBlending});n.uniforms.tEquirect.value=e;const a=new Mesh(r,n),s=e.minFilter;e.minFilter===LinearMipmapLinearFilter&&(e.minFilter=LinearFilter);return new CubeCamera(1,10,this).update(t,a),e.minFilter=s,a.geometry.dispose(),a.material.dispose(),this}clear(t,e,i,r){const n=t.getRenderTarget();for(let a=0;a<6;a++)t.setRenderTarget(this,a),t.clear(e,i,r);t.setRenderTarget(n)}}const _vector1=new Vector3,_vector2=new Vector3,_normalMatrix=new Matrix3;class Plane{constructor(t=new Vector3(1,0,0),e=0){this.isPlane=!0,this.normal=t,this.constant=e}set(t,e){return this.normal.copy(t),this.constant=e,this}setComponents(t,e,i,r){return this.normal.set(t,e,i),this.constant=r,this}setFromNormalAndCoplanarPoint(t,e){return this.normal.copy(t),this.constant=-e.dot(this.normal),this}setFromCoplanarPoints(t,e,i){const r=_vector1.subVectors(i,e).cross(_vector2.subVectors(t,e)).normalize();return this.setFromNormalAndCoplanarPoint(r,t),this}copy(t){return this.normal.copy(t.normal),this.constant=t.constant,this}normalize(){const t=1/this.normal.length();return this.normal.multiplyScalar(t),this.constant*=t,this}negate(){return this.constant*=-1,this.normal.negate(),this}distanceToPoint(t){return this.normal.dot(t)+this.constant}distanceToSphere(t){return this.distanceToPoint(t.center)-t.radius}projectPoint(t,e){return e.copy(t).addScaledVector(this.normal,-this.distanceToPoint(t))}intersectLine(t,e){const i=t.delta(_vector1),r=this.normal.dot(i);if(0===r)return 0===this.distanceToPoint(t.start)?e.copy(t.start):null;const n=-(t.start.dot(this.normal)+this.constant)/r;return n<0||n>1?null:e.copy(t.start).addScaledVector(i,n)}intersectsLine(t){const e=this.distanceToPoint(t.start),i=this.distanceToPoint(t.end);return e<0&&i>0||i<0&&e>0}intersectsBox(t){return t.intersectsPlane(this)}intersectsSphere(t){return t.intersectsPlane(this)}coplanarPoint(t){return t.copy(this.normal).multiplyScalar(-this.constant)}applyMatrix4(t,e){const i=e||_normalMatrix.getNormalMatrix(t),r=this.coplanarPoint(_vector1).applyMatrix4(t),n=this.normal.applyMatrix3(i).normalize();return this.constant=-r.dot(n),this}translate(t){return this.constant-=t.dot(this.normal),this}equals(t){return t.normal.equals(this.normal)&&t.constant===this.constant}clone(){return(new this.constructor).copy(this)}}const _sphere$5=new Sphere,_vector$7=new Vector3;class Frustum{constructor(t=new Plane,e=new Plane,i=new Plane,r=new Plane,n=new Plane,a=new Plane){this.planes=[t,e,i,r,n,a]}set(t,e,i,r,n,a){const s=this.planes;return s[0].copy(t),s[1].copy(e),s[2].copy(i),s[3].copy(r),s[4].copy(n),s[5].copy(a),this}copy(t){const e=this.planes;for(let i=0;i<6;i++)e[i].copy(t.planes[i]);return this}setFromProjectionMatrix(t,e=WebGLCoordinateSystem){const i=this.planes,r=t.elements,n=r[0],a=r[1],s=r[2],o=r[3],l=r[4],c=r[5],h=r[6],u=r[7],d=r[8],p=r[9],m=r[10],f=r[11],g=r[12],y=r[13],A=r[14],v=r[15];if(i[0].setComponents(o-n,u-l,f-d,v-g).normalize(),i[1].setComponents(o+n,u+l,f+d,v+g).normalize(),i[2].setComponents(o+a,u+c,f+p,v+y).normalize(),i[3].setComponents(o-a,u-c,f-p,v-y).normalize(),i[4].setComponents(o-s,u-h,f-m,v-A).normalize(),e===WebGLCoordinateSystem)i[5].setComponents(o+s,u+h,f+m,v+A).normalize();else{if(e!==WebGPUCoordinateSystem)throw new Error("THREE.Frustum.setFromProjectionMatrix(): Invalid coordinate system: "+e);i[5].setComponents(s,h,m,A).normalize()}return this}intersectsObject(t){if(void 0!==t.boundingSphere)null===t.boundingSphere&&t.computeBoundingSphere(),_sphere$5.copy(t.boundingSphere).applyMatrix4(t.matrixWorld);else{const e=t.geometry;null===e.boundingSphere&&e.computeBoundingSphere(),_sphere$5.copy(e.boundingSphere).applyMatrix4(t.matrixWorld)}return this.intersectsSphere(_sphere$5)}intersectsSprite(t){return _sphere$5.center.set(0,0,0),_sphere$5.radius=.7071067811865476,_sphere$5.applyMatrix4(t.matrixWorld),this.intersectsSphere(_sphere$5)}intersectsSphere(t){const e=this.planes,i=t.center,r=-t.radius;for(let n=0;n<6;n++){if(e[n].distanceToPoint(i)0?t.max.x:t.min.x,_vector$7.y=r.normal.y>0?t.max.y:t.min.y,_vector$7.z=r.normal.z>0?t.max.z:t.min.z,r.distanceToPoint(_vector$7)<0)return!1}return!0}containsPoint(t){const e=this.planes;for(let i=0;i<6;i++)if(e[i].distanceToPoint(t)<0)return!1;return!0}clone(){return(new this.constructor).copy(this)}}function WebGLAnimation(){let t=null,e=!1,i=null,r=null;function n(e,a){i(e,a),r=t.requestAnimationFrame(n)}return{start:function(){!0!==e&&null!==i&&(r=t.requestAnimationFrame(n),e=!0)},stop:function(){t.cancelAnimationFrame(r),e=!1},setAnimationLoop:function(t){i=t},setContext:function(e){t=e}}}function WebGLAttributes(t){const e=new WeakMap;return{get:function(t){return t.isInterleavedBufferAttribute&&(t=t.data),e.get(t)},remove:function(i){i.isInterleavedBufferAttribute&&(i=i.data);const r=e.get(i);r&&(t.deleteBuffer(r.buffer),e.delete(i))},update:function(i,r){if(i.isGLBufferAttribute){const t=e.get(i);return void((!t||t.version0?i:e).get(r)}return r}function f(e,i){e.getRGB(_rgb,getUnlitUniformColorSpace(t)),r.buffers.color.setClear(_rgb.r,_rgb.g,_rgb.b,i,s)}return{getClearColor:function(){return o},setClearColor:function(t,e=1){o.set(t),h=e,f(o,h)},getClearAlpha:function(){return h},setClearAlpha:function(t){h=t,f(o,h)},render:function(e){let i=!1;const n=m(e);null===n?f(o,h):n&&n.isColor&&(f(n,1),i=!0);const a=t.xr.getEnvironmentBlendMode();"additive"===a?r.buffers.color.setClear(0,0,0,1,s):"alpha-blend"===a&&r.buffers.color.setClear(0,0,0,0,s),(t.autoClear||i)&&(r.buffers.depth.setTest(!0),r.buffers.depth.setMask(!0),r.buffers.color.setMask(!0),t.clear(t.autoClearColor,t.autoClearDepth,t.autoClearStencil))},addToRenderList:function(e,i){const r=m(i);r&&(r.isCubeTexture||r.mapping===CubeUVReflectionMapping)?(void 0===c&&(c=new Mesh(new BoxGeometry(1,1,1),new ShaderMaterial({name:"BackgroundCubeMaterial",uniforms:cloneUniforms(ShaderLib.backgroundCube.uniforms),vertexShader:ShaderLib.backgroundCube.vertexShader,fragmentShader:ShaderLib.backgroundCube.fragmentShader,side:BackSide,depthTest:!1,depthWrite:!1,fog:!1})),c.geometry.deleteAttribute("normal"),c.geometry.deleteAttribute("uv"),c.onBeforeRender=function(t,e,i){this.matrixWorld.copyPosition(i.matrixWorld)},Object.defineProperty(c.material,"envMap",{get:function(){return this.uniforms.envMap.value}}),n.update(c)),_e1$1.copy(i.backgroundRotation),_e1$1.x*=-1,_e1$1.y*=-1,_e1$1.z*=-1,r.isCubeTexture&&!1===r.isRenderTargetTexture&&(_e1$1.y*=-1,_e1$1.z*=-1),c.material.uniforms.envMap.value=r,c.material.uniforms.flipEnvMap.value=r.isCubeTexture&&!1===r.isRenderTargetTexture?-1:1,c.material.uniforms.backgroundBlurriness.value=i.backgroundBlurriness,c.material.uniforms.backgroundIntensity.value=i.backgroundIntensity,c.material.uniforms.backgroundRotation.value.setFromMatrix4(_m1$1.makeRotationFromEuler(_e1$1)),c.material.toneMapped=ColorManagement.getTransfer(r.colorSpace)!==SRGBTransfer,u===r&&d===r.version&&p===t.toneMapping||(c.material.needsUpdate=!0,u=r,d=r.version,p=t.toneMapping),c.layers.enableAll(),e.unshift(c,c.geometry,c.material,0,0,null)):r&&r.isTexture&&(void 0===l&&(l=new Mesh(new PlaneGeometry(2,2),new ShaderMaterial({name:"BackgroundMaterial",uniforms:cloneUniforms(ShaderLib.background.uniforms),vertexShader:ShaderLib.background.vertexShader,fragmentShader:ShaderLib.background.fragmentShader,side:FrontSide,depthTest:!1,depthWrite:!1,fog:!1})),l.geometry.deleteAttribute("normal"),Object.defineProperty(l.material,"map",{get:function(){return this.uniforms.t2D.value}}),n.update(l)),l.material.uniforms.t2D.value=r,l.material.uniforms.backgroundIntensity.value=i.backgroundIntensity,l.material.toneMapped=ColorManagement.getTransfer(r.colorSpace)!==SRGBTransfer,!0===r.matrixAutoUpdate&&r.updateMatrix(),l.material.uniforms.uvTransform.value.copy(r.matrix),u===r&&d===r.version&&p===t.toneMapping||(l.material.needsUpdate=!0,u=r,d=r.version,p=t.toneMapping),l.layers.enableAll(),e.unshift(l,l.geometry,l.material,0,0,null))}}}function WebGLBindingStates(t,e){const i=t.getParameter(t.MAX_VERTEX_ATTRIBS),r={},n=c(null);let a=n,s=!1;function o(e){return t.bindVertexArray(e)}function l(e){return t.deleteVertexArray(e)}function c(t){const e=[],r=[],n=[];for(let a=0;a=0){const e=n[a];let i=s[a];if(void 0===i&&("instanceMatrix"===a&&t.instanceMatrix&&(i=t.instanceMatrix),"instanceColor"===a&&t.instanceColor&&(i=t.instanceColor)),void 0===e)return!0;if(e.attribute!==i)return!0;if(i&&e.data!==i.data)return!0;o++}}return a.attributesNum!==o||a.index!==r}(i,f,l,g),y&&function(t,e,i,r){const n={},s=e.attributes;let o=0;const l=i.getAttributes();for(const a in l){if(l[a].location>=0){let e=s[a];void 0===e&&("instanceMatrix"===a&&t.instanceMatrix&&(e=t.instanceMatrix),"instanceColor"===a&&t.instanceColor&&(e=t.instanceColor));const i={};i.attribute=e,e&&e.data&&(i.data=e.data),n[a]=i,o++}}a.attributes=n,a.attributesNum=o,a.index=r}(i,f,l,g),null!==g&&e.update(g,t.ELEMENT_ARRAY_BUFFER),(y||s)&&(s=!1,function(i,r,n,a){h();const s=a.attributes,o=n.getAttributes(),l=r.defaultAttributeValues;for(const c in o){const r=o[c];if(r.location>=0){let n=s[c];if(void 0===n&&("instanceMatrix"===c&&i.instanceMatrix&&(n=i.instanceMatrix),"instanceColor"===c&&i.instanceColor&&(n=i.instanceColor)),void 0!==n){const s=n.normalized,o=n.itemSize,l=e.get(n);if(void 0===l)continue;const c=l.buffer,h=l.type,p=l.bytesPerElement,f=h===t.INT||h===t.UNSIGNED_INT||n.gpuType===IntType;if(n.isInterleavedBufferAttribute){const e=n.data,l=e.stride,g=n.offset;if(e.isInstancedInterleavedBuffer){for(let t=0;t0&&t.getShaderPrecisionFormat(t.FRAGMENT_SHADER,t.HIGH_FLOAT).precision>0)return"highp";e="mediump"}return"mediump"===e&&t.getShaderPrecisionFormat(t.VERTEX_SHADER,t.MEDIUM_FLOAT).precision>0&&t.getShaderPrecisionFormat(t.FRAGMENT_SHADER,t.MEDIUM_FLOAT).precision>0?"mediump":"lowp"}let s=void 0!==i.precision?i.precision:"highp";const o=a(s);o!==s&&(console.warn("THREE.WebGLRenderer:",s,"not supported, using",o,"instead."),s=o);const l=!0===i.logarithmicDepthBuffer,c=t.getParameter(t.MAX_TEXTURE_IMAGE_UNITS),h=t.getParameter(t.MAX_VERTEX_TEXTURE_IMAGE_UNITS);return{isWebGL2:!0,getMaxAnisotropy:function(){if(void 0!==n)return n;if(!0===e.has("EXT_texture_filter_anisotropic")){const i=e.get("EXT_texture_filter_anisotropic");n=t.getParameter(i.MAX_TEXTURE_MAX_ANISOTROPY_EXT)}else n=0;return n},getMaxPrecision:a,textureFormatReadable:function(e){return e===RGBAFormat||r.convert(e)===t.getParameter(t.IMPLEMENTATION_COLOR_READ_FORMAT)},textureTypeReadable:function(i){const n=i===HalfFloatType&&(e.has("EXT_color_buffer_half_float")||e.has("EXT_color_buffer_float"));return!(i!==UnsignedByteType&&r.convert(i)!==t.getParameter(t.IMPLEMENTATION_COLOR_READ_TYPE)&&i!==FloatType&&!n)},precision:s,logarithmicDepthBuffer:l,maxTextures:c,maxVertexTextures:h,maxTextureSize:t.getParameter(t.MAX_TEXTURE_SIZE),maxCubemapSize:t.getParameter(t.MAX_CUBE_MAP_TEXTURE_SIZE),maxAttributes:t.getParameter(t.MAX_VERTEX_ATTRIBS),maxVertexUniforms:t.getParameter(t.MAX_VERTEX_UNIFORM_VECTORS),maxVaryings:t.getParameter(t.MAX_VARYING_VECTORS),maxFragmentUniforms:t.getParameter(t.MAX_FRAGMENT_UNIFORM_VECTORS),vertexTextures:h>0,maxSamples:t.getParameter(t.MAX_SAMPLES)}}function WebGLClipping(t){const e=this;let i=null,r=0,n=!1,a=!1;const s=new Plane,o=new Matrix3,l={value:null,needsUpdate:!1};function c(t,i,r,n){const a=null!==t?t.length:0;let c=null;if(0!==a){if(c=l.value,!0!==n||null===c){const e=r+4*a,n=i.matrixWorldInverse;o.getNormalMatrix(n),(null===c||c.length0);e.numPlanes=r,e.numIntersection=0}();else{const t=a?0:r,e=4*t;let n=m.clippingState||null;l.value=n,n=c(u,o,e,h);for(let r=0;r!==e;++r)n[r]=i[r];m.clippingState=n,this.numIntersection=d?this.numPlanes:0,this.numPlanes+=t}}}function WebGLCubeMaps(t){let e=new WeakMap;function i(t,e){return e===EquirectangularReflectionMapping?t.mapping=CubeReflectionMapping:e===EquirectangularRefractionMapping&&(t.mapping=CubeRefractionMapping),t}function r(t){const i=t.target;i.removeEventListener("dispose",r);const n=e.get(i);void 0!==n&&(e.delete(i),n.dispose())}return{get:function(n){if(n&&n.isTexture){const a=n.mapping;if(a===EquirectangularReflectionMapping||a===EquirectangularRefractionMapping){if(e.has(n)){return i(e.get(n).texture,n.mapping)}{const a=n.image;if(a&&a.height>0){const s=new WebGLCubeRenderTarget(a.height);return s.fromEquirectangularTexture(t,n),e.set(n,s),n.addEventListener("dispose",r),i(s.texture,n.mapping)}return null}}}return n},dispose:function(){e=new WeakMap}}}class OrthographicCamera extends Camera{constructor(t=-1,e=1,i=1,r=-1,n=.1,a=2e3){super(),this.isOrthographicCamera=!0,this.type="OrthographicCamera",this.zoom=1,this.view=null,this.left=t,this.right=e,this.top=i,this.bottom=r,this.near=n,this.far=a,this.updateProjectionMatrix()}copy(t,e){return super.copy(t,e),this.left=t.left,this.right=t.right,this.top=t.top,this.bottom=t.bottom,this.near=t.near,this.far=t.far,this.zoom=t.zoom,this.view=null===t.view?null:Object.assign({},t.view),this}setViewOffset(t,e,i,r,n,a){null===this.view&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1}),this.view.enabled=!0,this.view.fullWidth=t,this.view.fullHeight=e,this.view.offsetX=i,this.view.offsetY=r,this.view.width=n,this.view.height=a,this.updateProjectionMatrix()}clearViewOffset(){null!==this.view&&(this.view.enabled=!1),this.updateProjectionMatrix()}updateProjectionMatrix(){const t=(this.right-this.left)/(2*this.zoom),e=(this.top-this.bottom)/(2*this.zoom),i=(this.right+this.left)/2,r=(this.top+this.bottom)/2;let n=i-t,a=i+t,s=r+e,o=r-e;if(null!==this.view&&this.view.enabled){const t=(this.right-this.left)/this.view.fullWidth/this.zoom,e=(this.top-this.bottom)/this.view.fullHeight/this.zoom;n+=t*this.view.offsetX,a=n+t*this.view.width,s-=e*this.view.offsetY,o=s-e*this.view.height}this.projectionMatrix.makeOrthographic(n,a,s,o,this.near,this.far,this.coordinateSystem),this.projectionMatrixInverse.copy(this.projectionMatrix).invert()}toJSON(t){const e=super.toJSON(t);return e.object.zoom=this.zoom,e.object.left=this.left,e.object.right=this.right,e.object.top=this.top,e.object.bottom=this.bottom,e.object.near=this.near,e.object.far=this.far,null!==this.view&&(e.object.view=Object.assign({},this.view)),e}}const LOD_MIN=4,EXTRA_LOD_SIGMA=[.125,.215,.35,.446,.526,.582],MAX_SAMPLES=20,_flatCamera=new OrthographicCamera,_clearColor=new Color;let _oldTarget=null,_oldActiveCubeFace=0,_oldActiveMipmapLevel=0,_oldXrEnabled=!1;const PHI=(1+Math.sqrt(5))/2,INV_PHI=1/PHI,_axisDirections=[new Vector3(-PHI,INV_PHI,0),new Vector3(PHI,INV_PHI,0),new Vector3(-INV_PHI,0,PHI),new Vector3(INV_PHI,0,PHI),new Vector3(0,PHI,-INV_PHI),new Vector3(0,PHI,INV_PHI),new Vector3(-1,1,-1),new Vector3(1,1,-1),new Vector3(-1,1,1),new Vector3(1,1,1)];class PMREMGenerator{constructor(t){this._renderer=t,this._pingPongRenderTarget=null,this._lodMax=0,this._cubeSize=0,this._lodPlanes=[],this._sizeLods=[],this._sigmas=[],this._blurMaterial=null,this._cubemapMaterial=null,this._equirectMaterial=null,this._compileMaterial(this._blurMaterial)}fromScene(t,e=0,i=.1,r=100){_oldTarget=this._renderer.getRenderTarget(),_oldActiveCubeFace=this._renderer.getActiveCubeFace(),_oldActiveMipmapLevel=this._renderer.getActiveMipmapLevel(),_oldXrEnabled=this._renderer.xr.enabled,this._renderer.xr.enabled=!1,this._setSize(256);const n=this._allocateTargets();return n.depthBuffer=!0,this._sceneToCubeUV(t,i,r,n),e>0&&this._blur(n,0,0,e),this._applyPMREM(n),this._cleanup(n),n}fromEquirectangular(t,e=null){return this._fromTexture(t,e)}fromCubemap(t,e=null){return this._fromTexture(t,e)}compileCubemapShader(){null===this._cubemapMaterial&&(this._cubemapMaterial=_getCubemapMaterial(),this._compileMaterial(this._cubemapMaterial))}compileEquirectangularShader(){null===this._equirectMaterial&&(this._equirectMaterial=_getEquirectMaterial(),this._compileMaterial(this._equirectMaterial))}dispose(){this._dispose(),null!==this._cubemapMaterial&&this._cubemapMaterial.dispose(),null!==this._equirectMaterial&&this._equirectMaterial.dispose()}_setSize(t){this._lodMax=Math.floor(Math.log2(t)),this._cubeSize=Math.pow(2,this._lodMax)}_dispose(){null!==this._blurMaterial&&this._blurMaterial.dispose(),null!==this._pingPongRenderTarget&&this._pingPongRenderTarget.dispose();for(let t=0;t2?i:0,i,i),o.setRenderTarget(r),d&&o.render(u,n),o.render(t,n)}u.geometry.dispose(),u.material.dispose(),o.toneMapping=c,o.autoClear=l,t.background=p}_textureToCubeUV(t,e){const i=this._renderer,r=t.mapping===CubeReflectionMapping||t.mapping===CubeRefractionMapping;r?(null===this._cubemapMaterial&&(this._cubemapMaterial=_getCubemapMaterial()),this._cubemapMaterial.uniforms.flipEnvMap.value=!1===t.isRenderTargetTexture?-1:1):null===this._equirectMaterial&&(this._equirectMaterial=_getEquirectMaterial());const n=r?this._cubemapMaterial:this._equirectMaterial,a=new Mesh(this._lodPlanes[0],n);n.uniforms.envMap.value=t;const s=this._cubeSize;_setViewport(e,0,0,3*s,2*s),i.setRenderTarget(e),i.render(a,_flatCamera)}_applyPMREM(t){const e=this._renderer,i=e.autoClear;e.autoClear=!1;const r=this._lodPlanes.length;for(let n=1;nMAX_SAMPLES&&console.warn(`sigmaRadians, ${n}, is too large and will clip, as it requested ${m} samples when the maximum is set to ${MAX_SAMPLES}`);const f=[];let g=0;for(let v=0;vy-LOD_MIN?r-y+LOD_MIN:0),4*(this._cubeSize-A),3*A,2*A),o.setRenderTarget(e),o.render(c,_flatCamera)}}function _createPlanes(t){const e=[],i=[],r=[];let n=t;const a=t-LOD_MIN+1+EXTRA_LOD_SIGMA.length;for(let s=0;st-LOD_MIN?o=EXTRA_LOD_SIGMA[s-t+LOD_MIN-1]:0===s&&(o=0),r.push(o);const l=1/(a-2),c=-l,h=1+l,u=[c,c,h,c,h,h,c,c,h,h,c,h],d=6,p=6,m=3,f=2,g=1,y=new Float32Array(m*p*d),A=new Float32Array(f*p*d),v=new Float32Array(g*p*d);for(let t=0;t2?0:-1,r=[e,i,0,e+2/3,i,0,e+2/3,i+1,0,e,i,0,e+2/3,i+1,0,e,i+1,0];y.set(r,m*p*t),A.set(u,f*p*t);const n=[t,t,t,t,t,t];v.set(n,g*p*t)}const S=new BufferGeometry;S.setAttribute("position",new BufferAttribute(y,m)),S.setAttribute("uv",new BufferAttribute(A,f)),S.setAttribute("faceIndex",new BufferAttribute(v,g)),e.push(S),n>LOD_MIN&&n--}return{lodPlanes:e,sizeLods:i,sigmas:r}}function _createRenderTarget(t,e,i){const r=new WebGLRenderTarget(t,e,i);return r.texture.mapping=CubeUVReflectionMapping,r.texture.name="PMREM.cubeUv",r.scissorTest=!0,r}function _setViewport(t,e,i,r,n){t.viewport.set(e,i,r,n),t.scissor.set(e,i,r,n)}function _getBlurShader(t,e,i){const r=new Float32Array(MAX_SAMPLES),n=new Vector3(0,1,0);return new ShaderMaterial({name:"SphericalGaussianBlur",defines:{n:MAX_SAMPLES,CUBEUV_TEXEL_WIDTH:1/e,CUBEUV_TEXEL_HEIGHT:1/i,CUBEUV_MAX_MIP:`${t}.0`},uniforms:{envMap:{value:null},samples:{value:1},weights:{value:r},latitudinal:{value:!1},dTheta:{value:0},mipInt:{value:0},poleAxis:{value:n}},vertexShader:_getCommonVertexShader(),fragmentShader:"\n\n\t\t\tprecision mediump float;\n\t\t\tprecision mediump int;\n\n\t\t\tvarying vec3 vOutputDirection;\n\n\t\t\tuniform sampler2D envMap;\n\t\t\tuniform int samples;\n\t\t\tuniform float weights[ n ];\n\t\t\tuniform bool latitudinal;\n\t\t\tuniform float dTheta;\n\t\t\tuniform float mipInt;\n\t\t\tuniform vec3 poleAxis;\n\n\t\t\t#define ENVMAP_TYPE_CUBE_UV\n\t\t\t#include \n\n\t\t\tvec3 getSample( float theta, vec3 axis ) {\n\n\t\t\t\tfloat cosTheta = cos( theta );\n\t\t\t\t// Rodrigues' axis-angle rotation\n\t\t\t\tvec3 sampleDirection = vOutputDirection * cosTheta\n\t\t\t\t\t+ cross( axis, vOutputDirection ) * sin( theta )\n\t\t\t\t\t+ axis * dot( axis, vOutputDirection ) * ( 1.0 - cosTheta );\n\n\t\t\t\treturn bilinearCubeUV( envMap, sampleDirection, mipInt );\n\n\t\t\t}\n\n\t\t\tvoid main() {\n\n\t\t\t\tvec3 axis = latitudinal ? poleAxis : cross( poleAxis, vOutputDirection );\n\n\t\t\t\tif ( all( equal( axis, vec3( 0.0 ) ) ) ) {\n\n\t\t\t\t\taxis = vec3( vOutputDirection.z, 0.0, - vOutputDirection.x );\n\n\t\t\t\t}\n\n\t\t\t\taxis = normalize( axis );\n\n\t\t\t\tgl_FragColor = vec4( 0.0, 0.0, 0.0, 1.0 );\n\t\t\t\tgl_FragColor.rgb += weights[ 0 ] * getSample( 0.0, axis );\n\n\t\t\t\tfor ( int i = 1; i < n; i++ ) {\n\n\t\t\t\t\tif ( i >= samples ) {\n\n\t\t\t\t\t\tbreak;\n\n\t\t\t\t\t}\n\n\t\t\t\t\tfloat theta = dTheta * float( i );\n\t\t\t\t\tgl_FragColor.rgb += weights[ i ] * getSample( -1.0 * theta, axis );\n\t\t\t\t\tgl_FragColor.rgb += weights[ i ] * getSample( theta, axis );\n\n\t\t\t\t}\n\n\t\t\t}\n\t\t",blending:NoBlending,depthTest:!1,depthWrite:!1})}function _getEquirectMaterial(){return new ShaderMaterial({name:"EquirectangularToCubeUV",uniforms:{envMap:{value:null}},vertexShader:_getCommonVertexShader(),fragmentShader:"\n\n\t\t\tprecision mediump float;\n\t\t\tprecision mediump int;\n\n\t\t\tvarying vec3 vOutputDirection;\n\n\t\t\tuniform sampler2D envMap;\n\n\t\t\t#include \n\n\t\t\tvoid main() {\n\n\t\t\t\tvec3 outputDirection = normalize( vOutputDirection );\n\t\t\t\tvec2 uv = equirectUv( outputDirection );\n\n\t\t\t\tgl_FragColor = vec4( texture2D ( envMap, uv ).rgb, 1.0 );\n\n\t\t\t}\n\t\t",blending:NoBlending,depthTest:!1,depthWrite:!1})}function _getCubemapMaterial(){return new ShaderMaterial({name:"CubemapToCubeUV",uniforms:{envMap:{value:null},flipEnvMap:{value:-1}},vertexShader:_getCommonVertexShader(),fragmentShader:"\n\n\t\t\tprecision mediump float;\n\t\t\tprecision mediump int;\n\n\t\t\tuniform float flipEnvMap;\n\n\t\t\tvarying vec3 vOutputDirection;\n\n\t\t\tuniform samplerCube envMap;\n\n\t\t\tvoid main() {\n\n\t\t\t\tgl_FragColor = textureCube( envMap, vec3( flipEnvMap * vOutputDirection.x, vOutputDirection.yz ) );\n\n\t\t\t}\n\t\t",blending:NoBlending,depthTest:!1,depthWrite:!1})}function _getCommonVertexShader(){return"\n\n\t\tprecision mediump float;\n\t\tprecision mediump int;\n\n\t\tattribute float faceIndex;\n\n\t\tvarying vec3 vOutputDirection;\n\n\t\t// RH coordinate system; PMREM face-indexing convention\n\t\tvec3 getDirection( vec2 uv, float face ) {\n\n\t\t\tuv = 2.0 * uv - 1.0;\n\n\t\t\tvec3 direction = vec3( uv, 1.0 );\n\n\t\t\tif ( face == 0.0 ) {\n\n\t\t\t\tdirection = direction.zyx; // ( 1, v, u ) pos x\n\n\t\t\t} else if ( face == 1.0 ) {\n\n\t\t\t\tdirection = direction.xzy;\n\t\t\t\tdirection.xz *= -1.0; // ( -u, 1, -v ) pos y\n\n\t\t\t} else if ( face == 2.0 ) {\n\n\t\t\t\tdirection.x *= -1.0; // ( -u, v, 1 ) pos z\n\n\t\t\t} else if ( face == 3.0 ) {\n\n\t\t\t\tdirection = direction.zyx;\n\t\t\t\tdirection.xz *= -1.0; // ( -1, v, -u ) neg x\n\n\t\t\t} else if ( face == 4.0 ) {\n\n\t\t\t\tdirection = direction.xzy;\n\t\t\t\tdirection.xy *= -1.0; // ( -u, -1, v ) neg y\n\n\t\t\t} else if ( face == 5.0 ) {\n\n\t\t\t\tdirection.z *= -1.0; // ( u, v, -1 ) neg z\n\n\t\t\t}\n\n\t\t\treturn direction;\n\n\t\t}\n\n\t\tvoid main() {\n\n\t\t\tvOutputDirection = getDirection( uv, faceIndex );\n\t\t\tgl_Position = vec4( position, 1.0 );\n\n\t\t}\n\t"}function WebGLCubeUVMaps(t){let e=new WeakMap,i=null;function r(t){const i=t.target;i.removeEventListener("dispose",r);const n=e.get(i);void 0!==n&&(e.delete(i),n.dispose())}return{get:function(n){if(n&&n.isTexture){const a=n.mapping,s=a===EquirectangularReflectionMapping||a===EquirectangularRefractionMapping,o=a===CubeReflectionMapping||a===CubeRefractionMapping;if(s||o){let a=e.get(n);const l=void 0!==a?a.texture.pmremVersion:0;if(n.isRenderTargetTexture&&n.pmremVersion!==l)return null===i&&(i=new PMREMGenerator(t)),a=s?i.fromEquirectangular(n,a):i.fromCubemap(n,a),a.texture.pmremVersion=n.pmremVersion,e.set(n,a),a.texture;if(void 0!==a)return a.texture;{const l=n.image;return s&&l&&l.height>0||o&&l&&function(t){let e=0;const i=6;for(let r=0;re.maxTextureSize&&(f=Math.ceil(m/e.maxTextureSize),m=e.maxTextureSize);const g=new Float32Array(m*f*4*h),y=new DataArrayTexture(g,m,f,h);y.type=FloatType,y.needsUpdate=!0;const A=4*p;for(let e=0;e0)return t;const n=e*i;let a=arrayCacheF32[n];if(void 0===a&&(a=new Float32Array(n),arrayCacheF32[n]=a),0!==e){r.toArray(a,0);for(let r=1,n=0;r!==e;++r)n+=i,t[r].toArray(a,n)}return a}function arraysEqual(t,e){if(t.length!==e.length)return!1;for(let i=0,r=t.length;i":" "} ${t}: ${i[s]}`)}return r.join("\n")}function getEncodingComponents(t){const e=ColorManagement.getPrimaries(ColorManagement.workingColorSpace),i=ColorManagement.getPrimaries(t);let r;switch(e===i?r="":e===P3Primaries&&i===Rec709Primaries?r="LinearDisplayP3ToLinearSRGB":e===Rec709Primaries&&i===P3Primaries&&(r="LinearSRGBToLinearDisplayP3"),t){case LinearSRGBColorSpace:case LinearDisplayP3ColorSpace:return[r,"LinearTransferOETF"];case SRGBColorSpace:case DisplayP3ColorSpace:return[r,"sRGBTransferOETF"];default:return console.warn("THREE.WebGLProgram: Unsupported color space:",t),[r,"LinearTransferOETF"]}}function getShaderErrors(t,e,i){const r=t.getShaderParameter(e,t.COMPILE_STATUS),n=t.getShaderInfoLog(e).trim();if(r&&""===n)return"";const a=/ERROR: 0:(\d+)/.exec(n);if(a){const r=parseInt(a[1]);return i.toUpperCase()+"\n\n"+n+"\n\n"+handleSource(t.getShaderSource(e),r)}return n}function getTexelEncodingFunction(t,e){const i=getEncodingComponents(e);return`vec4 ${t}( vec4 value ) { return ${i[0]}( ${i[1]}( value ) ); }`}function getToneMappingFunction(t,e){let i;switch(e){case LinearToneMapping:i="Linear";break;case ReinhardToneMapping:i="Reinhard";break;case CineonToneMapping:i="OptimizedCineon";break;case ACESFilmicToneMapping:i="ACESFilmic";break;case AgXToneMapping:i="AgX";break;case NeutralToneMapping:i="Neutral";break;case CustomToneMapping:i="Custom";break;default:console.warn("THREE.WebGLProgram: Unsupported toneMapping:",e),i="Linear"}return"vec3 "+t+"( vec3 color ) { return "+i+"ToneMapping( color ); }"}function generateVertexExtensions(t){return[t.extensionClipCullDistance?"#extension GL_ANGLE_clip_cull_distance : require":"",t.extensionMultiDraw?"#extension GL_ANGLE_multi_draw : require":""].filter(filterEmptyLine).join("\n")}function generateDefines(t){const e=[];for(const i in t){const r=t[i];!1!==r&&e.push("#define "+i+" "+r)}return e.join("\n")}function fetchAttributeLocations(t,e){const i={},r=t.getProgramParameter(e,t.ACTIVE_ATTRIBUTES);for(let n=0;n/gm;function resolveIncludes(t){return t.replace(includePattern,includeReplacer)}const shaderChunkMap=new Map;function includeReplacer(t,e){let i=ShaderChunk[e];if(void 0===i){const t=shaderChunkMap.get(e);if(void 0===t)throw new Error("Can not resolve #include <"+e+">");i=ShaderChunk[t],console.warn('THREE.WebGLRenderer: Shader chunk "%s" has been deprecated. Use "%s" instead.',e,t)}return resolveIncludes(i)}const unrollLoopPattern=/#pragma unroll_loop_start\s+for\s*\(\s*int\s+i\s*=\s*(\d+)\s*;\s*i\s*<\s*(\d+)\s*;\s*i\s*\+\+\s*\)\s*{([\s\S]+?)}\s+#pragma unroll_loop_end/g;function unrollLoops(t){return t.replace(unrollLoopPattern,loopReplacer)}function loopReplacer(t,e,i,r){let n="";for(let a=parseInt(e);a0&&(g+="\n"),y=["#define SHADER_TYPE "+i.shaderType,"#define SHADER_NAME "+i.shaderName,m].filter(filterEmptyLine).join("\n"),y.length>0&&(y+="\n")):(g=[generatePrecision(i),"#define SHADER_TYPE "+i.shaderType,"#define SHADER_NAME "+i.shaderName,m,i.extensionClipCullDistance?"#define USE_CLIP_DISTANCE":"",i.batching?"#define USE_BATCHING":"",i.batchingColor?"#define USE_BATCHING_COLOR":"",i.instancing?"#define USE_INSTANCING":"",i.instancingColor?"#define USE_INSTANCING_COLOR":"",i.instancingMorph?"#define USE_INSTANCING_MORPH":"",i.useFog&&i.fog?"#define USE_FOG":"",i.useFog&&i.fogExp2?"#define FOG_EXP2":"",i.map?"#define USE_MAP":"",i.envMap?"#define USE_ENVMAP":"",i.envMap?"#define "+h:"",i.lightMap?"#define USE_LIGHTMAP":"",i.aoMap?"#define USE_AOMAP":"",i.bumpMap?"#define USE_BUMPMAP":"",i.normalMap?"#define USE_NORMALMAP":"",i.normalMapObjectSpace?"#define USE_NORMALMAP_OBJECTSPACE":"",i.normalMapTangentSpace?"#define USE_NORMALMAP_TANGENTSPACE":"",i.displacementMap?"#define USE_DISPLACEMENTMAP":"",i.emissiveMap?"#define USE_EMISSIVEMAP":"",i.anisotropy?"#define USE_ANISOTROPY":"",i.anisotropyMap?"#define USE_ANISOTROPYMAP":"",i.clearcoatMap?"#define USE_CLEARCOATMAP":"",i.clearcoatRoughnessMap?"#define USE_CLEARCOAT_ROUGHNESSMAP":"",i.clearcoatNormalMap?"#define USE_CLEARCOAT_NORMALMAP":"",i.iridescenceMap?"#define USE_IRIDESCENCEMAP":"",i.iridescenceThicknessMap?"#define USE_IRIDESCENCE_THICKNESSMAP":"",i.specularMap?"#define USE_SPECULARMAP":"",i.specularColorMap?"#define USE_SPECULAR_COLORMAP":"",i.specularIntensityMap?"#define USE_SPECULAR_INTENSITYMAP":"",i.roughnessMap?"#define USE_ROUGHNESSMAP":"",i.metalnessMap?"#define USE_METALNESSMAP":"",i.alphaMap?"#define USE_ALPHAMAP":"",i.alphaHash?"#define USE_ALPHAHASH":"",i.transmission?"#define USE_TRANSMISSION":"",i.transmissionMap?"#define USE_TRANSMISSIONMAP":"",i.thicknessMap?"#define USE_THICKNESSMAP":"",i.sheenColorMap?"#define USE_SHEEN_COLORMAP":"",i.sheenRoughnessMap?"#define USE_SHEEN_ROUGHNESSMAP":"",i.mapUv?"#define MAP_UV "+i.mapUv:"",i.alphaMapUv?"#define ALPHAMAP_UV "+i.alphaMapUv:"",i.lightMapUv?"#define LIGHTMAP_UV "+i.lightMapUv:"",i.aoMapUv?"#define AOMAP_UV "+i.aoMapUv:"",i.emissiveMapUv?"#define EMISSIVEMAP_UV "+i.emissiveMapUv:"",i.bumpMapUv?"#define BUMPMAP_UV "+i.bumpMapUv:"",i.normalMapUv?"#define NORMALMAP_UV "+i.normalMapUv:"",i.displacementMapUv?"#define DISPLACEMENTMAP_UV "+i.displacementMapUv:"",i.metalnessMapUv?"#define METALNESSMAP_UV "+i.metalnessMapUv:"",i.roughnessMapUv?"#define ROUGHNESSMAP_UV "+i.roughnessMapUv:"",i.anisotropyMapUv?"#define ANISOTROPYMAP_UV "+i.anisotropyMapUv:"",i.clearcoatMapUv?"#define CLEARCOATMAP_UV "+i.clearcoatMapUv:"",i.clearcoatNormalMapUv?"#define CLEARCOAT_NORMALMAP_UV "+i.clearcoatNormalMapUv:"",i.clearcoatRoughnessMapUv?"#define CLEARCOAT_ROUGHNESSMAP_UV "+i.clearcoatRoughnessMapUv:"",i.iridescenceMapUv?"#define IRIDESCENCEMAP_UV "+i.iridescenceMapUv:"",i.iridescenceThicknessMapUv?"#define IRIDESCENCE_THICKNESSMAP_UV "+i.iridescenceThicknessMapUv:"",i.sheenColorMapUv?"#define SHEEN_COLORMAP_UV "+i.sheenColorMapUv:"",i.sheenRoughnessMapUv?"#define SHEEN_ROUGHNESSMAP_UV "+i.sheenRoughnessMapUv:"",i.specularMapUv?"#define SPECULARMAP_UV "+i.specularMapUv:"",i.specularColorMapUv?"#define SPECULAR_COLORMAP_UV "+i.specularColorMapUv:"",i.specularIntensityMapUv?"#define SPECULAR_INTENSITYMAP_UV "+i.specularIntensityMapUv:"",i.transmissionMapUv?"#define TRANSMISSIONMAP_UV "+i.transmissionMapUv:"",i.thicknessMapUv?"#define THICKNESSMAP_UV "+i.thicknessMapUv:"",i.vertexTangents&&!1===i.flatShading?"#define USE_TANGENT":"",i.vertexColors?"#define USE_COLOR":"",i.vertexAlphas?"#define USE_COLOR_ALPHA":"",i.vertexUv1s?"#define USE_UV1":"",i.vertexUv2s?"#define USE_UV2":"",i.vertexUv3s?"#define USE_UV3":"",i.pointsUvs?"#define USE_POINTS_UV":"",i.flatShading?"#define FLAT_SHADED":"",i.skinning?"#define USE_SKINNING":"",i.morphTargets?"#define USE_MORPHTARGETS":"",i.morphNormals&&!1===i.flatShading?"#define USE_MORPHNORMALS":"",i.morphColors?"#define USE_MORPHCOLORS":"",i.morphTargetsCount>0?"#define MORPHTARGETS_TEXTURE_STRIDE "+i.morphTextureStride:"",i.morphTargetsCount>0?"#define MORPHTARGETS_COUNT "+i.morphTargetsCount:"",i.doubleSided?"#define DOUBLE_SIDED":"",i.flipSided?"#define FLIP_SIDED":"",i.shadowMapEnabled?"#define USE_SHADOWMAP":"",i.shadowMapEnabled?"#define "+l:"",i.sizeAttenuation?"#define USE_SIZEATTENUATION":"",i.numLightProbes>0?"#define USE_LIGHT_PROBES":"",i.logarithmicDepthBuffer?"#define USE_LOGDEPTHBUF":"","uniform mat4 modelMatrix;","uniform mat4 modelViewMatrix;","uniform mat4 projectionMatrix;","uniform mat4 viewMatrix;","uniform mat3 normalMatrix;","uniform vec3 cameraPosition;","uniform bool isOrthographic;","#ifdef USE_INSTANCING","\tattribute mat4 instanceMatrix;","#endif","#ifdef USE_INSTANCING_COLOR","\tattribute vec3 instanceColor;","#endif","#ifdef USE_INSTANCING_MORPH","\tuniform sampler2D morphTexture;","#endif","attribute vec3 position;","attribute vec3 normal;","attribute vec2 uv;","#ifdef USE_UV1","\tattribute vec2 uv1;","#endif","#ifdef USE_UV2","\tattribute vec2 uv2;","#endif","#ifdef USE_UV3","\tattribute vec2 uv3;","#endif","#ifdef USE_TANGENT","\tattribute vec4 tangent;","#endif","#if defined( USE_COLOR_ALPHA )","\tattribute vec4 color;","#elif defined( USE_COLOR )","\tattribute vec3 color;","#endif","#ifdef USE_SKINNING","\tattribute vec4 skinIndex;","\tattribute vec4 skinWeight;","#endif","\n"].filter(filterEmptyLine).join("\n"),y=[generatePrecision(i),"#define SHADER_TYPE "+i.shaderType,"#define SHADER_NAME "+i.shaderName,m,i.useFog&&i.fog?"#define USE_FOG":"",i.useFog&&i.fogExp2?"#define FOG_EXP2":"",i.alphaToCoverage?"#define ALPHA_TO_COVERAGE":"",i.map?"#define USE_MAP":"",i.matcap?"#define USE_MATCAP":"",i.envMap?"#define USE_ENVMAP":"",i.envMap?"#define "+c:"",i.envMap?"#define "+h:"",i.envMap?"#define "+u:"",d?"#define CUBEUV_TEXEL_WIDTH "+d.texelWidth:"",d?"#define CUBEUV_TEXEL_HEIGHT "+d.texelHeight:"",d?"#define CUBEUV_MAX_MIP "+d.maxMip+".0":"",i.lightMap?"#define USE_LIGHTMAP":"",i.aoMap?"#define USE_AOMAP":"",i.bumpMap?"#define USE_BUMPMAP":"",i.normalMap?"#define USE_NORMALMAP":"",i.normalMapObjectSpace?"#define USE_NORMALMAP_OBJECTSPACE":"",i.normalMapTangentSpace?"#define USE_NORMALMAP_TANGENTSPACE":"",i.emissiveMap?"#define USE_EMISSIVEMAP":"",i.anisotropy?"#define USE_ANISOTROPY":"",i.anisotropyMap?"#define USE_ANISOTROPYMAP":"",i.clearcoat?"#define USE_CLEARCOAT":"",i.clearcoatMap?"#define USE_CLEARCOATMAP":"",i.clearcoatRoughnessMap?"#define USE_CLEARCOAT_ROUGHNESSMAP":"",i.clearcoatNormalMap?"#define USE_CLEARCOAT_NORMALMAP":"",i.dispersion?"#define USE_DISPERSION":"",i.iridescence?"#define USE_IRIDESCENCE":"",i.iridescenceMap?"#define USE_IRIDESCENCEMAP":"",i.iridescenceThicknessMap?"#define USE_IRIDESCENCE_THICKNESSMAP":"",i.specularMap?"#define USE_SPECULARMAP":"",i.specularColorMap?"#define USE_SPECULAR_COLORMAP":"",i.specularIntensityMap?"#define USE_SPECULAR_INTENSITYMAP":"",i.roughnessMap?"#define USE_ROUGHNESSMAP":"",i.metalnessMap?"#define USE_METALNESSMAP":"",i.alphaMap?"#define USE_ALPHAMAP":"",i.alphaTest?"#define USE_ALPHATEST":"",i.alphaHash?"#define USE_ALPHAHASH":"",i.sheen?"#define USE_SHEEN":"",i.sheenColorMap?"#define USE_SHEEN_COLORMAP":"",i.sheenRoughnessMap?"#define USE_SHEEN_ROUGHNESSMAP":"",i.transmission?"#define USE_TRANSMISSION":"",i.transmissionMap?"#define USE_TRANSMISSIONMAP":"",i.thicknessMap?"#define USE_THICKNESSMAP":"",i.vertexTangents&&!1===i.flatShading?"#define USE_TANGENT":"",i.vertexColors||i.instancingColor||i.batchingColor?"#define USE_COLOR":"",i.vertexAlphas?"#define USE_COLOR_ALPHA":"",i.vertexUv1s?"#define USE_UV1":"",i.vertexUv2s?"#define USE_UV2":"",i.vertexUv3s?"#define USE_UV3":"",i.pointsUvs?"#define USE_POINTS_UV":"",i.gradientMap?"#define USE_GRADIENTMAP":"",i.flatShading?"#define FLAT_SHADED":"",i.doubleSided?"#define DOUBLE_SIDED":"",i.flipSided?"#define FLIP_SIDED":"",i.shadowMapEnabled?"#define USE_SHADOWMAP":"",i.shadowMapEnabled?"#define "+l:"",i.premultipliedAlpha?"#define PREMULTIPLIED_ALPHA":"",i.numLightProbes>0?"#define USE_LIGHT_PROBES":"",i.decodeVideoTexture?"#define DECODE_VIDEO_TEXTURE":"",i.logarithmicDepthBuffer?"#define USE_LOGDEPTHBUF":"","uniform mat4 viewMatrix;","uniform vec3 cameraPosition;","uniform bool isOrthographic;",i.toneMapping!==NoToneMapping?"#define TONE_MAPPING":"",i.toneMapping!==NoToneMapping?ShaderChunk.tonemapping_pars_fragment:"",i.toneMapping!==NoToneMapping?getToneMappingFunction("toneMapping",i.toneMapping):"",i.dithering?"#define DITHERING":"",i.opaque?"#define OPAQUE":"",ShaderChunk.colorspace_pars_fragment,getTexelEncodingFunction("linearToOutputTexel",i.outputColorSpace),i.useDepthPacking?"#define DEPTH_PACKING "+i.depthPacking:"","\n"].filter(filterEmptyLine).join("\n")),s=resolveIncludes(s),s=replaceLightNums(s,i),s=replaceClippingPlaneNums(s,i),o=resolveIncludes(o),o=replaceLightNums(o,i),o=replaceClippingPlaneNums(o,i),s=unrollLoops(s),o=unrollLoops(o),!0!==i.isRawShaderMaterial&&(A="#version 300 es\n",g=[p,"#define attribute in","#define varying out","#define texture2D texture"].join("\n")+"\n"+g,y=["#define varying in",i.glslVersion===GLSL3?"":"layout(location = 0) out highp vec4 pc_fragColor;",i.glslVersion===GLSL3?"":"#define gl_FragColor pc_fragColor","#define gl_FragDepthEXT gl_FragDepth","#define texture2D texture","#define textureCube texture","#define texture2DProj textureProj","#define texture2DLodEXT textureLod","#define texture2DProjLodEXT textureProjLod","#define textureCubeLodEXT textureLod","#define texture2DGradEXT textureGrad","#define texture2DProjGradEXT textureProjGrad","#define textureCubeGradEXT textureGrad"].join("\n")+"\n"+y);const v=A+g+s,S=A+y+o,x=WebGLShader(n,n.VERTEX_SHADER,v),b=WebGLShader(n,n.FRAGMENT_SHADER,S);function T(e){if(t.debug.checkShaderErrors){const i=n.getProgramInfoLog(f).trim(),r=n.getShaderInfoLog(x).trim(),a=n.getShaderInfoLog(b).trim();let s=!0,o=!0;if(!1===n.getProgramParameter(f,n.LINK_STATUS))if(s=!1,"function"==typeof t.debug.onShaderError)t.debug.onShaderError(n,f,x,b);else{const t=getShaderErrors(n,x,"vertex"),r=getShaderErrors(n,b,"fragment");console.error("THREE.WebGLProgram: Shader Error "+n.getError()+" - VALIDATE_STATUS "+n.getProgramParameter(f,n.VALIDATE_STATUS)+"\n\nMaterial Name: "+e.name+"\nMaterial Type: "+e.type+"\n\nProgram Info Log: "+i+"\n"+t+"\n"+r)}else""!==i?console.warn("THREE.WebGLProgram: Program Info Log:",i):""!==r&&""!==a||(o=!1);o&&(e.diagnostics={runnable:s,programLog:i,vertexShader:{log:r,prefix:g},fragmentShader:{log:a,prefix:y}})}n.deleteShader(x),n.deleteShader(b),M=new WebGLUniforms(n,f),I=fetchAttributeLocations(n,f)}let M,I;n.attachShader(f,x),n.attachShader(f,b),void 0!==i.index0AttributeName?n.bindAttribLocation(f,0,i.index0AttributeName):!0===i.morphTargets&&n.bindAttribLocation(f,0,"position"),n.linkProgram(f),this.getUniforms=function(){return void 0===M&&T(this),M},this.getAttributes=function(){return void 0===I&&T(this),I};let E=!1===i.rendererExtensionParallelShaderCompile;return this.isReady=function(){return!1===E&&(E=n.getProgramParameter(f,COMPLETION_STATUS_KHR)),E},this.destroy=function(){r.releaseStatesOfProgram(this),n.deleteProgram(f),this.program=void 0},this.type=i.shaderType,this.name=i.shaderName,this.id=programIdCount++,this.cacheKey=e,this.usedTimes=1,this.program=f,this.vertexShader=x,this.fragmentShader=b,this}let _id$1=0;class WebGLShaderCache{constructor(){this.shaderCache=new Map,this.materialCache=new Map}update(t){const e=t.vertexShader,i=t.fragmentShader,r=this._getShaderStage(e),n=this._getShaderStage(i),a=this._getShaderCacheForMaterial(t);return!1===a.has(r)&&(a.add(r),r.usedTimes++),!1===a.has(n)&&(a.add(n),n.usedTimes++),this}remove(t){const e=this.materialCache.get(t);for(const i of e)i.usedTimes--,0===i.usedTimes&&this.shaderCache.delete(i.code);return this.materialCache.delete(t),this}getVertexShaderID(t){return this._getShaderStage(t.vertexShader).id}getFragmentShaderID(t){return this._getShaderStage(t.fragmentShader).id}dispose(){this.shaderCache.clear(),this.materialCache.clear()}_getShaderCacheForMaterial(t){const e=this.materialCache;let i=e.get(t);return void 0===i&&(i=new Set,e.set(t,i)),i}_getShaderStage(t){const e=this.shaderCache;let i=e.get(t);return void 0===i&&(i=new WebGLShaderStage(t),e.set(t,i)),i}}class WebGLShaderStage{constructor(t){this.id=_id$1++,this.code=t,this.usedTimes=0}}function WebGLPrograms(t,e,i,r,n,a,s){const o=new Layers,l=new WebGLShaderCache,c=new Set,h=[],u=n.logarithmicDepthBuffer,d=n.vertexTextures;let p=n.precision;const m={MeshDepthMaterial:"depth",MeshDistanceMaterial:"distanceRGBA",MeshNormalMaterial:"normal",MeshBasicMaterial:"basic",MeshLambertMaterial:"lambert",MeshPhongMaterial:"phong",MeshToonMaterial:"toon",MeshStandardMaterial:"physical",MeshPhysicalMaterial:"physical",MeshMatcapMaterial:"matcap",LineBasicMaterial:"basic",LineDashedMaterial:"dashed",PointsMaterial:"points",ShadowMaterial:"shadow",SpriteMaterial:"sprite"};function f(t){return c.add(t),0===t?"uv":`uv${t}`}return{getParameters:function(a,o,h,g,y){const A=g.fog,v=y.geometry,S=a.isMeshStandardMaterial?g.environment:null,x=(a.isMeshStandardMaterial?i:e).get(a.envMap||S),b=x&&x.mapping===CubeUVReflectionMapping?x.image.height:null,T=m[a.type];null!==a.precision&&(p=n.getMaxPrecision(a.precision),p!==a.precision&&console.warn("THREE.WebGLProgram.getParameters:",a.precision,"not supported, using",p,"instead."));const M=v.morphAttributes.position||v.morphAttributes.normal||v.morphAttributes.color,I=void 0!==M?M.length:0;let E,w,R,C,_=0;if(void 0!==v.morphAttributes.position&&(_=1),void 0!==v.morphAttributes.normal&&(_=2),void 0!==v.morphAttributes.color&&(_=3),T){const t=ShaderLib[T];E=t.vertexShader,w=t.fragmentShader}else E=a.vertexShader,w=a.fragmentShader,l.update(a),R=l.getVertexShaderID(a),C=l.getFragmentShaderID(a);const k=t.getRenderTarget(),L=!0===y.isInstancedMesh,U=!0===y.isBatchedMesh,F=!!a.map,P=!!a.matcap,N=!!x,D=!!a.aoMap,V=!!a.lightMap,B=!!a.bumpMap,W=!!a.normalMap,O=!!a.displacementMap,G=!!a.emissiveMap,J=!!a.metalnessMap,H=!!a.roughnessMap,j=a.anisotropy>0,q=a.clearcoat>0,z=a.dispersion>0,K=a.iridescence>0,X=a.sheen>0,Z=a.transmission>0,Q=j&&!!a.anisotropyMap,Y=q&&!!a.clearcoatMap,$=q&&!!a.clearcoatNormalMap,tt=q&&!!a.clearcoatRoughnessMap,et=K&&!!a.iridescenceMap,it=K&&!!a.iridescenceThicknessMap,rt=X&&!!a.sheenColorMap,nt=X&&!!a.sheenRoughnessMap,at=!!a.specularMap,st=!!a.specularColorMap,ot=!!a.specularIntensityMap,lt=Z&&!!a.transmissionMap,ct=Z&&!!a.thicknessMap,ht=!!a.gradientMap,ut=!!a.alphaMap,dt=a.alphaTest>0,pt=!!a.alphaHash,mt=!!a.extensions;let ft=NoToneMapping;a.toneMapped&&(null!==k&&!0!==k.isXRRenderTarget||(ft=t.toneMapping));const gt={shaderID:T,shaderType:a.type,shaderName:a.name,vertexShader:E,fragmentShader:w,defines:a.defines,customVertexShaderID:R,customFragmentShaderID:C,isRawShaderMaterial:!0===a.isRawShaderMaterial,glslVersion:a.glslVersion,precision:p,batching:U,batchingColor:U&&null!==y._colorsTexture,instancing:L,instancingColor:L&&null!==y.instanceColor,instancingMorph:L&&null!==y.morphTexture,supportsVertexTextures:d,outputColorSpace:null===k?t.outputColorSpace:!0===k.isXRRenderTarget?k.texture.colorSpace:LinearSRGBColorSpace,alphaToCoverage:!!a.alphaToCoverage,map:F,matcap:P,envMap:N,envMapMode:N&&x.mapping,envMapCubeUVHeight:b,aoMap:D,lightMap:V,bumpMap:B,normalMap:W,displacementMap:d&&O,emissiveMap:G,normalMapObjectSpace:W&&a.normalMapType===ObjectSpaceNormalMap,normalMapTangentSpace:W&&a.normalMapType===TangentSpaceNormalMap,metalnessMap:J,roughnessMap:H,anisotropy:j,anisotropyMap:Q,clearcoat:q,clearcoatMap:Y,clearcoatNormalMap:$,clearcoatRoughnessMap:tt,dispersion:z,iridescence:K,iridescenceMap:et,iridescenceThicknessMap:it,sheen:X,sheenColorMap:rt,sheenRoughnessMap:nt,specularMap:at,specularColorMap:st,specularIntensityMap:ot,transmission:Z,transmissionMap:lt,thicknessMap:ct,gradientMap:ht,opaque:!1===a.transparent&&a.blending===NormalBlending&&!1===a.alphaToCoverage,alphaMap:ut,alphaTest:dt,alphaHash:pt,combine:a.combine,mapUv:F&&f(a.map.channel),aoMapUv:D&&f(a.aoMap.channel),lightMapUv:V&&f(a.lightMap.channel),bumpMapUv:B&&f(a.bumpMap.channel),normalMapUv:W&&f(a.normalMap.channel),displacementMapUv:O&&f(a.displacementMap.channel),emissiveMapUv:G&&f(a.emissiveMap.channel),metalnessMapUv:J&&f(a.metalnessMap.channel),roughnessMapUv:H&&f(a.roughnessMap.channel),anisotropyMapUv:Q&&f(a.anisotropyMap.channel),clearcoatMapUv:Y&&f(a.clearcoatMap.channel),clearcoatNormalMapUv:$&&f(a.clearcoatNormalMap.channel),clearcoatRoughnessMapUv:tt&&f(a.clearcoatRoughnessMap.channel),iridescenceMapUv:et&&f(a.iridescenceMap.channel),iridescenceThicknessMapUv:it&&f(a.iridescenceThicknessMap.channel),sheenColorMapUv:rt&&f(a.sheenColorMap.channel),sheenRoughnessMapUv:nt&&f(a.sheenRoughnessMap.channel),specularMapUv:at&&f(a.specularMap.channel),specularColorMapUv:st&&f(a.specularColorMap.channel),specularIntensityMapUv:ot&&f(a.specularIntensityMap.channel),transmissionMapUv:lt&&f(a.transmissionMap.channel),thicknessMapUv:ct&&f(a.thicknessMap.channel),alphaMapUv:ut&&f(a.alphaMap.channel),vertexTangents:!!v.attributes.tangent&&(W||j),vertexColors:a.vertexColors,vertexAlphas:!0===a.vertexColors&&!!v.attributes.color&&4===v.attributes.color.itemSize,pointsUvs:!0===y.isPoints&&!!v.attributes.uv&&(F||ut),fog:!!A,useFog:!0===a.fog,fogExp2:!!A&&A.isFogExp2,flatShading:!0===a.flatShading,sizeAttenuation:!0===a.sizeAttenuation,logarithmicDepthBuffer:u,skinning:!0===y.isSkinnedMesh,morphTargets:void 0!==v.morphAttributes.position,morphNormals:void 0!==v.morphAttributes.normal,morphColors:void 0!==v.morphAttributes.color,morphTargetsCount:I,morphTextureStride:_,numDirLights:o.directional.length,numPointLights:o.point.length,numSpotLights:o.spot.length,numSpotLightMaps:o.spotLightMap.length,numRectAreaLights:o.rectArea.length,numHemiLights:o.hemi.length,numDirLightShadows:o.directionalShadowMap.length,numPointLightShadows:o.pointShadowMap.length,numSpotLightShadows:o.spotShadowMap.length,numSpotLightShadowsWithMaps:o.numSpotLightShadowsWithMaps,numLightProbes:o.numLightProbes,numClippingPlanes:s.numPlanes,numClipIntersection:s.numIntersection,dithering:a.dithering,shadowMapEnabled:t.shadowMap.enabled&&h.length>0,shadowMapType:t.shadowMap.type,toneMapping:ft,decodeVideoTexture:F&&!0===a.map.isVideoTexture&&ColorManagement.getTransfer(a.map.colorSpace)===SRGBTransfer,premultipliedAlpha:a.premultipliedAlpha,doubleSided:a.side===DoubleSide,flipSided:a.side===BackSide,useDepthPacking:a.depthPacking>=0,depthPacking:a.depthPacking||0,index0AttributeName:a.index0AttributeName,extensionClipCullDistance:mt&&!0===a.extensions.clipCullDistance&&r.has("WEBGL_clip_cull_distance"),extensionMultiDraw:(mt&&!0===a.extensions.multiDraw||U)&&r.has("WEBGL_multi_draw"),rendererExtensionParallelShaderCompile:r.has("KHR_parallel_shader_compile"),customProgramCacheKey:a.customProgramCacheKey()};return gt.vertexUv1s=c.has(1),gt.vertexUv2s=c.has(2),gt.vertexUv3s=c.has(3),c.clear(),gt},getProgramCacheKey:function(e){const i=[];if(e.shaderID?i.push(e.shaderID):(i.push(e.customVertexShaderID),i.push(e.customFragmentShaderID)),void 0!==e.defines)for(const t in e.defines)i.push(t),i.push(e.defines[t]);return!1===e.isRawShaderMaterial&&(!function(t,e){t.push(e.precision),t.push(e.outputColorSpace),t.push(e.envMapMode),t.push(e.envMapCubeUVHeight),t.push(e.mapUv),t.push(e.alphaMapUv),t.push(e.lightMapUv),t.push(e.aoMapUv),t.push(e.bumpMapUv),t.push(e.normalMapUv),t.push(e.displacementMapUv),t.push(e.emissiveMapUv),t.push(e.metalnessMapUv),t.push(e.roughnessMapUv),t.push(e.anisotropyMapUv),t.push(e.clearcoatMapUv),t.push(e.clearcoatNormalMapUv),t.push(e.clearcoatRoughnessMapUv),t.push(e.iridescenceMapUv),t.push(e.iridescenceThicknessMapUv),t.push(e.sheenColorMapUv),t.push(e.sheenRoughnessMapUv),t.push(e.specularMapUv),t.push(e.specularColorMapUv),t.push(e.specularIntensityMapUv),t.push(e.transmissionMapUv),t.push(e.thicknessMapUv),t.push(e.combine),t.push(e.fogExp2),t.push(e.sizeAttenuation),t.push(e.morphTargetsCount),t.push(e.morphAttributeCount),t.push(e.numDirLights),t.push(e.numPointLights),t.push(e.numSpotLights),t.push(e.numSpotLightMaps),t.push(e.numHemiLights),t.push(e.numRectAreaLights),t.push(e.numDirLightShadows),t.push(e.numPointLightShadows),t.push(e.numSpotLightShadows),t.push(e.numSpotLightShadowsWithMaps),t.push(e.numLightProbes),t.push(e.shadowMapType),t.push(e.toneMapping),t.push(e.numClippingPlanes),t.push(e.numClipIntersection),t.push(e.depthPacking)}(i,e),function(t,e){o.disableAll(),e.supportsVertexTextures&&o.enable(0);e.instancing&&o.enable(1);e.instancingColor&&o.enable(2);e.instancingMorph&&o.enable(3);e.matcap&&o.enable(4);e.envMap&&o.enable(5);e.normalMapObjectSpace&&o.enable(6);e.normalMapTangentSpace&&o.enable(7);e.clearcoat&&o.enable(8);e.iridescence&&o.enable(9);e.alphaTest&&o.enable(10);e.vertexColors&&o.enable(11);e.vertexAlphas&&o.enable(12);e.vertexUv1s&&o.enable(13);e.vertexUv2s&&o.enable(14);e.vertexUv3s&&o.enable(15);e.vertexTangents&&o.enable(16);e.anisotropy&&o.enable(17);e.alphaHash&&o.enable(18);e.batching&&o.enable(19);e.dispersion&&o.enable(20);e.batchingColor&&o.enable(21);t.push(o.mask),o.disableAll(),e.fog&&o.enable(0);e.useFog&&o.enable(1);e.flatShading&&o.enable(2);e.logarithmicDepthBuffer&&o.enable(3);e.skinning&&o.enable(4);e.morphTargets&&o.enable(5);e.morphNormals&&o.enable(6);e.morphColors&&o.enable(7);e.premultipliedAlpha&&o.enable(8);e.shadowMapEnabled&&o.enable(9);e.doubleSided&&o.enable(10);e.flipSided&&o.enable(11);e.useDepthPacking&&o.enable(12);e.dithering&&o.enable(13);e.transmission&&o.enable(14);e.sheen&&o.enable(15);e.opaque&&o.enable(16);e.pointsUvs&&o.enable(17);e.decodeVideoTexture&&o.enable(18);e.alphaToCoverage&&o.enable(19);t.push(o.mask)}(i,e),i.push(t.outputColorSpace)),i.push(e.customProgramCacheKey),i.join()},getUniforms:function(t){const e=m[t.type];let i;if(e){const t=ShaderLib[e];i=UniformsUtils.clone(t.uniforms)}else i=t.uniforms;return i},acquireProgram:function(e,i){let r;for(let t=0,n=h.length;t0?r.push(h):!0===s.transparent?n.push(h):i.push(h)},unshift:function(t,e,s,o,l,c){const h=a(t,e,s,o,l,c);s.transmission>0?r.unshift(h):!0===s.transparent?n.unshift(h):i.unshift(h)},finish:function(){for(let i=e,r=t.length;i1&&i.sort(t||painterSortStable),r.length>1&&r.sort(e||reversePainterSortStable),n.length>1&&n.sort(e||reversePainterSortStable)}}}function WebGLRenderLists(){let t=new WeakMap;return{get:function(e,i){const r=t.get(e);let n;return void 0===r?(n=new WebGLRenderList,t.set(e,[n])):i>=r.length?(n=new WebGLRenderList,r.push(n)):n=r[i],n},dispose:function(){t=new WeakMap}}}function UniformsCache(){const t={};return{get:function(e){if(void 0!==t[e.id])return t[e.id];let i;switch(e.type){case"DirectionalLight":i={direction:new Vector3,color:new Color};break;case"SpotLight":i={position:new Vector3,direction:new Vector3,color:new Color,distance:0,coneCos:0,penumbraCos:0,decay:0};break;case"PointLight":i={position:new Vector3,color:new Color,distance:0,decay:0};break;case"HemisphereLight":i={direction:new Vector3,skyColor:new Color,groundColor:new Color};break;case"RectAreaLight":i={color:new Color,position:new Vector3,halfWidth:new Vector3,halfHeight:new Vector3}}return t[e.id]=i,i}}}function ShadowUniformsCache(){const t={};return{get:function(e){if(void 0!==t[e.id])return t[e.id];let i;switch(e.type){case"DirectionalLight":case"SpotLight":i={shadowIntensity:1,shadowBias:0,shadowNormalBias:0,shadowRadius:1,shadowMapSize:new Vector2};break;case"PointLight":i={shadowIntensity:1,shadowBias:0,shadowNormalBias:0,shadowRadius:1,shadowMapSize:new Vector2,shadowCameraNear:1,shadowCameraFar:1e3}}return t[e.id]=i,i}}}let nextVersion=0;function shadowCastingAndTexturingLightsFirst(t,e){return(e.castShadow?2:0)-(t.castShadow?2:0)+(e.map?1:0)-(t.map?1:0)}function WebGLLights(t){const e=new UniformsCache,i=ShadowUniformsCache(),r={version:0,hash:{directionalLength:-1,pointLength:-1,spotLength:-1,rectAreaLength:-1,hemiLength:-1,numDirectionalShadows:-1,numPointShadows:-1,numSpotShadows:-1,numSpotMaps:-1,numLightProbes:-1},ambient:[0,0,0],probe:[],directional:[],directionalShadow:[],directionalShadowMap:[],directionalShadowMatrix:[],spot:[],spotLightMap:[],spotShadow:[],spotShadowMap:[],spotLightMatrix:[],rectArea:[],rectAreaLTC1:null,rectAreaLTC2:null,point:[],pointShadow:[],pointShadowMap:[],pointShadowMatrix:[],hemi:[],numSpotLightShadowsWithMaps:0,numLightProbes:0};for(let o=0;o<9;o++)r.probe.push(new Vector3);const n=new Vector3,a=new Matrix4,s=new Matrix4;return{setup:function(n){let a=0,s=0,o=0;for(let t=0;t<9;t++)r.probe[t].set(0,0,0);let l=0,c=0,h=0,u=0,d=0,p=0,m=0,f=0,g=0,y=0,A=0;n.sort(shadowCastingAndTexturingLightsFirst);for(let t=0,S=n.length;t0&&(!0===t.has("OES_texture_float_linear")?(r.rectAreaLTC1=UniformsLib.LTC_FLOAT_1,r.rectAreaLTC2=UniformsLib.LTC_FLOAT_2):(r.rectAreaLTC1=UniformsLib.LTC_HALF_1,r.rectAreaLTC2=UniformsLib.LTC_HALF_2)),r.ambient[0]=a,r.ambient[1]=s,r.ambient[2]=o;const v=r.hash;v.directionalLength===l&&v.pointLength===c&&v.spotLength===h&&v.rectAreaLength===u&&v.hemiLength===d&&v.numDirectionalShadows===p&&v.numPointShadows===m&&v.numSpotShadows===f&&v.numSpotMaps===g&&v.numLightProbes===A||(r.directional.length=l,r.spot.length=h,r.rectArea.length=u,r.point.length=c,r.hemi.length=d,r.directionalShadow.length=p,r.directionalShadowMap.length=p,r.pointShadow.length=m,r.pointShadowMap.length=m,r.spotShadow.length=f,r.spotShadowMap.length=f,r.directionalShadowMatrix.length=p,r.pointShadowMatrix.length=m,r.spotLightMatrix.length=f+g-y,r.spotLightMap.length=g,r.numSpotLightShadowsWithMaps=y,r.numLightProbes=A,v.directionalLength=l,v.pointLength=c,v.spotLength=h,v.rectAreaLength=u,v.hemiLength=d,v.numDirectionalShadows=p,v.numPointShadows=m,v.numSpotShadows=f,v.numSpotMaps=g,v.numLightProbes=A,r.version=nextVersion++)},setupView:function(t,e){let i=0,o=0,l=0,c=0,h=0;const u=e.matrixWorldInverse;for(let d=0,p=t.length;d=n.length?(a=new WebGLRenderState(t),n.push(a)):a=n[r],a},dispose:function(){e=new WeakMap}}}class MeshDepthMaterial extends Material{constructor(t){super(),this.isMeshDepthMaterial=!0,this.type="MeshDepthMaterial",this.depthPacking=BasicDepthPacking,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.wireframe=!1,this.wireframeLinewidth=1,this.setValues(t)}copy(t){return super.copy(t),this.depthPacking=t.depthPacking,this.map=t.map,this.alphaMap=t.alphaMap,this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this}}class MeshDistanceMaterial extends Material{constructor(t){super(),this.isMeshDistanceMaterial=!0,this.type="MeshDistanceMaterial",this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.setValues(t)}copy(t){return super.copy(t),this.map=t.map,this.alphaMap=t.alphaMap,this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this}}const vertex="void main() {\n\tgl_Position = vec4( position, 1.0 );\n}",fragment="uniform sampler2D shadow_pass;\nuniform vec2 resolution;\nuniform float radius;\n#include \nvoid main() {\n\tconst float samples = float( VSM_SAMPLES );\n\tfloat mean = 0.0;\n\tfloat squared_mean = 0.0;\n\tfloat uvStride = samples <= 1.0 ? 0.0 : 2.0 / ( samples - 1.0 );\n\tfloat uvStart = samples <= 1.0 ? 0.0 : - 1.0;\n\tfor ( float i = 0.0; i < samples; i ++ ) {\n\t\tfloat uvOffset = uvStart + i * uvStride;\n\t\t#ifdef HORIZONTAL_PASS\n\t\t\tvec2 distribution = unpackRGBATo2Half( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( uvOffset, 0.0 ) * radius ) / resolution ) );\n\t\t\tmean += distribution.x;\n\t\t\tsquared_mean += distribution.y * distribution.y + distribution.x * distribution.x;\n\t\t#else\n\t\t\tfloat depth = unpackRGBAToDepth( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( 0.0, uvOffset ) * radius ) / resolution ) );\n\t\t\tmean += depth;\n\t\t\tsquared_mean += depth * depth;\n\t\t#endif\n\t}\n\tmean = mean / samples;\n\tsquared_mean = squared_mean / samples;\n\tfloat std_dev = sqrt( squared_mean - mean * mean );\n\tgl_FragColor = pack2HalfToRGBA( vec2( mean, std_dev ) );\n}";function WebGLShadowMap(t,e,i){let r=new Frustum;const n=new Vector2,a=new Vector2,s=new Vector4,o=new MeshDepthMaterial({depthPacking:RGBADepthPacking}),l=new MeshDistanceMaterial,c={},h=i.maxTextureSize,u={[FrontSide]:BackSide,[BackSide]:FrontSide,[DoubleSide]:DoubleSide},d=new ShaderMaterial({defines:{VSM_SAMPLES:8},uniforms:{shadow_pass:{value:null},resolution:{value:new Vector2},radius:{value:4}},vertexShader:vertex,fragmentShader:fragment}),p=d.clone();p.defines.HORIZONTAL_PASS=1;const m=new BufferGeometry;m.setAttribute("position",new BufferAttribute(new Float32Array([-1,-1,.5,3,-1,.5,-1,3,.5]),3));const f=new Mesh(m,d),g=this;this.enabled=!1,this.autoUpdate=!0,this.needsUpdate=!1,this.type=PCFShadowMap;let y=this.type;function A(i,r){const a=e.update(f);d.defines.VSM_SAMPLES!==i.blurSamples&&(d.defines.VSM_SAMPLES=i.blurSamples,p.defines.VSM_SAMPLES=i.blurSamples,d.needsUpdate=!0,p.needsUpdate=!0),null===i.mapPass&&(i.mapPass=new WebGLRenderTarget(n.x,n.y)),d.uniforms.shadow_pass.value=i.map.texture,d.uniforms.resolution.value=i.mapSize,d.uniforms.radius.value=i.radius,t.setRenderTarget(i.mapPass),t.clear(),t.renderBufferDirect(r,null,a,d,f,null),p.uniforms.shadow_pass.value=i.mapPass.texture,p.uniforms.resolution.value=i.mapSize,p.uniforms.radius.value=i.radius,t.setRenderTarget(i.map),t.clear(),t.renderBufferDirect(r,null,a,p,f,null)}function v(e,i,r,n){let a=null;const s=!0===r.isPointLight?e.customDistanceMaterial:e.customDepthMaterial;if(void 0!==s)a=s;else if(a=!0===r.isPointLight?l:o,t.localClippingEnabled&&!0===i.clipShadows&&Array.isArray(i.clippingPlanes)&&0!==i.clippingPlanes.length||i.displacementMap&&0!==i.displacementScale||i.alphaMap&&i.alphaTest>0||i.map&&i.alphaTest>0){const t=a.uuid,e=i.uuid;let r=c[t];void 0===r&&(r={},c[t]=r);let n=r[e];void 0===n&&(n=a.clone(),r[e]=n,i.addEventListener("dispose",x)),a=n}if(a.visible=i.visible,a.wireframe=i.wireframe,a.side=n===VSMShadowMap?null!==i.shadowSide?i.shadowSide:i.side:null!==i.shadowSide?i.shadowSide:u[i.side],a.alphaMap=i.alphaMap,a.alphaTest=i.alphaTest,a.map=i.map,a.clipShadows=i.clipShadows,a.clippingPlanes=i.clippingPlanes,a.clipIntersection=i.clipIntersection,a.displacementMap=i.displacementMap,a.displacementScale=i.displacementScale,a.displacementBias=i.displacementBias,a.wireframeLinewidth=i.wireframeLinewidth,a.linewidth=i.linewidth,!0===r.isPointLight&&!0===a.isMeshDistanceMaterial){t.properties.get(a).light=r}return a}function S(i,n,a,s,o){if(!1===i.visible)return;if(i.layers.test(n.layers)&&(i.isMesh||i.isLine||i.isPoints)&&(i.castShadow||i.receiveShadow&&o===VSMShadowMap)&&(!i.frustumCulled||r.intersectsObject(i))){i.modelViewMatrix.multiplyMatrices(a.matrixWorldInverse,i.matrixWorld);const r=e.update(i),l=i.material;if(Array.isArray(l)){const e=r.groups;for(let c=0,h=e.length;ch||n.y>h)&&(n.x>h&&(a.x=Math.floor(h/u.x),n.x=a.x*u.x,c.mapSize.x=a.x),n.y>h&&(a.y=Math.floor(h/u.y),n.y=a.y*u.y,c.mapSize.y=a.y)),null===c.map||!0===p||!0===m){const t=this.type!==VSMShadowMap?{minFilter:NearestFilter,magFilter:NearestFilter}:{};null!==c.map&&c.map.dispose(),c.map=new WebGLRenderTarget(n.x,n.y,t),c.map.texture.name=l.name+".shadowMap",c.camera.updateProjectionMatrix()}t.setRenderTarget(c.map),t.clear();const g=c.getViewportCount();for(let t=0;t=1):-1!==_.indexOf("OpenGL ES")&&(C=parseFloat(/^OpenGL ES (\d)/.exec(_)[1]),R=C>=2);let k=null,L={};const U=t.getParameter(t.SCISSOR_BOX),F=t.getParameter(t.VIEWPORT),P=(new Vector4).fromArray(U),N=(new Vector4).fromArray(F);function D(e,i,r,n){const a=new Uint8Array(4),s=t.createTexture();t.bindTexture(e,s),t.texParameteri(e,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(e,t.TEXTURE_MAG_FILTER,t.NEAREST);for(let o=0;oe?(t.repeat.x=1,t.repeat.y=i/e,t.offset.x=0,t.offset.y=(1-t.repeat.y)/2):(t.repeat.x=e/i,t.repeat.y=1,t.offset.x=(1-t.repeat.x)/2,t.offset.y=0),t}function cover(t,e){const i=t.image&&t.image.width?t.image.width/t.image.height:1;return i>e?(t.repeat.x=e/i,t.repeat.y=1,t.offset.x=(1-t.repeat.x)/2,t.offset.y=0):(t.repeat.x=1,t.repeat.y=i/e,t.offset.x=0,t.offset.y=(1-t.repeat.y)/2),t}function fill(t){return t.repeat.x=1,t.repeat.y=1,t.offset.x=0,t.offset.y=0,t}function getByteLength(t,e,i,r){const n=getTextureTypeByteLength(r);switch(i){case AlphaFormat:case LuminanceFormat:return t*e;case LuminanceAlphaFormat:return t*e*2;case RedFormat:case RedIntegerFormat:return t*e/n.components*n.byteLength;case RGFormat:case RGIntegerFormat:return t*e*2/n.components*n.byteLength;case RGBFormat:return t*e*3/n.components*n.byteLength;case RGBAFormat:case RGBAIntegerFormat:return t*e*4/n.components*n.byteLength;case RGB_S3TC_DXT1_Format:case RGBA_S3TC_DXT1_Format:return Math.floor((t+3)/4)*Math.floor((e+3)/4)*8;case RGBA_S3TC_DXT3_Format:case RGBA_S3TC_DXT5_Format:return Math.floor((t+3)/4)*Math.floor((e+3)/4)*16;case RGB_PVRTC_2BPPV1_Format:case RGBA_PVRTC_2BPPV1_Format:return Math.max(t,16)*Math.max(e,8)/4;case RGB_PVRTC_4BPPV1_Format:case RGBA_PVRTC_4BPPV1_Format:return Math.max(t,8)*Math.max(e,8)/2;case RGB_ETC1_Format:case RGB_ETC2_Format:return Math.floor((t+3)/4)*Math.floor((e+3)/4)*8;case RGBA_ETC2_EAC_Format:case RGBA_ASTC_4x4_Format:return Math.floor((t+3)/4)*Math.floor((e+3)/4)*16;case RGBA_ASTC_5x4_Format:return Math.floor((t+4)/5)*Math.floor((e+3)/4)*16;case RGBA_ASTC_5x5_Format:return Math.floor((t+4)/5)*Math.floor((e+4)/5)*16;case RGBA_ASTC_6x5_Format:return Math.floor((t+5)/6)*Math.floor((e+4)/5)*16;case RGBA_ASTC_6x6_Format:return Math.floor((t+5)/6)*Math.floor((e+5)/6)*16;case RGBA_ASTC_8x5_Format:return Math.floor((t+7)/8)*Math.floor((e+4)/5)*16;case RGBA_ASTC_8x6_Format:return Math.floor((t+7)/8)*Math.floor((e+5)/6)*16;case RGBA_ASTC_8x8_Format:return Math.floor((t+7)/8)*Math.floor((e+7)/8)*16;case RGBA_ASTC_10x5_Format:return Math.floor((t+9)/10)*Math.floor((e+4)/5)*16;case RGBA_ASTC_10x6_Format:return Math.floor((t+9)/10)*Math.floor((e+5)/6)*16;case RGBA_ASTC_10x8_Format:return Math.floor((t+9)/10)*Math.floor((e+7)/8)*16;case RGBA_ASTC_10x10_Format:return Math.floor((t+9)/10)*Math.floor((e+9)/10)*16;case RGBA_ASTC_12x10_Format:return Math.floor((t+11)/12)*Math.floor((e+9)/10)*16;case RGBA_ASTC_12x12_Format:return Math.floor((t+11)/12)*Math.floor((e+11)/12)*16;case RGBA_BPTC_Format:case RGB_BPTC_SIGNED_Format:case RGB_BPTC_UNSIGNED_Format:return Math.ceil(t/4)*Math.ceil(e/4)*16;case RED_RGTC1_Format:case SIGNED_RED_RGTC1_Format:return Math.ceil(t/4)*Math.ceil(e/4)*8;case RED_GREEN_RGTC2_Format:case SIGNED_RED_GREEN_RGTC2_Format:return Math.ceil(t/4)*Math.ceil(e/4)*16}throw new Error(`Unable to determine texture byte length for ${i} format.`)}function getTextureTypeByteLength(t){switch(t){case UnsignedByteType:case ByteType:return{byteLength:1,components:1};case UnsignedShortType:case ShortType:case HalfFloatType:return{byteLength:2,components:1};case UnsignedShort4444Type:case UnsignedShort5551Type:return{byteLength:2,components:4};case UnsignedIntType:case IntType:case FloatType:return{byteLength:4,components:1};case UnsignedInt5999Type:return{byteLength:4,components:3}}throw new Error(`Unknown texture type ${t}.`)}const TextureUtils={contain,cover,fill,getByteLength};function WebGLTextures(t,e,i,r,n,a,s){const o=e.has("WEBGL_multisampled_render_to_texture")?e.get("WEBGL_multisampled_render_to_texture"):null,l="undefined"!=typeof navigator&&/OculusBrowser/g.test(navigator.userAgent),c=new Vector2,h=new WeakMap;let u;const d=new WeakMap;let p=!1;try{p="undefined"!=typeof OffscreenCanvas&&null!==new OffscreenCanvas(1,1).getContext("2d")}catch(O){}function m(t,e){return p?new OffscreenCanvas(t,e):createElementNS("canvas")}function f(t,e,i){let r=1;const n=W(t);if((n.width>i||n.height>i)&&(r=i/Math.max(n.width,n.height)),r<1){if("undefined"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||"undefined"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||"undefined"!=typeof ImageBitmap&&t instanceof ImageBitmap||"undefined"!=typeof VideoFrame&&t instanceof VideoFrame){const i=Math.floor(r*n.width),a=Math.floor(r*n.height);void 0===u&&(u=m(i,a));const s=e?m(i,a):u;s.width=i,s.height=a;return s.getContext("2d").drawImage(t,0,0,i,a),console.warn("THREE.WebGLRenderer: Texture has been resized from ("+n.width+"x"+n.height+") to ("+i+"x"+a+")."),s}return"data"in t&&console.warn("THREE.WebGLRenderer: Image in DataTexture is too big ("+n.width+"x"+n.height+")."),t}return t}function g(t){return t.generateMipmaps&&t.minFilter!==NearestFilter&&t.minFilter!==LinearFilter}function y(e){t.generateMipmap(e)}function A(i,r,n,a,s=!1){if(null!==i){if(void 0!==t[i])return t[i];console.warn("THREE.WebGLRenderer: Attempt to use non-existing WebGL internal format '"+i+"'")}let o=r;if(r===t.RED&&(n===t.FLOAT&&(o=t.R32F),n===t.HALF_FLOAT&&(o=t.R16F),n===t.UNSIGNED_BYTE&&(o=t.R8)),r===t.RED_INTEGER&&(n===t.UNSIGNED_BYTE&&(o=t.R8UI),n===t.UNSIGNED_SHORT&&(o=t.R16UI),n===t.UNSIGNED_INT&&(o=t.R32UI),n===t.BYTE&&(o=t.R8I),n===t.SHORT&&(o=t.R16I),n===t.INT&&(o=t.R32I)),r===t.RG&&(n===t.FLOAT&&(o=t.RG32F),n===t.HALF_FLOAT&&(o=t.RG16F),n===t.UNSIGNED_BYTE&&(o=t.RG8)),r===t.RG_INTEGER&&(n===t.UNSIGNED_BYTE&&(o=t.RG8UI),n===t.UNSIGNED_SHORT&&(o=t.RG16UI),n===t.UNSIGNED_INT&&(o=t.RG32UI),n===t.BYTE&&(o=t.RG8I),n===t.SHORT&&(o=t.RG16I),n===t.INT&&(o=t.RG32I)),r===t.RGB&&n===t.UNSIGNED_INT_5_9_9_9_REV&&(o=t.RGB9_E5),r===t.RGBA){const e=s?LinearTransfer:ColorManagement.getTransfer(a);n===t.FLOAT&&(o=t.RGBA32F),n===t.HALF_FLOAT&&(o=t.RGBA16F),n===t.UNSIGNED_BYTE&&(o=e===SRGBTransfer?t.SRGB8_ALPHA8:t.RGBA8),n===t.UNSIGNED_SHORT_4_4_4_4&&(o=t.RGBA4),n===t.UNSIGNED_SHORT_5_5_5_1&&(o=t.RGB5_A1)}return o!==t.R16F&&o!==t.R32F&&o!==t.RG16F&&o!==t.RG32F&&o!==t.RGBA16F&&o!==t.RGBA32F||e.get("EXT_color_buffer_float"),o}function v(e,i){let r;return e?null===i||i===UnsignedIntType||i===UnsignedInt248Type?r=t.DEPTH24_STENCIL8:i===FloatType?r=t.DEPTH32F_STENCIL8:i===UnsignedShortType&&(r=t.DEPTH24_STENCIL8,console.warn("DepthTexture: 16 bit depth attachment is not supported with stencil. Using 24-bit attachment.")):null===i||i===UnsignedIntType||i===UnsignedInt248Type?r=t.DEPTH_COMPONENT24:i===FloatType?r=t.DEPTH_COMPONENT32F:i===UnsignedShortType&&(r=t.DEPTH_COMPONENT16),r}function S(t,e){return!0===g(t)||t.isFramebufferTexture&&t.minFilter!==NearestFilter&&t.minFilter!==LinearFilter?Math.log2(Math.max(e.width,e.height))+1:void 0!==t.mipmaps&&t.mipmaps.length>0?t.mipmaps.length:t.isCompressedTexture&&Array.isArray(t.image)?e.mipmaps.length:1}function x(t){const e=t.target;e.removeEventListener("dispose",x),function(t){const e=r.get(t);if(void 0===e.__webglInit)return;const i=t.source,n=d.get(i);if(n){const r=n[e.__cacheKey];r.usedTimes--,0===r.usedTimes&&T(t),0===Object.keys(n).length&&d.delete(i)}r.remove(t)}(e),e.isVideoTexture&&h.delete(e)}function b(e){const i=e.target;i.removeEventListener("dispose",b),function(e){const i=r.get(e);e.depthTexture&&e.depthTexture.dispose();if(e.isWebGLCubeRenderTarget)for(let r=0;r<6;r++){if(Array.isArray(i.__webglFramebuffer[r]))for(let e=0;e0&&a.__version!==e.version){const t=e.image;if(null===t)console.warn("THREE.WebGLRenderer: Texture marked for update but no image data found.");else{if(!1!==t.complete)return void k(a,e,n);console.warn("THREE.WebGLRenderer: Texture marked for update but image is incomplete")}}i.bindTexture(t.TEXTURE_2D,a.__webglTexture,t.TEXTURE0+n)}const E={[RepeatWrapping]:t.REPEAT,[ClampToEdgeWrapping]:t.CLAMP_TO_EDGE,[MirroredRepeatWrapping]:t.MIRRORED_REPEAT},w={[NearestFilter]:t.NEAREST,[NearestMipmapNearestFilter]:t.NEAREST_MIPMAP_NEAREST,[NearestMipmapLinearFilter]:t.NEAREST_MIPMAP_LINEAR,[LinearFilter]:t.LINEAR,[LinearMipmapNearestFilter]:t.LINEAR_MIPMAP_NEAREST,[LinearMipmapLinearFilter]:t.LINEAR_MIPMAP_LINEAR},R={[NeverCompare]:t.NEVER,[AlwaysCompare]:t.ALWAYS,[LessCompare]:t.LESS,[LessEqualCompare]:t.LEQUAL,[EqualCompare]:t.EQUAL,[GreaterEqualCompare]:t.GEQUAL,[GreaterCompare]:t.GREATER,[NotEqualCompare]:t.NOTEQUAL};function C(i,a){if(a.type!==FloatType||!1!==e.has("OES_texture_float_linear")||a.magFilter!==LinearFilter&&a.magFilter!==LinearMipmapNearestFilter&&a.magFilter!==NearestMipmapLinearFilter&&a.magFilter!==LinearMipmapLinearFilter&&a.minFilter!==LinearFilter&&a.minFilter!==LinearMipmapNearestFilter&&a.minFilter!==NearestMipmapLinearFilter&&a.minFilter!==LinearMipmapLinearFilter||console.warn("THREE.WebGLRenderer: Unable to use linear filtering with floating point textures. OES_texture_float_linear not supported on this device."),t.texParameteri(i,t.TEXTURE_WRAP_S,E[a.wrapS]),t.texParameteri(i,t.TEXTURE_WRAP_T,E[a.wrapT]),i!==t.TEXTURE_3D&&i!==t.TEXTURE_2D_ARRAY||t.texParameteri(i,t.TEXTURE_WRAP_R,E[a.wrapR]),t.texParameteri(i,t.TEXTURE_MAG_FILTER,w[a.magFilter]),t.texParameteri(i,t.TEXTURE_MIN_FILTER,w[a.minFilter]),a.compareFunction&&(t.texParameteri(i,t.TEXTURE_COMPARE_MODE,t.COMPARE_REF_TO_TEXTURE),t.texParameteri(i,t.TEXTURE_COMPARE_FUNC,R[a.compareFunction])),!0===e.has("EXT_texture_filter_anisotropic")){if(a.magFilter===NearestFilter)return;if(a.minFilter!==NearestMipmapLinearFilter&&a.minFilter!==LinearMipmapLinearFilter)return;if(a.type===FloatType&&!1===e.has("OES_texture_float_linear"))return;if(a.anisotropy>1||r.get(a).__currentAnisotropy){const s=e.get("EXT_texture_filter_anisotropic");t.texParameterf(i,s.TEXTURE_MAX_ANISOTROPY_EXT,Math.min(a.anisotropy,n.getMaxAnisotropy())),r.get(a).__currentAnisotropy=a.anisotropy}}}function _(e,i){let r=!1;void 0===e.__webglInit&&(e.__webglInit=!0,i.addEventListener("dispose",x));const n=i.source;let a=d.get(n);void 0===a&&(a={},d.set(n,a));const o=function(t){const e=[];return e.push(t.wrapS),e.push(t.wrapT),e.push(t.wrapR||0),e.push(t.magFilter),e.push(t.minFilter),e.push(t.anisotropy),e.push(t.internalFormat),e.push(t.format),e.push(t.type),e.push(t.generateMipmaps),e.push(t.premultiplyAlpha),e.push(t.flipY),e.push(t.unpackAlignment),e.push(t.colorSpace),e.join()}(i);if(o!==e.__cacheKey){void 0===a[o]&&(a[o]={texture:t.createTexture(),usedTimes:0},s.memory.textures++,r=!0),a[o].usedTimes++;const n=a[e.__cacheKey];void 0!==n&&(a[e.__cacheKey].usedTimes--,0===n.usedTimes&&T(i)),e.__cacheKey=o,e.__webglTexture=a[o].texture}return r}function k(e,s,o){let l=t.TEXTURE_2D;(s.isDataArrayTexture||s.isCompressedArrayTexture)&&(l=t.TEXTURE_2D_ARRAY),s.isData3DTexture&&(l=t.TEXTURE_3D);const c=_(e,s),h=s.source;i.bindTexture(l,e.__webglTexture,t.TEXTURE0+o);const u=r.get(h);if(h.version!==u.__version||!0===c){i.activeTexture(t.TEXTURE0+o);const e=ColorManagement.getPrimaries(ColorManagement.workingColorSpace),r=s.colorSpace===NoColorSpace?null:ColorManagement.getPrimaries(s.colorSpace),d=s.colorSpace===NoColorSpace||e===r?t.NONE:t.BROWSER_DEFAULT_WEBGL;t.pixelStorei(t.UNPACK_FLIP_Y_WEBGL,s.flipY),t.pixelStorei(t.UNPACK_PREMULTIPLY_ALPHA_WEBGL,s.premultiplyAlpha),t.pixelStorei(t.UNPACK_ALIGNMENT,s.unpackAlignment),t.pixelStorei(t.UNPACK_COLORSPACE_CONVERSION_WEBGL,d);let p=f(s.image,!1,n.maxTextureSize);p=B(s,p);const m=a.convert(s.format,s.colorSpace),x=a.convert(s.type);let b,T=A(s.internalFormat,m,x,s.colorSpace,s.isVideoTexture);C(l,s);const M=s.mipmaps,I=!0!==s.isVideoTexture,E=void 0===u.__version||!0===c,w=h.dataReady,R=S(s,p);if(s.isDepthTexture)T=v(s.format===DepthStencilFormat,s.type),E&&(I?i.texStorage2D(t.TEXTURE_2D,1,T,p.width,p.height):i.texImage2D(t.TEXTURE_2D,0,T,p.width,p.height,0,m,x,null));else if(s.isDataTexture)if(M.length>0){I&&E&&i.texStorage2D(t.TEXTURE_2D,R,T,M[0].width,M[0].height);for(let e=0,r=M.length;e0){const r=getByteLength(b.width,b.height,s.format,s.type);for(const n of s.layerUpdates){const a=b.data.subarray(n*r/b.data.BYTES_PER_ELEMENT,(n+1)*r/b.data.BYTES_PER_ELEMENT);i.compressedTexSubImage3D(t.TEXTURE_2D_ARRAY,e,0,0,n,b.width,b.height,1,m,a,0,0)}s.clearLayerUpdates()}else i.compressedTexSubImage3D(t.TEXTURE_2D_ARRAY,e,0,0,0,b.width,b.height,p.depth,m,b.data,0,0)}else i.compressedTexImage3D(t.TEXTURE_2D_ARRAY,e,T,b.width,b.height,p.depth,0,b.data,0,0);else console.warn("THREE.WebGLRenderer: Attempt to load unsupported compressed texture format in .uploadTexture()");else I?w&&i.texSubImage3D(t.TEXTURE_2D_ARRAY,e,0,0,0,b.width,b.height,p.depth,m,x,b.data):i.texImage3D(t.TEXTURE_2D_ARRAY,e,T,b.width,b.height,p.depth,0,m,x,b.data)}else{I&&E&&i.texStorage2D(t.TEXTURE_2D,R,T,M[0].width,M[0].height);for(let e=0,r=M.length;e0){const e=getByteLength(p.width,p.height,s.format,s.type);for(const r of s.layerUpdates){const n=p.data.subarray(r*e/p.data.BYTES_PER_ELEMENT,(r+1)*e/p.data.BYTES_PER_ELEMENT);i.texSubImage3D(t.TEXTURE_2D_ARRAY,0,0,0,r,p.width,p.height,1,m,x,n)}s.clearLayerUpdates()}else i.texSubImage3D(t.TEXTURE_2D_ARRAY,0,0,0,0,p.width,p.height,p.depth,m,x,p.data)}else i.texImage3D(t.TEXTURE_2D_ARRAY,0,T,p.width,p.height,p.depth,0,m,x,p.data);else if(s.isData3DTexture)I?(E&&i.texStorage3D(t.TEXTURE_3D,R,T,p.width,p.height,p.depth),w&&i.texSubImage3D(t.TEXTURE_3D,0,0,0,0,p.width,p.height,p.depth,m,x,p.data)):i.texImage3D(t.TEXTURE_3D,0,T,p.width,p.height,p.depth,0,m,x,p.data);else if(s.isFramebufferTexture){if(E)if(I)i.texStorage2D(t.TEXTURE_2D,R,T,p.width,p.height);else{let e=p.width,r=p.height;for(let n=0;n>=1,r>>=1}}else if(M.length>0){if(I&&E){const e=W(M[0]);i.texStorage2D(t.TEXTURE_2D,R,T,e.width,e.height)}for(let e=0,r=M.length;e>h),r=Math.max(1,n.height>>h);c===t.TEXTURE_3D||c===t.TEXTURE_2D_ARRAY?i.texImage3D(c,h,p,e,r,n.depth,0,u,d,null):i.texImage2D(c,h,p,e,r,0,u,d,null)}i.bindFramebuffer(t.FRAMEBUFFER,e),V(n)?o.framebufferTexture2DMultisampleEXT(t.FRAMEBUFFER,l,c,r.get(s).__webglTexture,0,D(n)):(c===t.TEXTURE_2D||c>=t.TEXTURE_CUBE_MAP_POSITIVE_X&&c<=t.TEXTURE_CUBE_MAP_NEGATIVE_Z)&&t.framebufferTexture2D(t.FRAMEBUFFER,l,c,r.get(s).__webglTexture,h),i.bindFramebuffer(t.FRAMEBUFFER,null)}function U(e,i,r){if(t.bindRenderbuffer(t.RENDERBUFFER,e),i.depthBuffer){const n=i.depthTexture,a=n&&n.isDepthTexture?n.type:null,s=v(i.stencilBuffer,a),l=i.stencilBuffer?t.DEPTH_STENCIL_ATTACHMENT:t.DEPTH_ATTACHMENT,c=D(i);V(i)?o.renderbufferStorageMultisampleEXT(t.RENDERBUFFER,c,s,i.width,i.height):r?t.renderbufferStorageMultisample(t.RENDERBUFFER,c,s,i.width,i.height):t.renderbufferStorage(t.RENDERBUFFER,s,i.width,i.height),t.framebufferRenderbuffer(t.FRAMEBUFFER,l,t.RENDERBUFFER,e)}else{const e=i.textures;for(let n=0;n0&&!0===e.has("WEBGL_multisampled_render_to_texture")&&!1!==i.__useRenderToTexture}function B(t,e){const i=t.colorSpace,r=t.format,n=t.type;return!0===t.isCompressedTexture||!0===t.isVideoTexture||i!==LinearSRGBColorSpace&&i!==NoColorSpace&&(ColorManagement.getTransfer(i)===SRGBTransfer?r===RGBAFormat&&n===UnsignedByteType||console.warn("THREE.WebGLTextures: sRGB encoded textures have to use RGBAFormat and UnsignedByteType."):console.error("THREE.WebGLTextures: Unsupported texture color space:",i)),e}function W(t){return"undefined"!=typeof HTMLImageElement&&t instanceof HTMLImageElement?(c.width=t.naturalWidth||t.width,c.height=t.naturalHeight||t.height):"undefined"!=typeof VideoFrame&&t instanceof VideoFrame?(c.width=t.displayWidth,c.height=t.displayHeight):(c.width=t.width,c.height=t.height),c}this.allocateTextureUnit=function(){const t=M;return t>=n.maxTextures&&console.warn("THREE.WebGLTextures: Trying to use "+t+" texture units while this GPU supports only "+n.maxTextures),M+=1,t},this.resetTextureUnits=function(){M=0},this.setTexture2D=I,this.setTexture2DArray=function(e,n){const a=r.get(e);e.version>0&&a.__version!==e.version?k(a,e,n):i.bindTexture(t.TEXTURE_2D_ARRAY,a.__webglTexture,t.TEXTURE0+n)},this.setTexture3D=function(e,n){const a=r.get(e);e.version>0&&a.__version!==e.version?k(a,e,n):i.bindTexture(t.TEXTURE_3D,a.__webglTexture,t.TEXTURE0+n)},this.setTextureCube=function(e,s){const o=r.get(e);e.version>0&&o.__version!==e.version?function(e,s,o){if(6!==s.image.length)return;const l=_(e,s),c=s.source;i.bindTexture(t.TEXTURE_CUBE_MAP,e.__webglTexture,t.TEXTURE0+o);const h=r.get(c);if(c.version!==h.__version||!0===l){i.activeTexture(t.TEXTURE0+o);const e=ColorManagement.getPrimaries(ColorManagement.workingColorSpace),r=s.colorSpace===NoColorSpace?null:ColorManagement.getPrimaries(s.colorSpace),u=s.colorSpace===NoColorSpace||e===r?t.NONE:t.BROWSER_DEFAULT_WEBGL;t.pixelStorei(t.UNPACK_FLIP_Y_WEBGL,s.flipY),t.pixelStorei(t.UNPACK_PREMULTIPLY_ALPHA_WEBGL,s.premultiplyAlpha),t.pixelStorei(t.UNPACK_ALIGNMENT,s.unpackAlignment),t.pixelStorei(t.UNPACK_COLORSPACE_CONVERSION_WEBGL,u);const d=s.isCompressedTexture||s.image[0].isCompressedTexture,p=s.image[0]&&s.image[0].isDataTexture,m=[];for(let t=0;t<6;t++)m[t]=d||p?p?s.image[t].image:s.image[t]:f(s.image[t],!0,n.maxCubemapSize),m[t]=B(s,m[t]);const v=m[0],x=a.convert(s.format,s.colorSpace),b=a.convert(s.type),T=A(s.internalFormat,x,b,s.colorSpace),M=!0!==s.isVideoTexture,I=void 0===h.__version||!0===l,E=c.dataReady;let w,R=S(s,v);if(C(t.TEXTURE_CUBE_MAP,s),d){M&&I&&i.texStorage2D(t.TEXTURE_CUBE_MAP,R,T,v.width,v.height);for(let e=0;e<6;e++){w=m[e].mipmaps;for(let r=0;r0&&R++;const e=W(m[0]);i.texStorage2D(t.TEXTURE_CUBE_MAP,R,T,e.width,e.height)}for(let e=0;e<6;e++)if(p){M?E&&i.texSubImage2D(t.TEXTURE_CUBE_MAP_POSITIVE_X+e,0,0,0,m[e].width,m[e].height,x,b,m[e].data):i.texImage2D(t.TEXTURE_CUBE_MAP_POSITIVE_X+e,0,T,m[e].width,m[e].height,0,x,b,m[e].data);for(let r=0;r1;if(u||(void 0===l.__webglTexture&&(l.__webglTexture=t.createTexture()),l.__version=n.version,s.memory.textures++),h){o.__webglFramebuffer=[];for(let e=0;e<6;e++)if(n.mipmaps&&n.mipmaps.length>0){o.__webglFramebuffer[e]=[];for(let i=0;i0){o.__webglFramebuffer=[];for(let e=0;e0&&!1===V(e)){o.__webglMultisampledFramebuffer=t.createFramebuffer(),o.__webglColorRenderbuffer=[],i.bindFramebuffer(t.FRAMEBUFFER,o.__webglMultisampledFramebuffer);for(let i=0;i0)for(let r=0;r0)for(let i=0;i0)if(!1===V(e)){const n=e.textures,a=e.width,s=e.height;let o=t.COLOR_BUFFER_BIT;const c=e.stencilBuffer?t.DEPTH_STENCIL_ATTACHMENT:t.DEPTH_ATTACHMENT,h=r.get(e),u=n.length>1;if(u)for(let e=0;eo+c?(l.inputState.pinching=!1,this.dispatchEvent({type:"pinchend",handedness:t.handedness,target:this})):!l.inputState.pinching&&s<=o-c&&(l.inputState.pinching=!0,this.dispatchEvent({type:"pinchstart",handedness:t.handedness,target:this}))}else null!==o&&t.gripSpace&&(n=e.getPose(t.gripSpace,i),null!==n&&(o.matrix.fromArray(n.transform.matrix),o.matrix.decompose(o.position,o.rotation,o.scale),o.matrixWorldNeedsUpdate=!0,n.linearVelocity?(o.hasLinearVelocity=!0,o.linearVelocity.copy(n.linearVelocity)):o.hasLinearVelocity=!1,n.angularVelocity?(o.hasAngularVelocity=!0,o.angularVelocity.copy(n.angularVelocity)):o.hasAngularVelocity=!1));null!==s&&(r=e.getPose(t.targetRaySpace,i),null===r&&null!==n&&(r=n),null!==r&&(s.matrix.fromArray(r.transform.matrix),s.matrix.decompose(s.position,s.rotation,s.scale),s.matrixWorldNeedsUpdate=!0,r.linearVelocity?(s.hasLinearVelocity=!0,s.linearVelocity.copy(r.linearVelocity)):s.hasLinearVelocity=!1,r.angularVelocity?(s.hasAngularVelocity=!0,s.angularVelocity.copy(r.angularVelocity)):s.hasAngularVelocity=!1,this.dispatchEvent(_moveEvent)))}return null!==s&&(s.visible=null!==r),null!==o&&(o.visible=null!==n),null!==l&&(l.visible=null!==a),this}_getHandJoint(t,e){if(void 0===t.joints[e.jointName]){const i=new Group$1;i.matrixAutoUpdate=!1,i.visible=!1,t.joints[e.jointName]=i,t.add(i)}return t.joints[e.jointName]}}const _occlusion_vertex="\nvoid main() {\n\n\tgl_Position = vec4( position, 1.0 );\n\n}",_occlusion_fragment="\nuniform sampler2DArray depthColor;\nuniform float depthWidth;\nuniform float depthHeight;\n\nvoid main() {\n\n\tvec2 coord = vec2( gl_FragCoord.x / depthWidth, gl_FragCoord.y / depthHeight );\n\n\tif ( coord.x >= 1.0 ) {\n\n\t\tgl_FragDepth = texture( depthColor, vec3( coord.x - 1.0, coord.y, 1 ) ).r;\n\n\t} else {\n\n\t\tgl_FragDepth = texture( depthColor, vec3( coord.x, coord.y, 0 ) ).r;\n\n\t}\n\n}";class WebXRDepthSensing{constructor(){this.texture=null,this.mesh=null,this.depthNear=0,this.depthFar=0}init(t,e,i){if(null===this.texture){const r=new Texture;t.properties.get(r).__webglTexture=e.texture,e.depthNear==i.depthNear&&e.depthFar==i.depthFar||(this.depthNear=e.depthNear,this.depthFar=e.depthFar),this.texture=r}}getMesh(t){if(null!==this.texture&&null===this.mesh){const e=t.cameras[0].viewport,i=new ShaderMaterial({vertexShader:_occlusion_vertex,fragmentShader:_occlusion_fragment,uniforms:{depthColor:{value:this.texture},depthWidth:{value:e.z},depthHeight:{value:e.w}}});this.mesh=new Mesh(new PlaneGeometry(20,20),i)}return this.mesh}reset(){this.texture=null,this.mesh=null}getDepthTexture(){return this.texture}}class WebXRManager extends EventDispatcher{constructor(t,e){super();const i=this;let r=null,n=1,a=null,s="local-floor",o=1,l=null,c=null,h=null,u=null,d=null,p=null;const m=new WebXRDepthSensing,f=e.getContextAttributes();let g=null,y=null;const A=[],v=[],S=new Vector2;let x=null;const b=new PerspectiveCamera;b.layers.enable(1),b.viewport=new Vector4;const T=new PerspectiveCamera;T.layers.enable(2),T.viewport=new Vector4;const M=[b,T],I=new ArrayCamera;I.layers.enable(1),I.layers.enable(2);let E=null,w=null;function R(t){const e=v.indexOf(t.inputSource);if(-1===e)return;const i=A[e];void 0!==i&&(i.update(t.inputSource,t.frame,l||a),i.dispatchEvent({type:t.type,data:t.inputSource}))}function C(){r.removeEventListener("select",R),r.removeEventListener("selectstart",R),r.removeEventListener("selectend",R),r.removeEventListener("squeeze",R),r.removeEventListener("squeezestart",R),r.removeEventListener("squeezeend",R),r.removeEventListener("end",C),r.removeEventListener("inputsourceschange",_);for(let t=0;t=0&&(v[r]=null,A[r].disconnect(i))}for(let e=0;e=v.length){v.push(i),r=t;break}if(null===v[t]){v[t]=i,r=t;break}}if(-1===r)break}const n=A[r];n&&n.connect(i)}}this.cameraAutoUpdate=!0,this.enabled=!1,this.isPresenting=!1,this.getController=function(t){let e=A[t];return void 0===e&&(e=new WebXRController,A[t]=e),e.getTargetRaySpace()},this.getControllerGrip=function(t){let e=A[t];return void 0===e&&(e=new WebXRController,A[t]=e),e.getGripSpace()},this.getHand=function(t){let e=A[t];return void 0===e&&(e=new WebXRController,A[t]=e),e.getHandSpace()},this.setFramebufferScaleFactor=function(t){n=t,!0===i.isPresenting&&console.warn("THREE.WebXRManager: Cannot change framebuffer scale while presenting.")},this.setReferenceSpaceType=function(t){s=t,!0===i.isPresenting&&console.warn("THREE.WebXRManager: Cannot change reference space type while presenting.")},this.getReferenceSpace=function(){return l||a},this.setReferenceSpace=function(t){l=t},this.getBaseLayer=function(){return null!==u?u:d},this.getBinding=function(){return h},this.getFrame=function(){return p},this.getSession=function(){return r},this.setSession=async function(c){if(r=c,null!==r){if(g=t.getRenderTarget(),r.addEventListener("select",R),r.addEventListener("selectstart",R),r.addEventListener("selectend",R),r.addEventListener("squeeze",R),r.addEventListener("squeezestart",R),r.addEventListener("squeezeend",R),r.addEventListener("end",C),r.addEventListener("inputsourceschange",_),!0!==f.xrCompatible&&await e.makeXRCompatible(),x=t.getPixelRatio(),t.getSize(S),void 0===r.renderState.layers){const i={antialias:f.antialias,alpha:!0,depth:f.depth,stencil:f.stencil,framebufferScaleFactor:n};d=new XRWebGLLayer(r,e,i),r.updateRenderState({baseLayer:d}),t.setPixelRatio(1),t.setSize(d.framebufferWidth,d.framebufferHeight,!1),y=new WebGLRenderTarget(d.framebufferWidth,d.framebufferHeight,{format:RGBAFormat,type:UnsignedByteType,colorSpace:t.outputColorSpace,stencilBuffer:f.stencil})}else{let i=null,a=null,s=null;f.depth&&(s=f.stencil?e.DEPTH24_STENCIL8:e.DEPTH_COMPONENT24,i=f.stencil?DepthStencilFormat:DepthFormat,a=f.stencil?UnsignedInt248Type:UnsignedIntType);const o={colorFormat:e.RGBA8,depthFormat:s,scaleFactor:n};h=new XRWebGLBinding(r,e),u=h.createProjectionLayer(o),r.updateRenderState({layers:[u]}),t.setPixelRatio(1),t.setSize(u.textureWidth,u.textureHeight,!1),y=new WebGLRenderTarget(u.textureWidth,u.textureHeight,{format:RGBAFormat,type:UnsignedByteType,depthTexture:new DepthTexture(u.textureWidth,u.textureHeight,a,void 0,void 0,void 0,void 0,void 0,void 0,i),stencilBuffer:f.stencil,colorSpace:t.outputColorSpace,samples:f.antialias?4:0,resolveDepthBuffer:!1===u.ignoreDepthValues})}y.isXRRenderTarget=!0,this.setFoveation(o),l=null,a=await r.requestReferenceSpace(s),P.setContext(r),P.start(),i.isPresenting=!0,i.dispatchEvent({type:"sessionstart"})}},this.getEnvironmentBlendMode=function(){if(null!==r)return r.environmentBlendMode},this.getDepthTexture=function(){return m.getDepthTexture()};const k=new Vector3,L=new Vector3;function U(t,e){null===e?t.matrixWorld.copy(t.matrix):t.matrixWorld.multiplyMatrices(e.matrixWorld,t.matrix),t.matrixWorldInverse.copy(t.matrixWorld).invert()}this.updateCamera=function(t){if(null===r)return;null!==m.texture&&(t.near=m.depthNear,t.far=m.depthFar),I.near=T.near=b.near=t.near,I.far=T.far=b.far=t.far,E===I.near&&w===I.far||(r.updateRenderState({depthNear:I.near,depthFar:I.far}),E=I.near,w=I.far,b.near=E,b.far=w,T.near=E,T.far=w,b.updateProjectionMatrix(),T.updateProjectionMatrix(),t.updateProjectionMatrix());const e=t.parent,i=I.cameras;U(I,e);for(let r=0;r0&&(t.alphaTest.value=r.alphaTest);const n=e.get(r),a=n.envMap,s=n.envMapRotation;a&&(t.envMap.value=a,_e1.copy(s),_e1.x*=-1,_e1.y*=-1,_e1.z*=-1,a.isCubeTexture&&!1===a.isRenderTargetTexture&&(_e1.y*=-1,_e1.z*=-1),t.envMapRotation.value.setFromMatrix4(_m1.makeRotationFromEuler(_e1)),t.flipEnvMap.value=a.isCubeTexture&&!1===a.isRenderTargetTexture?-1:1,t.reflectivity.value=r.reflectivity,t.ior.value=r.ior,t.refractionRatio.value=r.refractionRatio),r.lightMap&&(t.lightMap.value=r.lightMap,t.lightMapIntensity.value=r.lightMapIntensity,i(r.lightMap,t.lightMapTransform)),r.aoMap&&(t.aoMap.value=r.aoMap,t.aoMapIntensity.value=r.aoMapIntensity,i(r.aoMap,t.aoMapTransform))}return{refreshFogUniforms:function(e,i){i.color.getRGB(e.fogColor.value,getUnlitUniformColorSpace(t)),i.isFog?(e.fogNear.value=i.near,e.fogFar.value=i.far):i.isFogExp2&&(e.fogDensity.value=i.density)},refreshMaterialUniforms:function(t,n,a,s,o){n.isMeshBasicMaterial||n.isMeshLambertMaterial?r(t,n):n.isMeshToonMaterial?(r(t,n),function(t,e){e.gradientMap&&(t.gradientMap.value=e.gradientMap)}(t,n)):n.isMeshPhongMaterial?(r(t,n),function(t,e){t.specular.value.copy(e.specular),t.shininess.value=Math.max(e.shininess,1e-4)}(t,n)):n.isMeshStandardMaterial?(r(t,n),function(t,e){t.metalness.value=e.metalness,e.metalnessMap&&(t.metalnessMap.value=e.metalnessMap,i(e.metalnessMap,t.metalnessMapTransform));t.roughness.value=e.roughness,e.roughnessMap&&(t.roughnessMap.value=e.roughnessMap,i(e.roughnessMap,t.roughnessMapTransform));e.envMap&&(t.envMapIntensity.value=e.envMapIntensity)}(t,n),n.isMeshPhysicalMaterial&&function(t,e,r){t.ior.value=e.ior,e.sheen>0&&(t.sheenColor.value.copy(e.sheenColor).multiplyScalar(e.sheen),t.sheenRoughness.value=e.sheenRoughness,e.sheenColorMap&&(t.sheenColorMap.value=e.sheenColorMap,i(e.sheenColorMap,t.sheenColorMapTransform)),e.sheenRoughnessMap&&(t.sheenRoughnessMap.value=e.sheenRoughnessMap,i(e.sheenRoughnessMap,t.sheenRoughnessMapTransform)));e.clearcoat>0&&(t.clearcoat.value=e.clearcoat,t.clearcoatRoughness.value=e.clearcoatRoughness,e.clearcoatMap&&(t.clearcoatMap.value=e.clearcoatMap,i(e.clearcoatMap,t.clearcoatMapTransform)),e.clearcoatRoughnessMap&&(t.clearcoatRoughnessMap.value=e.clearcoatRoughnessMap,i(e.clearcoatRoughnessMap,t.clearcoatRoughnessMapTransform)),e.clearcoatNormalMap&&(t.clearcoatNormalMap.value=e.clearcoatNormalMap,i(e.clearcoatNormalMap,t.clearcoatNormalMapTransform),t.clearcoatNormalScale.value.copy(e.clearcoatNormalScale),e.side===BackSide&&t.clearcoatNormalScale.value.negate()));e.dispersion>0&&(t.dispersion.value=e.dispersion);e.iridescence>0&&(t.iridescence.value=e.iridescence,t.iridescenceIOR.value=e.iridescenceIOR,t.iridescenceThicknessMinimum.value=e.iridescenceThicknessRange[0],t.iridescenceThicknessMaximum.value=e.iridescenceThicknessRange[1],e.iridescenceMap&&(t.iridescenceMap.value=e.iridescenceMap,i(e.iridescenceMap,t.iridescenceMapTransform)),e.iridescenceThicknessMap&&(t.iridescenceThicknessMap.value=e.iridescenceThicknessMap,i(e.iridescenceThicknessMap,t.iridescenceThicknessMapTransform)));e.transmission>0&&(t.transmission.value=e.transmission,t.transmissionSamplerMap.value=r.texture,t.transmissionSamplerSize.value.set(r.width,r.height),e.transmissionMap&&(t.transmissionMap.value=e.transmissionMap,i(e.transmissionMap,t.transmissionMapTransform)),t.thickness.value=e.thickness,e.thicknessMap&&(t.thicknessMap.value=e.thicknessMap,i(e.thicknessMap,t.thicknessMapTransform)),t.attenuationDistance.value=e.attenuationDistance,t.attenuationColor.value.copy(e.attenuationColor));e.anisotropy>0&&(t.anisotropyVector.value.set(e.anisotropy*Math.cos(e.anisotropyRotation),e.anisotropy*Math.sin(e.anisotropyRotation)),e.anisotropyMap&&(t.anisotropyMap.value=e.anisotropyMap,i(e.anisotropyMap,t.anisotropyMapTransform)));t.specularIntensity.value=e.specularIntensity,t.specularColor.value.copy(e.specularColor),e.specularColorMap&&(t.specularColorMap.value=e.specularColorMap,i(e.specularColorMap,t.specularColorMapTransform));e.specularIntensityMap&&(t.specularIntensityMap.value=e.specularIntensityMap,i(e.specularIntensityMap,t.specularIntensityMapTransform))}(t,n,o)):n.isMeshMatcapMaterial?(r(t,n),function(t,e){e.matcap&&(t.matcap.value=e.matcap)}(t,n)):n.isMeshDepthMaterial?r(t,n):n.isMeshDistanceMaterial?(r(t,n),function(t,i){const r=e.get(i).light;t.referencePosition.value.setFromMatrixPosition(r.matrixWorld),t.nearDistance.value=r.shadow.camera.near,t.farDistance.value=r.shadow.camera.far}(t,n)):n.isMeshNormalMaterial?r(t,n):n.isLineBasicMaterial?(function(t,e){t.diffuse.value.copy(e.color),t.opacity.value=e.opacity,e.map&&(t.map.value=e.map,i(e.map,t.mapTransform))}(t,n),n.isLineDashedMaterial&&function(t,e){t.dashSize.value=e.dashSize,t.totalSize.value=e.dashSize+e.gapSize,t.scale.value=e.scale}(t,n)):n.isPointsMaterial?function(t,e,r,n){t.diffuse.value.copy(e.color),t.opacity.value=e.opacity,t.size.value=e.size*r,t.scale.value=.5*n,e.map&&(t.map.value=e.map,i(e.map,t.uvTransform));e.alphaMap&&(t.alphaMap.value=e.alphaMap,i(e.alphaMap,t.alphaMapTransform));e.alphaTest>0&&(t.alphaTest.value=e.alphaTest)}(t,n,a,s):n.isSpriteMaterial?function(t,e){t.diffuse.value.copy(e.color),t.opacity.value=e.opacity,t.rotation.value=e.rotation,e.map&&(t.map.value=e.map,i(e.map,t.mapTransform));e.alphaMap&&(t.alphaMap.value=e.alphaMap,i(e.alphaMap,t.alphaMapTransform));e.alphaTest>0&&(t.alphaTest.value=e.alphaTest)}(t,n):n.isShadowMaterial?(t.color.value.copy(n.color),t.opacity.value=n.opacity):n.isShaderMaterial&&(n.uniformsNeedUpdate=!1)}}}function WebGLUniformsGroups(t,e,i,r){let n={},a={},s=[];const o=t.getParameter(t.MAX_UNIFORM_BUFFER_BINDINGS);function l(t,e,i,r){const n=t.value,a=e+"_"+i;if(void 0===r[a])return r[a]="number"==typeof n||"boolean"==typeof n?n:n.clone(),!0;{const t=r[a];if("number"==typeof n||"boolean"==typeof n){if(t!==n)return r[a]=n,!0}else if(!1===t.equals(n))return t.copy(n),!0}return!1}function c(t){const e={boundary:0,storage:0};return"number"==typeof t||"boolean"==typeof t?(e.boundary=4,e.storage=4):t.isVector2?(e.boundary=8,e.storage=8):t.isVector3||t.isColor?(e.boundary=16,e.storage=12):t.isVector4?(e.boundary=16,e.storage=16):t.isMatrix3?(e.boundary=48,e.storage=48):t.isMatrix4?(e.boundary=64,e.storage=64):t.isTexture?console.warn("THREE.WebGLRenderer: Texture samplers can not be part of an uniforms group."):console.warn("THREE.WebGLRenderer: Unsupported uniform value type.",t),e}function h(e){const i=e.target;i.removeEventListener("dispose",h);const r=s.indexOf(i.__bindingPointIndex);s.splice(r,1),t.deleteBuffer(n[i.id]),delete n[i.id],delete a[i.id]}return{bind:function(t,e){const i=e.program;r.uniformBlockBinding(t,i)},update:function(i,u){let d=n[i.id];void 0===d&&(!function(t){const e=t.uniforms;let i=0;const r=16;for(let a=0,s=e.length;a0&&(i+=r-n);t.__size=i,t.__cache={}}(i),d=function(e){const i=function(){for(let t=0;t0),u=!!i.morphAttributes.position,d=!!i.morphAttributes.normal,p=!!i.morphAttributes.color;let m=NoToneMapping;r.toneMapped&&(null!==b&&!0!==b.isXRRenderTarget||(m=A.toneMapping));const g=i.morphAttributes.position||i.morphAttributes.normal||i.morphAttributes.color,y=void 0!==g?g.length:0,v=Q.get(r),S=f.state.lights;if(!0===B&&(!0===W||t!==M)){const e=t===M&&r.id===T;lt.setState(r,t,e)}let x=!1;r.version===v.__version?v.needsLights&&v.lightsStateVersion!==S.state.version||v.outputColorSpace!==o||n.isBatchedMesh&&!1===v.batching?x=!0:n.isBatchedMesh||!0!==v.batching?n.isBatchedMesh&&!0===v.batchingColor&&null===n.colorTexture||n.isBatchedMesh&&!1===v.batchingColor&&null!==n.colorTexture||n.isInstancedMesh&&!1===v.instancing?x=!0:n.isInstancedMesh||!0!==v.instancing?n.isSkinnedMesh&&!1===v.skinning?x=!0:n.isSkinnedMesh||!0!==v.skinning?n.isInstancedMesh&&!0===v.instancingColor&&null===n.instanceColor||n.isInstancedMesh&&!1===v.instancingColor&&null!==n.instanceColor||n.isInstancedMesh&&!0===v.instancingMorph&&null===n.morphTexture||n.isInstancedMesh&&!1===v.instancingMorph&&null!==n.morphTexture||v.envMap!==l||!0===r.fog&&v.fog!==a?x=!0:void 0===v.numClippingPlanes||v.numClippingPlanes===lt.numPlanes&&v.numIntersection===lt.numIntersection?(v.vertexAlphas!==c||v.vertexTangents!==h||v.morphTargets!==u||v.morphNormals!==d||v.morphColors!==p||v.toneMapping!==m||v.morphTargetsCount!==y)&&(x=!0):x=!0:x=!0:x=!0:x=!0:(x=!0,v.__version=r.version);let I=v.currentProgram;!0===x&&(I=Pt(r,e,n));let E=!1,w=!1,R=!1;const C=I.getUniforms(),_=v.uniforms;X.useProgram(I.program)&&(E=!0,w=!0,R=!0);r.id!==T&&(T=r.id,w=!0);if(E||M!==t){C.setValue(yt,"projectionMatrix",t.projectionMatrix),C.setValue(yt,"viewMatrix",t.matrixWorldInverse);const e=C.map.cameraPosition;void 0!==e&&e.setValue(yt,G.setFromMatrixPosition(t.matrixWorld)),K.logarithmicDepthBuffer&&C.setValue(yt,"logDepthBufFC",2/(Math.log(t.far+1)/Math.LN2)),(r.isMeshPhongMaterial||r.isMeshToonMaterial||r.isMeshLambertMaterial||r.isMeshBasicMaterial||r.isMeshStandardMaterial||r.isShaderMaterial)&&C.setValue(yt,"isOrthographic",!0===t.isOrthographicCamera),M!==t&&(M=t,w=!0,R=!0)}if(n.isSkinnedMesh){C.setOptional(yt,n,"bindMatrix"),C.setOptional(yt,n,"bindMatrixInverse");const t=n.skeleton;t&&(null===t.boneTexture&&t.computeBoneTexture(),C.setValue(yt,"boneTexture",t.boneTexture,Y))}n.isBatchedMesh&&(C.setOptional(yt,n,"batchingTexture"),C.setValue(yt,"batchingTexture",n._matricesTexture,Y),C.setOptional(yt,n,"batchingIdTexture"),C.setValue(yt,"batchingIdTexture",n._indirectTexture,Y),C.setOptional(yt,n,"batchingColorTexture"),null!==n._colorsTexture&&C.setValue(yt,"batchingColorTexture",n._colorsTexture,Y));const U=i.morphAttributes;void 0===U.position&&void 0===U.normal&&void 0===U.color||ut.update(n,i,I);(w||v.receiveShadow!==n.receiveShadow)&&(v.receiveShadow=n.receiveShadow,C.setValue(yt,"receiveShadow",n.receiveShadow));r.isMeshGouraudMaterial&&null!==r.envMap&&(_.envMap.value=l,_.flipEnvMap.value=l.isCubeTexture&&!1===l.isRenderTargetTexture?-1:1);r.isMeshStandardMaterial&&null===r.envMap&&null!==e.environment&&(_.envMapIntensity.value=e.environmentIntensity);w&&(C.setValue(yt,"toneMappingExposure",A.toneMappingExposure),v.needsLights&&(P=R,(F=_).ambientLightColor.needsUpdate=P,F.lightProbe.needsUpdate=P,F.directionalLights.needsUpdate=P,F.directionalLightShadows.needsUpdate=P,F.pointLights.needsUpdate=P,F.pointLightShadows.needsUpdate=P,F.spotLights.needsUpdate=P,F.spotLightShadows.needsUpdate=P,F.rectAreaLights.needsUpdate=P,F.hemisphereLights.needsUpdate=P),a&&!0===r.fog&&at.refreshFogUniforms(_,a),at.refreshMaterialUniforms(_,r,L,k,f.state.transmissionRenderTarget[t.id]),WebGLUniforms.upload(yt,Nt(v),_,Y));var F,P;r.isShaderMaterial&&!0===r.uniformsNeedUpdate&&(WebGLUniforms.upload(yt,Nt(v),_,Y),r.uniformsNeedUpdate=!1);r.isSpriteMaterial&&C.setValue(yt,"center",n.center);if(C.setValue(yt,"modelViewMatrix",n.modelViewMatrix),C.setValue(yt,"normalMatrix",n.normalMatrix),C.setValue(yt,"modelMatrix",n.matrixWorld),r.isShaderMaterial||r.isRawShaderMaterial){const t=r.uniformsGroups;for(let e=0,i=t.length;e{function i(){r.forEach((function(t){Q.get(t).currentProgram.isReady()&&r.delete(t)})),0!==r.size?setTimeout(i,10):e(t)}null!==z.get("KHR_parallel_shader_compile")?i():setTimeout(i,10)}))};let Et=null;function wt(){Ct.stop()}function Rt(){Ct.start()}const Ct=new WebGLAnimation;function _t(t,e,i,r){if(!1===t.visible)return;if(t.layers.test(e.layers))if(t.isGroup)i=t.renderOrder;else if(t.isLOD)!0===t.autoUpdate&&t.update(e);else if(t.isLight)f.pushLight(t),t.castShadow&&f.pushShadow(t);else if(t.isSprite){if(!t.frustumCulled||V.intersectsSprite(t)){r&&J.setFromMatrixPosition(t.matrixWorld).applyMatrix4(O);const e=rt.update(t),n=t.material;n.visible&&m.push(t,e,n,i,J.z,null)}}else if((t.isMesh||t.isLine||t.isPoints)&&(!t.frustumCulled||V.intersectsObject(t))){const e=rt.update(t),n=t.material;if(r&&(void 0!==t.boundingSphere?(null===t.boundingSphere&&t.computeBoundingSphere(),J.copy(t.boundingSphere.center)):(null===e.boundingSphere&&e.computeBoundingSphere(),J.copy(e.boundingSphere.center)),J.applyMatrix4(t.matrixWorld).applyMatrix4(O)),Array.isArray(n)){const r=e.groups;for(let a=0,s=r.length;a0&&Ut(n,e,i),a.length>0&&Ut(a,e,i),s.length>0&&Ut(s,e,i),X.buffers.depth.setTest(!0),X.buffers.depth.setMask(!0),X.buffers.color.setMask(!0),X.setPolygonOffset(!1)}function Lt(t,e,i,r){if(null!==(!0===i.isScene?i.overrideMaterial:null))return;void 0===f.state.transmissionRenderTarget[r.id]&&(f.state.transmissionRenderTarget[r.id]=new WebGLRenderTarget(1,1,{generateMipmaps:!0,type:z.has("EXT_color_buffer_half_float")||z.has("EXT_color_buffer_float")?HalfFloatType:UnsignedByteType,minFilter:LinearMipmapLinearFilter,samples:4,stencilBuffer:n,resolveDepthBuffer:!1,resolveStencilBuffer:!1,colorSpace:ColorManagement.workingColorSpace}));const a=f.state.transmissionRenderTarget[r.id],s=r.viewport||I;a.setSize(s.z,s.w);const o=A.getRenderTarget();A.setRenderTarget(a),A.getClearColor(R),C=A.getClearAlpha(),C<1&&A.setClearColor(16777215,.5),j?ht.render(i):A.clear();const l=A.toneMapping;A.toneMapping=NoToneMapping;const c=r.viewport;if(void 0!==r.viewport&&(r.viewport=void 0),f.setupLightsView(r),!0===B&<.setGlobalState(A.clippingPlanes,r),Ut(t,i,r),Y.updateMultisampleRenderTarget(a),Y.updateRenderTargetMipmap(a),!1===z.has("WEBGL_multisampled_render_to_texture")){let t=!1;for(let n=0,a=e.length;n0)for(let e=0,a=i.length;e0&&Lt(r,n,t,e),j&&ht.render(t),kt(m,t,e);null!==b&&(Y.updateMultisampleRenderTarget(b),Y.updateRenderTargetMipmap(b)),!0===t.isScene&&t.onAfterRender(A,t,e),ft.resetDefaultState(),T=-1,M=null,y.pop(),y.length>0?(f=y[y.length-1],!0===B&<.setGlobalState(A.clippingPlanes,f.state.camera)):f=null,g.pop(),m=g.length>0?g[g.length-1]:null},this.getActiveCubeFace=function(){return S},this.getActiveMipmapLevel=function(){return x},this.getRenderTarget=function(){return b},this.setRenderTargetTextures=function(t,e,i){Q.get(t.texture).__webglTexture=e,Q.get(t.depthTexture).__webglTexture=i;const r=Q.get(t);r.__hasExternalTextures=!0,r.__autoAllocateDepthBuffer=void 0===i,r.__autoAllocateDepthBuffer||!0===z.has("WEBGL_multisampled_render_to_texture")&&(console.warn("THREE.WebGLRenderer: Render-to-texture extension was disabled because an external texture was provided"),r.__useRenderToTexture=!1)},this.setRenderTargetFramebuffer=function(t,e){const i=Q.get(t);i.__webglFramebuffer=e,i.__useDefaultFramebuffer=void 0===e},this.setRenderTarget=function(t,e=0,i=0){b=t,S=e,x=i;let r=!0,n=null,a=!1,s=!1;if(t){const o=Q.get(t);void 0!==o.__useDefaultFramebuffer?(X.bindFramebuffer(yt.FRAMEBUFFER,null),r=!1):void 0===o.__webglFramebuffer?Y.setupRenderTarget(t):o.__hasExternalTextures&&Y.rebindTextures(t,Q.get(t.texture).__webglTexture,Q.get(t.depthTexture).__webglTexture);const l=t.texture;(l.isData3DTexture||l.isDataArrayTexture||l.isCompressedArrayTexture)&&(s=!0);const c=Q.get(t).__webglFramebuffer;t.isWebGLCubeRenderTarget?(n=Array.isArray(c[e])?c[e][i]:c[e],a=!0):n=t.samples>0&&!1===Y.useMultisampledRTT(t)?Q.get(t).__webglMultisampledFramebuffer:Array.isArray(c)?c[i]:c,I.copy(t.viewport),E.copy(t.scissor),w=t.scissorTest}else I.copy(P).multiplyScalar(L).floor(),E.copy(N).multiplyScalar(L).floor(),w=D;if(X.bindFramebuffer(yt.FRAMEBUFFER,n)&&r&&X.drawBuffers(t,n),X.viewport(I),X.scissor(E),X.setScissorTest(w),a){const r=Q.get(t.texture);yt.framebufferTexture2D(yt.FRAMEBUFFER,yt.COLOR_ATTACHMENT0,yt.TEXTURE_CUBE_MAP_POSITIVE_X+e,r.__webglTexture,i)}else if(s){const r=Q.get(t.texture),n=e||0;yt.framebufferTextureLayer(yt.FRAMEBUFFER,yt.COLOR_ATTACHMENT0,r.__webglTexture,i||0,n)}T=-1},this.readRenderTargetPixels=function(t,e,i,r,n,a,s){if(!t||!t.isWebGLRenderTarget)return void console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.");let o=Q.get(t).__webglFramebuffer;if(t.isWebGLCubeRenderTarget&&void 0!==s&&(o=o[s]),o){X.bindFramebuffer(yt.FRAMEBUFFER,o);try{const s=t.texture,o=s.format,l=s.type;if(!K.textureFormatReadable(o))return void console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in RGBA or implementation defined format.");if(!K.textureTypeReadable(l))return void console.error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in UnsignedByteType or implementation defined type.");e>=0&&e<=t.width-r&&i>=0&&i<=t.height-n&&yt.readPixels(e,i,r,n,mt.convert(o),mt.convert(l),a)}finally{const t=null!==b?Q.get(b).__webglFramebuffer:null;X.bindFramebuffer(yt.FRAMEBUFFER,t)}}},this.readRenderTargetPixelsAsync=async function(t,e,i,r,n,a,s){if(!t||!t.isWebGLRenderTarget)throw new Error("THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.");let o=Q.get(t).__webglFramebuffer;if(t.isWebGLCubeRenderTarget&&void 0!==s&&(o=o[s]),o){X.bindFramebuffer(yt.FRAMEBUFFER,o);try{const s=t.texture,o=s.format,l=s.type;if(!K.textureFormatReadable(o))throw new Error("THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in RGBA or implementation defined format.");if(!K.textureTypeReadable(l))throw new Error("THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in UnsignedByteType or implementation defined type.");if(e>=0&&e<=t.width-r&&i>=0&&i<=t.height-n){const t=yt.createBuffer();yt.bindBuffer(yt.PIXEL_PACK_BUFFER,t),yt.bufferData(yt.PIXEL_PACK_BUFFER,a.byteLength,yt.STREAM_READ),yt.readPixels(e,i,r,n,mt.convert(o),mt.convert(l),0),yt.flush();const s=yt.fenceSync(yt.SYNC_GPU_COMMANDS_COMPLETE,0);await probeAsync(yt,s,4);try{yt.bindBuffer(yt.PIXEL_PACK_BUFFER,t),yt.getBufferSubData(yt.PIXEL_PACK_BUFFER,0,a)}finally{yt.deleteBuffer(t),yt.deleteSync(s)}return a}}finally{const t=null!==b?Q.get(b).__webglFramebuffer:null;X.bindFramebuffer(yt.FRAMEBUFFER,t)}}},this.copyFramebufferToTexture=function(t,e=null,i=0){!0!==t.isTexture&&(console.warn("WebGLRenderer: copyFramebufferToTexture function signature has changed."),e=arguments[0]||null,t=arguments[1]);const r=Math.pow(2,-i),n=Math.floor(t.image.width*r),a=Math.floor(t.image.height*r),s=null!==e?e.x:0,o=null!==e?e.y:0;Y.setTexture2D(t,0),yt.copyTexSubImage2D(yt.TEXTURE_2D,i,0,0,s,o,n,a),X.unbindTexture()},this.copyTextureToTexture=function(t,e,i=null,r=null,n=0){let a,s,o,l,c,h;!0!==t.isTexture&&(console.warn("WebGLRenderer: copyTextureToTexture function signature has changed."),r=arguments[0]||null,t=arguments[1],e=arguments[2],n=arguments[3]||0,i=null),null!==i?(a=i.max.x-i.min.x,s=i.max.y-i.min.y,o=i.min.x,l=i.min.y):(a=t.image.width,s=t.image.height,o=0,l=0),null!==r?(c=r.x,h=r.y):(c=0,h=0);const u=mt.convert(e.format),d=mt.convert(e.type);Y.setTexture2D(e,0),yt.pixelStorei(yt.UNPACK_FLIP_Y_WEBGL,e.flipY),yt.pixelStorei(yt.UNPACK_PREMULTIPLY_ALPHA_WEBGL,e.premultiplyAlpha),yt.pixelStorei(yt.UNPACK_ALIGNMENT,e.unpackAlignment);const p=yt.getParameter(yt.UNPACK_ROW_LENGTH),m=yt.getParameter(yt.UNPACK_IMAGE_HEIGHT),f=yt.getParameter(yt.UNPACK_SKIP_PIXELS),g=yt.getParameter(yt.UNPACK_SKIP_ROWS),y=yt.getParameter(yt.UNPACK_SKIP_IMAGES),A=t.isCompressedTexture?t.mipmaps[n]:t.image;yt.pixelStorei(yt.UNPACK_ROW_LENGTH,A.width),yt.pixelStorei(yt.UNPACK_IMAGE_HEIGHT,A.height),yt.pixelStorei(yt.UNPACK_SKIP_PIXELS,o),yt.pixelStorei(yt.UNPACK_SKIP_ROWS,l),t.isDataTexture?yt.texSubImage2D(yt.TEXTURE_2D,n,c,h,a,s,u,d,A.data):t.isCompressedTexture?yt.compressedTexSubImage2D(yt.TEXTURE_2D,n,c,h,A.width,A.height,u,A.data):yt.texSubImage2D(yt.TEXTURE_2D,n,c,h,a,s,u,d,A),yt.pixelStorei(yt.UNPACK_ROW_LENGTH,p),yt.pixelStorei(yt.UNPACK_IMAGE_HEIGHT,m),yt.pixelStorei(yt.UNPACK_SKIP_PIXELS,f),yt.pixelStorei(yt.UNPACK_SKIP_ROWS,g),yt.pixelStorei(yt.UNPACK_SKIP_IMAGES,y),0===n&&e.generateMipmaps&&yt.generateMipmap(yt.TEXTURE_2D),X.unbindTexture()},this.copyTextureToTexture3D=function(t,e,i=null,r=null,n=0){let a,s,o,l,c,h,u,d,p;!0!==t.isTexture&&(console.warn("WebGLRenderer: copyTextureToTexture3D function signature has changed."),i=arguments[0]||null,r=arguments[1]||null,t=arguments[2],e=arguments[3],n=arguments[4]||0);const m=t.isCompressedTexture?t.mipmaps[n]:t.image;null!==i?(a=i.max.x-i.min.x,s=i.max.y-i.min.y,o=i.max.z-i.min.z,l=i.min.x,c=i.min.y,h=i.min.z):(a=m.width,s=m.height,o=m.depth,l=0,c=0,h=0),null!==r?(u=r.x,d=r.y,p=r.z):(u=0,d=0,p=0);const f=mt.convert(e.format),g=mt.convert(e.type);let y;if(e.isData3DTexture)Y.setTexture3D(e,0),y=yt.TEXTURE_3D;else{if(!e.isDataArrayTexture&&!e.isCompressedArrayTexture)return void console.warn("THREE.WebGLRenderer.copyTextureToTexture3D: only supports THREE.DataTexture3D and THREE.DataTexture2DArray.");Y.setTexture2DArray(e,0),y=yt.TEXTURE_2D_ARRAY}yt.pixelStorei(yt.UNPACK_FLIP_Y_WEBGL,e.flipY),yt.pixelStorei(yt.UNPACK_PREMULTIPLY_ALPHA_WEBGL,e.premultiplyAlpha),yt.pixelStorei(yt.UNPACK_ALIGNMENT,e.unpackAlignment);const A=yt.getParameter(yt.UNPACK_ROW_LENGTH),v=yt.getParameter(yt.UNPACK_IMAGE_HEIGHT),S=yt.getParameter(yt.UNPACK_SKIP_PIXELS),x=yt.getParameter(yt.UNPACK_SKIP_ROWS),b=yt.getParameter(yt.UNPACK_SKIP_IMAGES);yt.pixelStorei(yt.UNPACK_ROW_LENGTH,m.width),yt.pixelStorei(yt.UNPACK_IMAGE_HEIGHT,m.height),yt.pixelStorei(yt.UNPACK_SKIP_PIXELS,l),yt.pixelStorei(yt.UNPACK_SKIP_ROWS,c),yt.pixelStorei(yt.UNPACK_SKIP_IMAGES,h),t.isDataTexture||t.isData3DTexture?yt.texSubImage3D(y,n,u,d,p,a,s,o,f,g,m.data):e.isCompressedArrayTexture?yt.compressedTexSubImage3D(y,n,u,d,p,a,s,o,f,m.data):yt.texSubImage3D(y,n,u,d,p,a,s,o,f,g,m),yt.pixelStorei(yt.UNPACK_ROW_LENGTH,A),yt.pixelStorei(yt.UNPACK_IMAGE_HEIGHT,v),yt.pixelStorei(yt.UNPACK_SKIP_PIXELS,S),yt.pixelStorei(yt.UNPACK_SKIP_ROWS,x),yt.pixelStorei(yt.UNPACK_SKIP_IMAGES,b),0===n&&e.generateMipmaps&&yt.generateMipmap(y),X.unbindTexture()},this.initRenderTarget=function(t){void 0===Q.get(t).__webglFramebuffer&&Y.setupRenderTarget(t)},this.initTexture=function(t){t.isCubeTexture?Y.setTextureCube(t,0):t.isData3DTexture?Y.setTexture3D(t,0):t.isDataArrayTexture||t.isCompressedArrayTexture?Y.setTexture2DArray(t,0):Y.setTexture2D(t,0),X.unbindTexture()},this.resetState=function(){S=0,x=0,b=null,X.reset(),ft.reset()},"undefined"!=typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("observe",{detail:this}))}get coordinateSystem(){return WebGLCoordinateSystem}get outputColorSpace(){return this._outputColorSpace}set outputColorSpace(t){this._outputColorSpace=t;const e=this.getContext();e.drawingBufferColorSpace=t===DisplayP3ColorSpace?"display-p3":"srgb",e.unpackColorSpace=ColorManagement.workingColorSpace===LinearDisplayP3ColorSpace?"display-p3":"srgb"}}class FogExp2{constructor(t,e=25e-5){this.isFogExp2=!0,this.name="",this.color=new Color(t),this.density=e}clone(){return new FogExp2(this.color,this.density)}toJSON(){return{type:"FogExp2",name:this.name,color:this.color.getHex(),density:this.density}}}class Fog{constructor(t,e=1,i=1e3){this.isFog=!0,this.name="",this.color=new Color(t),this.near=e,this.far=i}clone(){return new Fog(this.color,this.near,this.far)}toJSON(){return{type:"Fog",name:this.name,color:this.color.getHex(),near:this.near,far:this.far}}}class Scene extends Object3D{constructor(){super(),this.isScene=!0,this.type="Scene",this.background=null,this.environment=null,this.fog=null,this.backgroundBlurriness=0,this.backgroundIntensity=1,this.backgroundRotation=new Euler,this.environmentIntensity=1,this.environmentRotation=new Euler,this.overrideMaterial=null,"undefined"!=typeof __THREE_DEVTOOLS__&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("observe",{detail:this}))}copy(t,e){return super.copy(t,e),null!==t.background&&(this.background=t.background.clone()),null!==t.environment&&(this.environment=t.environment.clone()),null!==t.fog&&(this.fog=t.fog.clone()),this.backgroundBlurriness=t.backgroundBlurriness,this.backgroundIntensity=t.backgroundIntensity,this.backgroundRotation.copy(t.backgroundRotation),this.environmentIntensity=t.environmentIntensity,this.environmentRotation.copy(t.environmentRotation),null!==t.overrideMaterial&&(this.overrideMaterial=t.overrideMaterial.clone()),this.matrixAutoUpdate=t.matrixAutoUpdate,this}toJSON(t){const e=super.toJSON(t);return null!==this.fog&&(e.object.fog=this.fog.toJSON()),this.backgroundBlurriness>0&&(e.object.backgroundBlurriness=this.backgroundBlurriness),1!==this.backgroundIntensity&&(e.object.backgroundIntensity=this.backgroundIntensity),e.object.backgroundRotation=this.backgroundRotation.toArray(),1!==this.environmentIntensity&&(e.object.environmentIntensity=this.environmentIntensity),e.object.environmentRotation=this.environmentRotation.toArray(),e}}class InterleavedBuffer{constructor(t,e){this.isInterleavedBuffer=!0,this.array=t,this.stride=e,this.count=void 0!==t?t.length/e:0,this.usage=StaticDrawUsage,this._updateRange={offset:0,count:-1},this.updateRanges=[],this.version=0,this.uuid=generateUUID()}onUploadCallback(){}set needsUpdate(t){!0===t&&this.version++}get updateRange(){return warnOnce("THREE.InterleavedBuffer: updateRange() is deprecated and will be removed in r169. Use addUpdateRange() instead."),this._updateRange}setUsage(t){return this.usage=t,this}addUpdateRange(t,e){this.updateRanges.push({start:t,count:e})}clearUpdateRanges(){this.updateRanges.length=0}copy(t){return this.array=new t.array.constructor(t.array),this.count=t.count,this.stride=t.stride,this.usage=t.usage,this}copyAt(t,e,i){t*=this.stride,i*=e.stride;for(let r=0,n=this.stride;rt.far||e.push({distance:o,point:_intersectPoint.clone(),uv:Triangle.getInterpolation(_intersectPoint,_vA,_vB,_vC,_uvA,_uvB,_uvC,new Vector2),face:null,object:this})}copy(t,e){return super.copy(t,e),void 0!==t.center&&this.center.copy(t.center),this.material=t.material,this}}function transformVertex(t,e,i,r,n,a){_alignedPosition.subVectors(t,i).addScalar(.5).multiply(r),void 0!==n?(_rotatedPosition.x=a*_alignedPosition.x-n*_alignedPosition.y,_rotatedPosition.y=n*_alignedPosition.x+a*_alignedPosition.y):_rotatedPosition.copy(_alignedPosition),t.copy(e),t.x+=_rotatedPosition.x,t.y+=_rotatedPosition.y,t.applyMatrix4(_viewWorldMatrix)}const _v1$2=new Vector3,_v2$1=new Vector3;class LOD extends Object3D{constructor(){super(),this._currentLevel=0,this.type="LOD",Object.defineProperties(this,{levels:{enumerable:!0,value:[]},isLOD:{value:!0}}),this.autoUpdate=!0}copy(t){super.copy(t,!1);const e=t.levels;for(let i=0,r=e.length;i0){let i,r;for(i=1,r=e.length;i0){_v1$2.setFromMatrixPosition(this.matrixWorld);const i=t.ray.origin.distanceTo(_v1$2);this.getObjectForDistance(i).raycast(t,e)}}update(t){const e=this.levels;if(e.length>1){_v1$2.setFromMatrixPosition(t.matrixWorld),_v2$1.setFromMatrixPosition(this.matrixWorld);const i=_v1$2.distanceTo(_v2$1)/t.zoom;let r,n;for(e[0].object.visible=!0,r=1,n=e.length;r=t))break;e[r-1].object.visible=!1,e[r].object.visible=!0}for(this._currentLevel=r-1;r=r.length&&r.push({start:-1,count:-1,z:-1,index:-1});const a=r[this.index];n.push(a),this.index++,a.start=t.start,a.count=t.count,a.z=e,a.index=i}reset(){this.list.length=0,this.index=0}}const _matrix$1=new Matrix4,_invMatrixWorld=new Matrix4,_identityMatrix$2=new Matrix4,_whiteColor=new Color(1,1,1),_projScreenMatrix$2=new Matrix4,_frustum=new Frustum,_box$1$1=new Box3,_sphere$2=new Sphere,_vector$5=new Vector3,_forward=new Vector3,_temp=new Vector3,_renderList=new MultiDrawRenderList,_mesh=new Mesh,_batchIntersects=[];function copyAttributeData(t,e,i=0){const r=e.itemSize;if(t.isInterleavedBufferAttribute||t.array.constructor!==e.array.constructor){const n=t.count;for(let a=0;a65535?new Uint32Array(r):new Uint16Array(r);e.setIndex(new BufferAttribute(t,1))}this._geometryInitialized=!0}}_validateGeometry(t){const e=this.geometry;if(Boolean(t.getIndex())!==Boolean(e.getIndex()))throw new Error('BatchedMesh: All geometries must consistently have "index".');for(const i in e.attributes){if(!t.hasAttribute(i))throw new Error(`BatchedMesh: Added geometry missing "${i}". All geometries must have consistent attributes.`);const r=t.getAttribute(i),n=e.getAttribute(i);if(r.itemSize!==n.itemSize||r.normalized!==n.normalized)throw new Error("BatchedMesh: All attributes must have a consistent itemSize and normalized value.")}}setCustomSort(t){return this.customSort=t,this}computeBoundingBox(){null===this.boundingBox&&(this.boundingBox=new Box3);const t=this._geometryCount,e=this.boundingBox,i=this._drawInfo;e.makeEmpty();for(let r=0;r=this._maxInstanceCount)throw new Error("BatchedMesh: Maximum item count reached.");this._drawInfo.push({visible:!0,active:!0,geometryIndex:t});const e=this._drawInfo.length-1,i=this._matricesTexture,r=i.image.data;_identityMatrix$2.toArray(r,16*e),i.needsUpdate=!0;const n=this._colorsTexture;return n&&(_whiteColor.toArray(n.image.data,4*e),n.needsUpdate=!0),e}addGeometry(t,e=-1,i=-1){if(this._initializeGeometry(t),this._validateGeometry(t),this._drawInfo.length>=this._maxInstanceCount)throw new Error("BatchedMesh: Maximum item count reached.");const r={vertexStart:-1,vertexCount:-1,indexStart:-1,indexCount:-1};let n=null;const a=this._reservedRanges,s=this._drawRanges,o=this._bounds;0!==this._geometryCount&&(n=a[a.length-1]),r.vertexCount=-1===e?t.getAttribute("position").count:e,r.vertexStart=null===n?0:n.vertexStart+n.vertexCount;const l=t.getIndex(),c=null!==l;if(c&&(r.indexCount=-1===i?l.count:i,r.indexStart=null===n?0:n.indexStart+n.indexCount),-1!==r.indexStart&&r.indexStart+r.indexCount>this._maxIndexCount||r.vertexStart+r.vertexCount>this._maxVertexCount)throw new Error("BatchedMesh: Reserved space request exceeds the maximum buffer size.");const h=this._geometryCount;return this._geometryCount++,a.push(r),s.push({start:c?r.indexStart:r.vertexStart,count:-1}),o.push({boxInitialized:!1,box:new Box3,sphereInitialized:!1,sphere:new Sphere}),this.setGeometryAt(h,t),h}setGeometryAt(t,e){if(t>=this._geometryCount)throw new Error("BatchedMesh: Maximum geometry count reached.");this._validateGeometry(e);const i=this.geometry,r=null!==i.getIndex(),n=i.getIndex(),a=e.getIndex(),s=this._reservedRanges[t];if(r&&a.count>s.indexCount||e.attributes.position.count>s.vertexCount)throw new Error("BatchedMesh: Reserved space not large enough for provided geometry.");const o=s.vertexStart,l=s.vertexCount;for(const d in i.attributes){const t=e.getAttribute(d),r=i.getAttribute(d);copyAttributeData(t,r,o);const n=t.itemSize;for(let e=t.count,i=l;e=this._geometryCount)return null;const i=this._bounds[t],r=i.box,n=this.geometry;if(!1===i.boxInitialized){r.makeEmpty();const e=n.index,a=n.attributes.position,s=this._drawRanges[t];for(let t=s.start,i=s.start+s.count;t=this._geometryCount)return null;const i=this._bounds[t],r=i.sphere,n=this.geometry;if(!1===i.sphereInitialized){r.makeEmpty(),this.getBoundingBoxAt(t,_box$1$1),_box$1$1.getCenter(r.center);const e=n.index,a=n.attributes.position,s=this._drawRanges[t];let o=0;for(let t=s.start,i=s.start+s.count;t=i.length||!1===i[t].active||(e.toArray(n,16*t),r.needsUpdate=!0),this}getMatrixAt(t,e){const i=this._drawInfo,r=this._matricesTexture.image.data;return t>=i.length||!1===i[t].active?null:e.fromArray(r,16*t)}setColorAt(t,e){null===this._colorsTexture&&this._initColorsTexture();const i=this._colorsTexture,r=this._colorsTexture.image.data,n=this._drawInfo;return t>=n.length||!1===n[t].active||(e.toArray(r,4*t),i.needsUpdate=!0),this}getColorAt(t,e){const i=this._colorsTexture.image.data,r=this._drawInfo;return t>=r.length||!1===r[t].active?null:e.fromArray(i,4*t)}setVisibleAt(t,e){const i=this._drawInfo;return t>=i.length||!1===i[t].active||i[t].visible===e||(i[t].visible=e,this._visibilityChanged=!0),this}getVisibleAt(t){const e=this._drawInfo;return!(t>=e.length||!1===e[t].active)&&e[t].visible}raycast(t,e){const i=this._drawInfo,r=this._drawRanges,n=this.matrixWorld,a=this.geometry;_mesh.material=this.material,_mesh.geometry.index=a.index,_mesh.geometry.attributes=a.attributes,null===_mesh.geometry.boundingBox&&(_mesh.geometry.boundingBox=new Box3),null===_mesh.geometry.boundingSphere&&(_mesh.geometry.boundingSphere=new Sphere);for(let s=0,o=i.length;s({...t}))),this._reservedRanges=t._reservedRanges.map((t=>({...t}))),this._drawInfo=t._drawInfo.map((t=>({...t}))),this._bounds=t._bounds.map((t=>({boxInitialized:t.boxInitialized,box:t.box.clone(),sphereInitialized:t.sphereInitialized,sphere:t.sphere.clone()}))),this._maxInstanceCount=t._maxInstanceCount,this._maxVertexCount=t._maxVertexCount,this._maxIndexCount=t._maxIndexCount,this._geometryInitialized=t._geometryInitialized,this._geometryCount=t._geometryCount,this._multiDrawCounts=t._multiDrawCounts.slice(),this._multiDrawStarts=t._multiDrawStarts.slice(),this._matricesTexture=t._matricesTexture.clone(),this._matricesTexture.image.data=this._matricesTexture.image.slice(),null!==this._colorsTexture&&(this._colorsTexture=t._colorsTexture.clone(),this._colorsTexture.image.data=this._colorsTexture.image.slice()),this}dispose(){return this.geometry.dispose(),this._matricesTexture.dispose(),this._matricesTexture=null,this._indirectTexture.dispose(),this._indirectTexture=null,null!==this._colorsTexture&&(this._colorsTexture.dispose(),this._colorsTexture=null),this}onBeforeRender(t,e,i,r,n){if(!this._visibilityChanged&&!this.perObjectFrustumCulled&&!this.sortObjects)return;const a=r.getIndex(),s=null===a?1:a.array.BYTES_PER_ELEMENT,o=this._drawInfo,l=this._multiDrawStarts,c=this._multiDrawCounts,h=this._drawRanges,u=this.perObjectFrustumCulled,d=this._indirectTexture,p=d.image.data;u&&(_projScreenMatrix$2.multiplyMatrices(i.projectionMatrix,i.matrixWorldInverse).multiply(this.matrixWorld),_frustum.setFromProjectionMatrix(_projScreenMatrix$2,t.coordinateSystem));let m=0;if(this.sortObjects){_invMatrixWorld.copy(this.matrixWorld).invert(),_vector$5.setFromMatrixPosition(i.matrixWorld).applyMatrix4(_invMatrixWorld),_forward.set(0,0,-1).transformDirection(i.matrixWorld).transformDirection(_invMatrixWorld);for(let i=0,r=o.length;i0){const i=t[e[0]];if(void 0!==i){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let t=0,e=i.length;tr)return;_intersectPointOnRay.applyMatrix4(t.matrixWorld);const o=e.ray.origin.distanceTo(_intersectPointOnRay);return oe.far?void 0:{distance:o,point:_intersectPointOnSegment.clone().applyMatrix4(t.matrixWorld),index:n,face:null,faceIndex:null,object:t}}const _start$1=new Vector3,_end$1=new Vector3;class LineSegments extends Line{constructor(t,e){super(t,e),this.isLineSegments=!0,this.type="LineSegments"}computeLineDistances(){const t=this.geometry;if(null===t.index){const e=t.attributes.position,i=[];for(let t=0,r=e.count;t0){const i=t[e[0]];if(void 0!==i){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let t=0,e=i.length;tn.far)return;a.push({distance:l,distanceToRay:Math.sqrt(o),point:i,index:e,face:null,object:s})}}class VideoTexture extends Texture{constructor(t,e,i,r,n,a,s,o,l){super(t,e,i,r,n,a,s,o,l),this.isVideoTexture=!0,this.minFilter=void 0!==a?a:LinearFilter,this.magFilter=void 0!==n?n:LinearFilter,this.generateMipmaps=!1;const c=this;"requestVideoFrameCallback"in t&&t.requestVideoFrameCallback((function e(){c.needsUpdate=!0,t.requestVideoFrameCallback(e)}))}clone(){return new this.constructor(this.image).copy(this)}update(){const t=this.image;!1==="requestVideoFrameCallback"in t&&t.readyState>=t.HAVE_CURRENT_DATA&&(this.needsUpdate=!0)}}class FramebufferTexture extends Texture{constructor(t,e){super({width:t,height:e}),this.isFramebufferTexture=!0,this.magFilter=NearestFilter,this.minFilter=NearestFilter,this.generateMipmaps=!1,this.needsUpdate=!0}}class CompressedTexture extends Texture{constructor(t,e,i,r,n,a,s,o,l,c,h,u){super(null,a,s,o,l,c,r,n,h,u),this.isCompressedTexture=!0,this.image={width:e,height:i},this.mipmaps=t,this.flipY=!1,this.generateMipmaps=!1}}class CompressedArrayTexture extends CompressedTexture{constructor(t,e,i,r,n,a){super(t,e,i,n,a),this.isCompressedArrayTexture=!0,this.image.depth=r,this.wrapR=ClampToEdgeWrapping,this.layerUpdates=new Set}addLayerUpdate(t){this.layerUpdates.add(t)}clearLayerUpdates(){this.layerUpdates.clear()}}class CompressedCubeTexture extends CompressedTexture{constructor(t,e,i){super(void 0,t[0].width,t[0].height,e,i,CubeReflectionMapping),this.isCompressedCubeTexture=!0,this.isCubeTexture=!0,this.image=t}}class CanvasTexture extends Texture{constructor(t,e,i,r,n,a,s,o,l){super(t,e,i,r,n,a,s,o,l),this.isCanvasTexture=!0,this.needsUpdate=!0}}class Curve{constructor(){this.type="Curve",this.arcLengthDivisions=200}getPoint(){return console.warn("THREE.Curve: .getPoint() not implemented."),null}getPointAt(t,e){const i=this.getUtoTmapping(t);return this.getPoint(i,e)}getPoints(t=5){const e=[];for(let i=0;i<=t;i++)e.push(this.getPoint(i/t));return e}getSpacedPoints(t=5){const e=[];for(let i=0;i<=t;i++)e.push(this.getPointAt(i/t));return e}getLength(){const t=this.getLengths();return t[t.length-1]}getLengths(t=this.arcLengthDivisions){if(this.cacheArcLengths&&this.cacheArcLengths.length===t+1&&!this.needsUpdate)return this.cacheArcLengths;this.needsUpdate=!1;const e=[];let i,r=this.getPoint(0),n=0;e.push(0);for(let a=1;a<=t;a++)i=this.getPoint(a/t),n+=i.distanceTo(r),e.push(n),r=i;return this.cacheArcLengths=e,e}updateArcLengths(){this.needsUpdate=!0,this.getLengths()}getUtoTmapping(t,e){const i=this.getLengths();let r=0;const n=i.length;let a;a=e||t*i[n-1];let s,o=0,l=n-1;for(;o<=l;)if(r=Math.floor(o+(l-o)/2),s=i[r]-a,s<0)o=r+1;else{if(!(s>0)){l=r;break}l=r-1}if(r=l,i[r]===a)return r/(n-1);const c=i[r];return(r+(a-c)/(i[r+1]-c))/(n-1)}getTangent(t,e){const i=1e-4;let r=t-i,n=t+i;r<0&&(r=0),n>1&&(n=1);const a=this.getPoint(r),s=this.getPoint(n),o=e||(a.isVector2?new Vector2:new Vector3);return o.copy(s).sub(a).normalize(),o}getTangentAt(t,e){const i=this.getUtoTmapping(t);return this.getTangent(i,e)}computeFrenetFrames(t,e){const i=new Vector3,r=[],n=[],a=[],s=new Vector3,o=new Matrix4;for(let d=0;d<=t;d++){const e=d/t;r[d]=this.getTangentAt(e,new Vector3)}n[0]=new Vector3,a[0]=new Vector3;let l=Number.MAX_VALUE;const c=Math.abs(r[0].x),h=Math.abs(r[0].y),u=Math.abs(r[0].z);c<=l&&(l=c,i.set(1,0,0)),h<=l&&(l=h,i.set(0,1,0)),u<=l&&i.set(0,0,1),s.crossVectors(r[0],i).normalize(),n[0].crossVectors(r[0],s),a[0].crossVectors(r[0],n[0]);for(let d=1;d<=t;d++){if(n[d]=n[d-1].clone(),a[d]=a[d-1].clone(),s.crossVectors(r[d-1],r[d]),s.length()>Number.EPSILON){s.normalize();const t=Math.acos(clamp$1(r[d-1].dot(r[d]),-1,1));n[d].applyMatrix4(o.makeRotationAxis(s,t))}a[d].crossVectors(r[d],n[d])}if(!0===e){let e=Math.acos(clamp$1(n[0].dot(n[t]),-1,1));e/=t,r[0].dot(s.crossVectors(n[0],n[t]))>0&&(e=-e);for(let i=1;i<=t;i++)n[i].applyMatrix4(o.makeRotationAxis(r[i],e*i)),a[i].crossVectors(r[i],n[i])}return{tangents:r,normals:n,binormals:a}}clone(){return(new this.constructor).copy(this)}copy(t){return this.arcLengthDivisions=t.arcLengthDivisions,this}toJSON(){const t={metadata:{version:4.6,type:"Curve",generator:"Curve.toJSON"}};return t.arcLengthDivisions=this.arcLengthDivisions,t.type=this.type,t}fromJSON(t){return this.arcLengthDivisions=t.arcLengthDivisions,this}}class EllipseCurve extends Curve{constructor(t=0,e=0,i=1,r=1,n=0,a=2*Math.PI,s=!1,o=0){super(),this.isEllipseCurve=!0,this.type="EllipseCurve",this.aX=t,this.aY=e,this.xRadius=i,this.yRadius=r,this.aStartAngle=n,this.aEndAngle=a,this.aClockwise=s,this.aRotation=o}getPoint(t,e=new Vector2){const i=e,r=2*Math.PI;let n=this.aEndAngle-this.aStartAngle;const a=Math.abs(n)r;)n-=r;n0?0:(Math.floor(Math.abs(l)/n)+1)*n:0===c&&l===n-1&&(l=n-2,c=1),this.closed||l>0?s=r[(l-1)%n]:(tmp.subVectors(r[0],r[1]).add(r[0]),s=tmp);const h=r[l%n],u=r[(l+1)%n];if(this.closed||l+2r.length-2?r.length-1:a+1],h=r[a>r.length-3?r.length-1:a+2];return i.set(CatmullRom(s,o.x,l.x,c.x,h.x),CatmullRom(s,o.y,l.y,c.y,h.y)),i}copy(t){super.copy(t),this.points=[];for(let e=0,i=t.points.length;e=i){const t=r[n]-i,a=this.curves[n],s=a.getLength(),o=0===s?0:1-t/s;return a.getPointAt(o,e)}n++}return null}getLength(){const t=this.getCurveLengths();return t[t.length-1]}updateArcLengths(){this.needsUpdate=!0,this.cacheLengths=null,this.getCurveLengths()}getCurveLengths(){if(this.cacheLengths&&this.cacheLengths.length===this.curves.length)return this.cacheLengths;const t=[];let e=0;for(let i=0,r=this.curves.length;i1&&!e[e.length-1].equals(e[0])&&e.push(e[0]),e}copy(t){super.copy(t),this.curves=[];for(let e=0,i=t.curves.length;e0){const t=l.getPoint(0);t.equals(this.currentPoint)||this.lineTo(t.x,t.y)}this.curves.push(l);const c=l.getPoint(1);return this.currentPoint.copy(c),this}copy(t){return super.copy(t),this.currentPoint.copy(t.currentPoint),this}toJSON(){const t=super.toJSON();return t.currentPoint=this.currentPoint.toArray(),t}fromJSON(t){return super.fromJSON(t),this.currentPoint.fromArray(t.currentPoint),this}}class LatheGeometry extends BufferGeometry{constructor(t=[new Vector2(0,-.5),new Vector2(.5,0),new Vector2(0,.5)],e=12,i=0,r=2*Math.PI){super(),this.type="LatheGeometry",this.parameters={points:t,segments:e,phiStart:i,phiLength:r},e=Math.floor(e),r=clamp$1(r,0,2*Math.PI);const n=[],a=[],s=[],o=[],l=[],c=1/e,h=new Vector3,u=new Vector2,d=new Vector3,p=new Vector3,m=new Vector3;let f=0,g=0;for(let y=0;y<=t.length-1;y++)switch(y){case 0:f=t[y+1].x-t[y].x,g=t[y+1].y-t[y].y,d.x=1*g,d.y=-f,d.z=0*g,m.copy(d),d.normalize(),o.push(d.x,d.y,d.z);break;case t.length-1:o.push(m.x,m.y,m.z);break;default:f=t[y+1].x-t[y].x,g=t[y+1].y-t[y].y,d.x=1*g,d.y=-f,d.z=0*g,p.copy(d),d.x+=m.x,d.y+=m.y,d.z+=m.z,d.normalize(),o.push(d.x,d.y,d.z),m.copy(p)}for(let y=0;y<=e;y++){const n=i+y*c*r,d=Math.sin(n),p=Math.cos(n);for(let i=0;i<=t.length-1;i++){h.x=t[i].x*d,h.y=t[i].y,h.z=t[i].x*p,a.push(h.x,h.y,h.z),u.x=y/e,u.y=i/(t.length-1),s.push(u.x,u.y);const r=o[3*i+0]*d,n=o[3*i+1],c=o[3*i+0]*p;l.push(r,n,c)}}for(let y=0;y0&&y(!0),e>0&&y(!1)),this.setIndex(c),this.setAttribute("position",new Float32BufferAttribute(h,3)),this.setAttribute("normal",new Float32BufferAttribute(u,3)),this.setAttribute("uv",new Float32BufferAttribute(d,2))}copy(t){return super.copy(t),this.parameters=Object.assign({},t.parameters),this}static fromJSON(t){return new CylinderGeometry(t.radiusTop,t.radiusBottom,t.height,t.radialSegments,t.heightSegments,t.openEnded,t.thetaStart,t.thetaLength)}}class ConeGeometry extends CylinderGeometry{constructor(t=1,e=1,i=32,r=1,n=!1,a=0,s=2*Math.PI){super(0,t,e,i,r,n,a,s),this.type="ConeGeometry",this.parameters={radius:t,height:e,radialSegments:i,heightSegments:r,openEnded:n,thetaStart:a,thetaLength:s}}static fromJSON(t){return new ConeGeometry(t.radius,t.height,t.radialSegments,t.heightSegments,t.openEnded,t.thetaStart,t.thetaLength)}}class PolyhedronGeometry extends BufferGeometry{constructor(t=[],e=[],i=1,r=0){super(),this.type="PolyhedronGeometry",this.parameters={vertices:t,indices:e,radius:i,detail:r};const n=[],a=[];function s(t,e,i,r){const n=r+1,a=[];for(let s=0;s<=n;s++){a[s]=[];const r=t.clone().lerp(i,s/n),o=e.clone().lerp(i,s/n),l=n-s;for(let t=0;t<=l;t++)a[s][t]=0===t&&s===n?r:r.clone().lerp(o,t/l)}for(let s=0;s.9&&s<.1&&(e<.2&&(a[t+0]+=1),i<.2&&(a[t+2]+=1),r<.2&&(a[t+4]+=1))}}()}(),this.setAttribute("position",new Float32BufferAttribute(n,3)),this.setAttribute("normal",new Float32BufferAttribute(n.slice(),3)),this.setAttribute("uv",new Float32BufferAttribute(a,2)),0===r?this.computeVertexNormals():this.normalizeNormals()}copy(t){return super.copy(t),this.parameters=Object.assign({},t.parameters),this}static fromJSON(t){return new PolyhedronGeometry(t.vertices,t.indices,t.radius,t.details)}}class DodecahedronGeometry extends PolyhedronGeometry{constructor(t=1,e=0){const i=(1+Math.sqrt(5))/2,r=1/i;super([-1,-1,-1,-1,-1,1,-1,1,-1,-1,1,1,1,-1,-1,1,-1,1,1,1,-1,1,1,1,0,-r,-i,0,-r,i,0,r,-i,0,r,i,-r,-i,0,-r,i,0,r,-i,0,r,i,0,-i,0,-r,i,0,-r,-i,0,r,i,0,r],[3,11,7,3,7,15,3,15,13,7,19,17,7,17,6,7,6,15,17,4,8,17,8,10,17,10,6,8,0,16,8,16,2,8,2,10,0,12,1,0,1,18,0,18,16,6,10,2,6,2,13,6,13,15,2,16,18,2,18,3,2,3,13,18,1,9,18,9,11,18,11,3,4,14,12,4,12,0,4,0,8,11,9,5,11,5,19,11,19,7,19,5,14,19,14,4,19,4,17,1,12,14,1,14,5,1,5,9],t,e),this.type="DodecahedronGeometry",this.parameters={radius:t,detail:e}}static fromJSON(t){return new DodecahedronGeometry(t.radius,t.detail)}}const _v0=new Vector3,_v1$1=new Vector3,_normal=new Vector3,_triangle=new Triangle;class EdgesGeometry extends BufferGeometry{constructor(t=null,e=1){if(super(),this.type="EdgesGeometry",this.parameters={geometry:t,thresholdAngle:e},null!==t){const i=4,r=Math.pow(10,i),n=Math.cos(DEG2RAD$2*e),a=t.getIndex(),s=t.getAttribute("position"),o=a?a.count:s.count,l=[0,0,0],c=["a","b","c"],h=new Array(3),u={},d=[];for(let t=0;t80*i){o=c=t[0],l=h=t[1];for(let e=i;ec&&(c=u),d>h&&(h=d);p=Math.max(c-o,h-l),p=0!==p?32767/p:0}return earcutLinked(a,s,i,o,l,p,0),s}};function linkedList(t,e,i,r,n){let a,s;if(n===signedArea(t,e,i,r)>0)for(a=e;a=e;a-=r)s=insertNode(a,t[a],t[a+1],s);return s&&equals(s,s.next)&&(removeNode(s),s=s.next),s}function filterPoints(t,e){if(!t)return t;e||(e=t);let i,r=t;do{if(i=!1,r.steiner||!equals(r,r.next)&&0!==area(r.prev,r,r.next))r=r.next;else{if(removeNode(r),r=e=r.prev,r===r.next)break;i=!0}}while(i||r!==e);return e}function earcutLinked(t,e,i,r,n,a,s){if(!t)return;!s&&a&&indexCurve(t,r,n,a);let o,l,c=t;for(;t.prev!==t.next;)if(o=t.prev,l=t.next,a?isEarHashed(t,r,n,a):isEar(t))e.push(o.i/i|0),e.push(t.i/i|0),e.push(l.i/i|0),removeNode(t),t=l.next,c=l.next;else if((t=l)===c){s?1===s?earcutLinked(t=cureLocalIntersections(filterPoints(t),e,i),e,i,r,n,a,2):2===s&&splitEarcut(t,e,i,r,n,a):earcutLinked(filterPoints(t),e,i,r,n,a,1);break}}function isEar(t){const e=t.prev,i=t,r=t.next;if(area(e,i,r)>=0)return!1;const n=e.x,a=i.x,s=r.x,o=e.y,l=i.y,c=r.y,h=na?n>s?n:s:a>s?a:s,p=o>l?o>c?o:c:l>c?l:c;let m=r.next;for(;m!==e;){if(m.x>=h&&m.x<=d&&m.y>=u&&m.y<=p&&pointInTriangle(n,o,a,l,s,c,m.x,m.y)&&area(m.prev,m,m.next)>=0)return!1;m=m.next}return!0}function isEarHashed(t,e,i,r){const n=t.prev,a=t,s=t.next;if(area(n,a,s)>=0)return!1;const o=n.x,l=a.x,c=s.x,h=n.y,u=a.y,d=s.y,p=ol?o>c?o:c:l>c?l:c,g=h>u?h>d?h:d:u>d?u:d,y=zOrder(p,m,e,i,r),A=zOrder(f,g,e,i,r);let v=t.prevZ,S=t.nextZ;for(;v&&v.z>=y&&S&&S.z<=A;){if(v.x>=p&&v.x<=f&&v.y>=m&&v.y<=g&&v!==n&&v!==s&&pointInTriangle(o,h,l,u,c,d,v.x,v.y)&&area(v.prev,v,v.next)>=0)return!1;if(v=v.prevZ,S.x>=p&&S.x<=f&&S.y>=m&&S.y<=g&&S!==n&&S!==s&&pointInTriangle(o,h,l,u,c,d,S.x,S.y)&&area(S.prev,S,S.next)>=0)return!1;S=S.nextZ}for(;v&&v.z>=y;){if(v.x>=p&&v.x<=f&&v.y>=m&&v.y<=g&&v!==n&&v!==s&&pointInTriangle(o,h,l,u,c,d,v.x,v.y)&&area(v.prev,v,v.next)>=0)return!1;v=v.prevZ}for(;S&&S.z<=A;){if(S.x>=p&&S.x<=f&&S.y>=m&&S.y<=g&&S!==n&&S!==s&&pointInTriangle(o,h,l,u,c,d,S.x,S.y)&&area(S.prev,S,S.next)>=0)return!1;S=S.nextZ}return!0}function cureLocalIntersections(t,e,i){let r=t;do{const n=r.prev,a=r.next.next;!equals(n,a)&&intersects(n,r,r.next,a)&&locallyInside(n,a)&&locallyInside(a,n)&&(e.push(n.i/i|0),e.push(r.i/i|0),e.push(a.i/i|0),removeNode(r),removeNode(r.next),r=t=a),r=r.next}while(r!==t);return filterPoints(r)}function splitEarcut(t,e,i,r,n,a){let s=t;do{let t=s.next.next;for(;t!==s.prev;){if(s.i!==t.i&&isValidDiagonal(s,t)){let o=splitPolygon(s,t);return s=filterPoints(s,s.next),o=filterPoints(o,o.next),earcutLinked(s,e,i,r,n,a,0),void earcutLinked(o,e,i,r,n,a,0)}t=t.next}s=s.next}while(s!==t)}function eliminateHoles(t,e,i,r){const n=[];let a,s,o,l,c;for(a=0,s=e.length;a=r.next.y&&r.next.y!==r.y){const t=r.x+(s-r.y)*(r.next.x-r.x)/(r.next.y-r.y);if(t<=a&&t>n&&(n=t,i=r.x=r.x&&r.x>=l&&a!==r.x&&pointInTriangle(si.x||r.x===i.x&§orContainsSector(i,r)))&&(i=r,u=h)),r=r.next}while(r!==o);return i}function sectorContainsSector(t,e){return area(t.prev,t,e.prev)<0&&area(e.next,t,t.next)<0}function indexCurve(t,e,i,r){let n=t;do{0===n.z&&(n.z=zOrder(n.x,n.y,e,i,r)),n.prevZ=n.prev,n.nextZ=n.next,n=n.next}while(n!==t);n.prevZ.nextZ=null,n.prevZ=null,sortLinked(n)}function sortLinked(t){let e,i,r,n,a,s,o,l,c=1;do{for(i=t,t=null,a=null,s=0;i;){for(s++,r=i,o=0,e=0;e0||l>0&&r;)0!==o&&(0===l||!r||i.z<=r.z)?(n=i,i=i.nextZ,o--):(n=r,r=r.nextZ,l--),a?a.nextZ=n:t=n,n.prevZ=a,a=n;i=r}a.nextZ=null,c*=2}while(s>1);return t}function zOrder(t,e,i,r,n){return(t=1431655765&((t=858993459&((t=252645135&((t=16711935&((t=(t-i)*n|0)|t<<8))|t<<4))|t<<2))|t<<1))|(e=1431655765&((e=858993459&((e=252645135&((e=16711935&((e=(e-r)*n|0)|e<<8))|e<<4))|e<<2))|e<<1))<<1}function getLeftmost(t){let e=t,i=t;do{(e.x=(t-s)*(a-o)&&(t-s)*(r-o)>=(i-s)*(e-o)&&(i-s)*(a-o)>=(n-s)*(r-o)}function isValidDiagonal(t,e){return t.next.i!==e.i&&t.prev.i!==e.i&&!intersectsPolygon(t,e)&&(locallyInside(t,e)&&locallyInside(e,t)&&middleInside(t,e)&&(area(t.prev,t,e.prev)||area(t,e.prev,e))||equals(t,e)&&area(t.prev,t,t.next)>0&&area(e.prev,e,e.next)>0)}function area(t,e,i){return(e.y-t.y)*(i.x-e.x)-(e.x-t.x)*(i.y-e.y)}function equals(t,e){return t.x===e.x&&t.y===e.y}function intersects(t,e,i,r){const n=sign(area(t,e,i)),a=sign(area(t,e,r)),s=sign(area(i,r,t)),o=sign(area(i,r,e));return n!==a&&s!==o||(!(0!==n||!onSegment(t,i,e))||(!(0!==a||!onSegment(t,r,e))||(!(0!==s||!onSegment(i,t,r))||!(0!==o||!onSegment(i,e,r)))))}function onSegment(t,e,i){return e.x<=Math.max(t.x,i.x)&&e.x>=Math.min(t.x,i.x)&&e.y<=Math.max(t.y,i.y)&&e.y>=Math.min(t.y,i.y)}function sign(t){return t>0?1:t<0?-1:0}function intersectsPolygon(t,e){let i=t;do{if(i.i!==t.i&&i.next.i!==t.i&&i.i!==e.i&&i.next.i!==e.i&&intersects(i,i.next,t,e))return!0;i=i.next}while(i!==t);return!1}function locallyInside(t,e){return area(t.prev,t,t.next)<0?area(t,e,t.next)>=0&&area(t,t.prev,e)>=0:area(t,e,t.prev)<0||area(t,t.next,e)<0}function middleInside(t,e){let i=t,r=!1;const n=(t.x+e.x)/2,a=(t.y+e.y)/2;do{i.y>a!=i.next.y>a&&i.next.y!==i.y&&n<(i.next.x-i.x)*(a-i.y)/(i.next.y-i.y)+i.x&&(r=!r),i=i.next}while(i!==t);return r}function splitPolygon(t,e){const i=new Node(t.i,t.x,t.y),r=new Node(e.i,e.x,e.y),n=t.next,a=e.prev;return t.next=e,e.prev=t,i.next=n,n.prev=i,r.next=i,i.prev=r,a.next=r,r.prev=a,r}function insertNode(t,e,i,r){const n=new Node(t,e,i);return r?(n.next=r.next,n.prev=r,r.next.prev=n,r.next=n):(n.prev=n,n.next=n),n}function removeNode(t){t.next.prev=t.prev,t.prev.next=t.next,t.prevZ&&(t.prevZ.nextZ=t.nextZ),t.nextZ&&(t.nextZ.prevZ=t.prevZ)}function Node(t,e,i){this.i=t,this.x=e,this.y=i,this.prev=null,this.next=null,this.z=0,this.prevZ=null,this.nextZ=null,this.steiner=!1}function signedArea(t,e,i,r){let n=0;for(let a=e,s=i-r;a2&&t[e-1].equals(t[0])&&t.pop()}function addContour(t,e){for(let i=0;iNumber.EPSILON){const u=Math.sqrt(h),d=Math.sqrt(l*l+c*c),p=e.x-o/u,m=e.y+s/u,f=((i.x-c/d-p)*c-(i.y+l/d-m)*l)/(s*c-o*l);r=p+s*f-t.x,n=m+o*f-t.y;const g=r*r+n*n;if(g<=2)return new Vector2(r,n);a=Math.sqrt(g/2)}else{let t=!1;s>Number.EPSILON?l>Number.EPSILON&&(t=!0):s<-Number.EPSILON?l<-Number.EPSILON&&(t=!0):Math.sign(o)===Math.sign(c)&&(t=!0),t?(r=-o,n=s,a=Math.sqrt(h)):(r=s,n=o,a=Math.sqrt(h/2))}return new Vector2(r/a,n/a)}const k=[];for(let e=0,i=E.length,r=i-1,n=e+1;e=0;e--){const t=e/p,i=h*Math.cos(t*Math.PI/2),r=u*Math.sin(t*Math.PI/2)+d;for(let e=0,n=E.length;e=0;){const r=i;let n=i-1;n<0&&(n=t.length-1);for(let t=0,i=o+2*p;t0)&&d.push(e,r,s),(g!==i-1||o0!=t>0&&this.version++,this._anisotropy=t}get clearcoat(){return this._clearcoat}set clearcoat(t){this._clearcoat>0!=t>0&&this.version++,this._clearcoat=t}get iridescence(){return this._iridescence}set iridescence(t){this._iridescence>0!=t>0&&this.version++,this._iridescence=t}get dispersion(){return this._dispersion}set dispersion(t){this._dispersion>0!=t>0&&this.version++,this._dispersion=t}get sheen(){return this._sheen}set sheen(t){this._sheen>0!=t>0&&this.version++,this._sheen=t}get transmission(){return this._transmission}set transmission(t){this._transmission>0!=t>0&&this.version++,this._transmission=t}copy(t){return super.copy(t),this.defines={STANDARD:"",PHYSICAL:""},this.anisotropy=t.anisotropy,this.anisotropyRotation=t.anisotropyRotation,this.anisotropyMap=t.anisotropyMap,this.clearcoat=t.clearcoat,this.clearcoatMap=t.clearcoatMap,this.clearcoatRoughness=t.clearcoatRoughness,this.clearcoatRoughnessMap=t.clearcoatRoughnessMap,this.clearcoatNormalMap=t.clearcoatNormalMap,this.clearcoatNormalScale.copy(t.clearcoatNormalScale),this.dispersion=t.dispersion,this.ior=t.ior,this.iridescence=t.iridescence,this.iridescenceMap=t.iridescenceMap,this.iridescenceIOR=t.iridescenceIOR,this.iridescenceThicknessRange=[...t.iridescenceThicknessRange],this.iridescenceThicknessMap=t.iridescenceThicknessMap,this.sheen=t.sheen,this.sheenColor.copy(t.sheenColor),this.sheenColorMap=t.sheenColorMap,this.sheenRoughness=t.sheenRoughness,this.sheenRoughnessMap=t.sheenRoughnessMap,this.transmission=t.transmission,this.transmissionMap=t.transmissionMap,this.thickness=t.thickness,this.thicknessMap=t.thicknessMap,this.attenuationDistance=t.attenuationDistance,this.attenuationColor.copy(t.attenuationColor),this.specularIntensity=t.specularIntensity,this.specularIntensityMap=t.specularIntensityMap,this.specularColor.copy(t.specularColor),this.specularColorMap=t.specularColorMap,this}}class MeshPhongMaterial extends Material{constructor(t){super(),this.isMeshPhongMaterial=!0,this.type="MeshPhongMaterial",this.color=new Color(16777215),this.specular=new Color(1118481),this.shininess=30,this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Color(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=TangentSpaceNormalMap,this.normalScale=new Vector2(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new Euler,this.combine=MultiplyOperation,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.flatShading=!1,this.fog=!0,this.setValues(t)}copy(t){return super.copy(t),this.color.copy(t.color),this.specular.copy(t.specular),this.shininess=t.shininess,this.map=t.map,this.lightMap=t.lightMap,this.lightMapIntensity=t.lightMapIntensity,this.aoMap=t.aoMap,this.aoMapIntensity=t.aoMapIntensity,this.emissive.copy(t.emissive),this.emissiveMap=t.emissiveMap,this.emissiveIntensity=t.emissiveIntensity,this.bumpMap=t.bumpMap,this.bumpScale=t.bumpScale,this.normalMap=t.normalMap,this.normalMapType=t.normalMapType,this.normalScale.copy(t.normalScale),this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.specularMap=t.specularMap,this.alphaMap=t.alphaMap,this.envMap=t.envMap,this.envMapRotation.copy(t.envMapRotation),this.combine=t.combine,this.reflectivity=t.reflectivity,this.refractionRatio=t.refractionRatio,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this.wireframeLinecap=t.wireframeLinecap,this.wireframeLinejoin=t.wireframeLinejoin,this.flatShading=t.flatShading,this.fog=t.fog,this}}class MeshToonMaterial extends Material{constructor(t){super(),this.isMeshToonMaterial=!0,this.defines={TOON:""},this.type="MeshToonMaterial",this.color=new Color(16777215),this.map=null,this.gradientMap=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Color(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=TangentSpaceNormalMap,this.normalScale=new Vector2(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.alphaMap=null,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.fog=!0,this.setValues(t)}copy(t){return super.copy(t),this.color.copy(t.color),this.map=t.map,this.gradientMap=t.gradientMap,this.lightMap=t.lightMap,this.lightMapIntensity=t.lightMapIntensity,this.aoMap=t.aoMap,this.aoMapIntensity=t.aoMapIntensity,this.emissive.copy(t.emissive),this.emissiveMap=t.emissiveMap,this.emissiveIntensity=t.emissiveIntensity,this.bumpMap=t.bumpMap,this.bumpScale=t.bumpScale,this.normalMap=t.normalMap,this.normalMapType=t.normalMapType,this.normalScale.copy(t.normalScale),this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.alphaMap=t.alphaMap,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this.wireframeLinecap=t.wireframeLinecap,this.wireframeLinejoin=t.wireframeLinejoin,this.fog=t.fog,this}}class MeshNormalMaterial extends Material{constructor(t){super(),this.isMeshNormalMaterial=!0,this.type="MeshNormalMaterial",this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=TangentSpaceNormalMap,this.normalScale=new Vector2(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.wireframe=!1,this.wireframeLinewidth=1,this.flatShading=!1,this.setValues(t)}copy(t){return super.copy(t),this.bumpMap=t.bumpMap,this.bumpScale=t.bumpScale,this.normalMap=t.normalMap,this.normalMapType=t.normalMapType,this.normalScale.copy(t.normalScale),this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this.flatShading=t.flatShading,this}}class MeshLambertMaterial extends Material{constructor(t){super(),this.isMeshLambertMaterial=!0,this.type="MeshLambertMaterial",this.color=new Color(16777215),this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Color(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=TangentSpaceNormalMap,this.normalScale=new Vector2(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new Euler,this.combine=MultiplyOperation,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.flatShading=!1,this.fog=!0,this.setValues(t)}copy(t){return super.copy(t),this.color.copy(t.color),this.map=t.map,this.lightMap=t.lightMap,this.lightMapIntensity=t.lightMapIntensity,this.aoMap=t.aoMap,this.aoMapIntensity=t.aoMapIntensity,this.emissive.copy(t.emissive),this.emissiveMap=t.emissiveMap,this.emissiveIntensity=t.emissiveIntensity,this.bumpMap=t.bumpMap,this.bumpScale=t.bumpScale,this.normalMap=t.normalMap,this.normalMapType=t.normalMapType,this.normalScale.copy(t.normalScale),this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.specularMap=t.specularMap,this.alphaMap=t.alphaMap,this.envMap=t.envMap,this.envMapRotation.copy(t.envMapRotation),this.combine=t.combine,this.reflectivity=t.reflectivity,this.refractionRatio=t.refractionRatio,this.wireframe=t.wireframe,this.wireframeLinewidth=t.wireframeLinewidth,this.wireframeLinecap=t.wireframeLinecap,this.wireframeLinejoin=t.wireframeLinejoin,this.flatShading=t.flatShading,this.fog=t.fog,this}}class MeshMatcapMaterial extends Material{constructor(t){super(),this.isMeshMatcapMaterial=!0,this.defines={MATCAP:""},this.type="MeshMatcapMaterial",this.color=new Color(16777215),this.matcap=null,this.map=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=TangentSpaceNormalMap,this.normalScale=new Vector2(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.alphaMap=null,this.flatShading=!1,this.fog=!0,this.setValues(t)}copy(t){return super.copy(t),this.defines={MATCAP:""},this.color.copy(t.color),this.matcap=t.matcap,this.map=t.map,this.bumpMap=t.bumpMap,this.bumpScale=t.bumpScale,this.normalMap=t.normalMap,this.normalMapType=t.normalMapType,this.normalScale.copy(t.normalScale),this.displacementMap=t.displacementMap,this.displacementScale=t.displacementScale,this.displacementBias=t.displacementBias,this.alphaMap=t.alphaMap,this.flatShading=t.flatShading,this.fog=t.fog,this}}class LineDashedMaterial extends LineBasicMaterial{constructor(t){super(),this.isLineDashedMaterial=!0,this.type="LineDashedMaterial",this.scale=1,this.dashSize=3,this.gapSize=1,this.setValues(t)}copy(t){return super.copy(t),this.scale=t.scale,this.dashSize=t.dashSize,this.gapSize=t.gapSize,this}}function convertArray(t,e,i){return!t||!i&&t.constructor===e?t:"number"==typeof e.BYTES_PER_ELEMENT?new e(t):Array.prototype.slice.call(t)}function isTypedArray(t){return ArrayBuffer.isView(t)&&!(t instanceof DataView)}function getKeyframeOrder(t){const e=t.length,i=new Array(e);for(let r=0;r!==e;++r)i[r]=r;return i.sort((function(e,i){return t[e]-t[i]})),i}function sortedArray(t,e,i){const r=t.length,n=new t.constructor(r);for(let a=0,s=0;s!==r;++a){const r=i[a]*e;for(let i=0;i!==e;++i)n[s++]=t[r+i]}return n}function flattenJSON(t,e,i,r){let n=1,a=t[0];for(;void 0!==a&&void 0===a[r];)a=t[n++];if(void 0===a)return;let s=a[r];if(void 0!==s)if(Array.isArray(s))do{s=a[r],void 0!==s&&(e.push(a.time),i.push.apply(i,s)),a=t[n++]}while(void 0!==a);else if(void 0!==s.toArray)do{s=a[r],void 0!==s&&(e.push(a.time),s.toArray(i,i.length)),a=t[n++]}while(void 0!==a);else do{s=a[r],void 0!==s&&(e.push(a.time),i.push(s)),a=t[n++]}while(void 0!==a)}function subclip(t,e,i,r,n=30){const a=t.clone();a.name=e;const s=[];for(let l=0;l=r)){o.push(t.times[a]);for(let i=0;ia.tracks[l].times[0]&&(o=a.tracks[l].times[0]);for(let l=0;l=e.times[u]){const t=u*l+o,i=t+l-o;d=e.values.slice(t,i)}else{const t=e.createInterpolant(),i=o,r=l-o;t.evaluate(a),d=t.resultBuffer.slice(i,r)}if("quaternion"===r){(new Quaternion).fromArray(d).normalize().conjugate().toArray(d)}const p=n.times.length;for(let t=0;t=n)break t;{const s=e[1];t=n)break e}a=i,i=0}}for(;i>>1;te;)--a;if(++a,0!==n||a!==r){n>=a&&(a=Math.max(a,1),n=a-1);const t=this.getValueSize();this.times=i.slice(n,a),this.values=this.values.slice(n*t,a*t)}return this}validate(){let t=!0;const e=this.getValueSize();e-Math.floor(e)!=0&&(console.error("THREE.KeyframeTrack: Invalid value size in track.",this),t=!1);const i=this.times,r=this.values,n=i.length;0===n&&(console.error("THREE.KeyframeTrack: Track is empty.",this),t=!1);let a=null;for(let s=0;s!==n;s++){const e=i[s];if("number"==typeof e&&isNaN(e)){console.error("THREE.KeyframeTrack: Time is not a valid number.",this,s,e),t=!1;break}if(null!==a&&a>e){console.error("THREE.KeyframeTrack: Out of order keys.",this,s,e,a),t=!1;break}a=e}if(void 0!==r&&isTypedArray(r))for(let s=0,o=r.length;s!==o;++s){const e=r[s];if(isNaN(e)){console.error("THREE.KeyframeTrack: Value is not a valid number.",this,s,e),t=!1;break}}return t}optimize(){const t=this.times.slice(),e=this.values.slice(),i=this.getValueSize(),r=this.getInterpolation()===InterpolateSmooth,n=t.length-1;let a=1;for(let s=1;s0){t[a]=t[n];for(let t=n*i,r=a*i,s=0;s!==i;++s)e[r+s]=e[t+s];++a}return a!==t.length?(this.times=t.slice(0,a),this.values=e.slice(0,a*i)):(this.times=t,this.values=e),this}clone(){const t=this.times.slice(),e=this.values.slice(),i=new(0,this.constructor)(this.name,t,e);return i.createInterpolant=this.createInterpolant,i}}KeyframeTrack.prototype.TimeBufferType=Float32Array,KeyframeTrack.prototype.ValueBufferType=Float32Array,KeyframeTrack.prototype.DefaultInterpolation=InterpolateLinear;class BooleanKeyframeTrack extends KeyframeTrack{constructor(t,e,i){super(t,e,i)}}BooleanKeyframeTrack.prototype.ValueTypeName="bool",BooleanKeyframeTrack.prototype.ValueBufferType=Array,BooleanKeyframeTrack.prototype.DefaultInterpolation=InterpolateDiscrete,BooleanKeyframeTrack.prototype.InterpolantFactoryMethodLinear=void 0,BooleanKeyframeTrack.prototype.InterpolantFactoryMethodSmooth=void 0;class ColorKeyframeTrack extends KeyframeTrack{}ColorKeyframeTrack.prototype.ValueTypeName="color";class NumberKeyframeTrack extends KeyframeTrack{}NumberKeyframeTrack.prototype.ValueTypeName="number";class QuaternionLinearInterpolant extends Interpolant{constructor(t,e,i,r){super(t,e,i,r)}interpolate_(t,e,i,r){const n=this.resultBuffer,a=this.sampleValues,s=this.valueSize,o=(i-e)/(r-e);let l=t*s;for(let c=l+s;l!==c;l+=4)Quaternion.slerpFlat(n,0,a,l-s,a,l,o);return n}}class QuaternionKeyframeTrack extends KeyframeTrack{InterpolantFactoryMethodLinear(t){return new QuaternionLinearInterpolant(this.times,this.values,this.getValueSize(),t)}}QuaternionKeyframeTrack.prototype.ValueTypeName="quaternion",QuaternionKeyframeTrack.prototype.InterpolantFactoryMethodSmooth=void 0;class StringKeyframeTrack extends KeyframeTrack{constructor(t,e,i){super(t,e,i)}}StringKeyframeTrack.prototype.ValueTypeName="string",StringKeyframeTrack.prototype.ValueBufferType=Array,StringKeyframeTrack.prototype.DefaultInterpolation=InterpolateDiscrete,StringKeyframeTrack.prototype.InterpolantFactoryMethodLinear=void 0,StringKeyframeTrack.prototype.InterpolantFactoryMethodSmooth=void 0;class VectorKeyframeTrack extends KeyframeTrack{}VectorKeyframeTrack.prototype.ValueTypeName="vector";class AnimationClip{constructor(t="",e=-1,i=[],r=NormalAnimationBlendMode){this.name=t,this.tracks=i,this.duration=e,this.blendMode=r,this.uuid=generateUUID(),this.duration<0&&this.resetDuration()}static parse(t){const e=[],i=t.tracks,r=1/(t.fps||1);for(let a=0,s=i.length;a!==s;++a)e.push(parseKeyframeTrack(i[a]).scale(r));const n=new this(t.name,t.duration,e,t.blendMode);return n.uuid=t.uuid,n}static toJSON(t){const e=[],i=t.tracks,r={name:t.name,duration:t.duration,tracks:e,uuid:t.uuid,blendMode:t.blendMode};for(let n=0,a=i.length;n!==a;++n)e.push(KeyframeTrack.toJSON(i[n]));return r}static CreateFromMorphTargetSequence(t,e,i,r){const n=e.length,a=[];for(let s=0;s1){const t=i[1];let n=r[t];n||(r[t]=n=[]),n.push(e)}}const a=[];for(const s in r)a.push(this.CreateFromMorphTargetSequence(s,r[s],e,i));return a}static parseAnimation(t,e){if(!t)return console.error("THREE.AnimationClip: No animation in JSONLoader data."),null;const i=function(t,e,i,r,n){if(0!==i.length){const a=[],s=[];flattenJSON(i,a,s,r),0!==a.length&&n.push(new t(e,a,s))}},r=[],n=t.name||"default",a=t.fps||30,s=t.blendMode;let o=t.length||-1;const l=t.hierarchy||[];for(let c=0;c{e&&e(n),this.manager.itemEnd(t)}),0),n;if(void 0!==loading[t])return void loading[t].push({onLoad:e,onProgress:i,onError:r});loading[t]=[],loading[t].push({onLoad:e,onProgress:i,onError:r});const a=new Request(t,{headers:new Headers(this.requestHeader),credentials:this.withCredentials?"include":"same-origin"}),s=this.mimeType,o=this.responseType;fetch(a).then((e=>{if(200===e.status||0===e.status){if(0===e.status&&console.warn("THREE.FileLoader: HTTP Status 0 received."),"undefined"==typeof ReadableStream||void 0===e.body||void 0===e.body.getReader)return e;const i=loading[t],r=e.body.getReader(),n=e.headers.get("X-File-Size")||e.headers.get("Content-Length"),a=n?parseInt(n):0,s=0!==a;let o=0;const l=new ReadableStream({start(t){!function e(){r.read().then((({done:r,value:n})=>{if(r)t.close();else{o+=n.byteLength;const r=new ProgressEvent("progress",{lengthComputable:s,loaded:o,total:a});for(let t=0,e=i.length;t{t.error(e)}))}()}});return new Response(l)}throw new HttpError(`fetch for "${e.url}" responded with ${e.status}: ${e.statusText}`,e)})).then((t=>{switch(o){case"arraybuffer":return t.arrayBuffer();case"blob":return t.blob();case"document":return t.text().then((t=>(new DOMParser).parseFromString(t,s)));case"json":return t.json();default:if(void 0===s)return t.text();{const e=/charset="?([^;"\s]*)"?/i.exec(s),i=e&&e[1]?e[1].toLowerCase():void 0,r=new TextDecoder(i);return t.arrayBuffer().then((t=>r.decode(t)))}}})).then((e=>{Cache.add(t,e);const i=loading[t];delete loading[t];for(let t=0,r=i.length;t{const i=loading[t];if(void 0===i)throw this.manager.itemError(t),e;delete loading[t];for(let t=0,r=i.length;t{this.manager.itemEnd(t)})),this.manager.itemStart(t)}setResponseType(t){return this.responseType=t,this}setMimeType(t){return this.mimeType=t,this}}class AnimationLoader extends Loader{constructor(t){super(t)}load(t,e,i,r){const n=this,a=new FileLoader(this.manager);a.setPath(this.path),a.setRequestHeader(this.requestHeader),a.setWithCredentials(this.withCredentials),a.load(t,(function(i){try{e(n.parse(JSON.parse(i)))}catch(a){r?r(a):console.error(a),n.manager.itemError(t)}}),i,r)}parse(t){const e=[];for(let i=0;i0:r.vertexColors=t.vertexColors),void 0!==t.uniforms)for(const n in t.uniforms){const e=t.uniforms[n];switch(r.uniforms[n]={},e.type){case"t":r.uniforms[n].value=i(e.value);break;case"c":r.uniforms[n].value=(new Color).setHex(e.value);break;case"v2":r.uniforms[n].value=(new Vector2).fromArray(e.value);break;case"v3":r.uniforms[n].value=(new Vector3).fromArray(e.value);break;case"v4":r.uniforms[n].value=(new Vector4).fromArray(e.value);break;case"m3":r.uniforms[n].value=(new Matrix3).fromArray(e.value);break;case"m4":r.uniforms[n].value=(new Matrix4).fromArray(e.value);break;default:r.uniforms[n].value=e.value}}if(void 0!==t.defines&&(r.defines=t.defines),void 0!==t.vertexShader&&(r.vertexShader=t.vertexShader),void 0!==t.fragmentShader&&(r.fragmentShader=t.fragmentShader),void 0!==t.glslVersion&&(r.glslVersion=t.glslVersion),void 0!==t.extensions)for(const n in t.extensions)r.extensions[n]=t.extensions[n];if(void 0!==t.lights&&(r.lights=t.lights),void 0!==t.clipping&&(r.clipping=t.clipping),void 0!==t.size&&(r.size=t.size),void 0!==t.sizeAttenuation&&(r.sizeAttenuation=t.sizeAttenuation),void 0!==t.map&&(r.map=i(t.map)),void 0!==t.matcap&&(r.matcap=i(t.matcap)),void 0!==t.alphaMap&&(r.alphaMap=i(t.alphaMap)),void 0!==t.bumpMap&&(r.bumpMap=i(t.bumpMap)),void 0!==t.bumpScale&&(r.bumpScale=t.bumpScale),void 0!==t.normalMap&&(r.normalMap=i(t.normalMap)),void 0!==t.normalMapType&&(r.normalMapType=t.normalMapType),void 0!==t.normalScale){let e=t.normalScale;!1===Array.isArray(e)&&(e=[e,e]),r.normalScale=(new Vector2).fromArray(e)}return void 0!==t.displacementMap&&(r.displacementMap=i(t.displacementMap)),void 0!==t.displacementScale&&(r.displacementScale=t.displacementScale),void 0!==t.displacementBias&&(r.displacementBias=t.displacementBias),void 0!==t.roughnessMap&&(r.roughnessMap=i(t.roughnessMap)),void 0!==t.metalnessMap&&(r.metalnessMap=i(t.metalnessMap)),void 0!==t.emissiveMap&&(r.emissiveMap=i(t.emissiveMap)),void 0!==t.emissiveIntensity&&(r.emissiveIntensity=t.emissiveIntensity),void 0!==t.specularMap&&(r.specularMap=i(t.specularMap)),void 0!==t.specularIntensityMap&&(r.specularIntensityMap=i(t.specularIntensityMap)),void 0!==t.specularColorMap&&(r.specularColorMap=i(t.specularColorMap)),void 0!==t.envMap&&(r.envMap=i(t.envMap)),void 0!==t.envMapRotation&&r.envMapRotation.fromArray(t.envMapRotation),void 0!==t.envMapIntensity&&(r.envMapIntensity=t.envMapIntensity),void 0!==t.reflectivity&&(r.reflectivity=t.reflectivity),void 0!==t.refractionRatio&&(r.refractionRatio=t.refractionRatio),void 0!==t.lightMap&&(r.lightMap=i(t.lightMap)),void 0!==t.lightMapIntensity&&(r.lightMapIntensity=t.lightMapIntensity),void 0!==t.aoMap&&(r.aoMap=i(t.aoMap)),void 0!==t.aoMapIntensity&&(r.aoMapIntensity=t.aoMapIntensity),void 0!==t.gradientMap&&(r.gradientMap=i(t.gradientMap)),void 0!==t.clearcoatMap&&(r.clearcoatMap=i(t.clearcoatMap)),void 0!==t.clearcoatRoughnessMap&&(r.clearcoatRoughnessMap=i(t.clearcoatRoughnessMap)),void 0!==t.clearcoatNormalMap&&(r.clearcoatNormalMap=i(t.clearcoatNormalMap)),void 0!==t.clearcoatNormalScale&&(r.clearcoatNormalScale=(new Vector2).fromArray(t.clearcoatNormalScale)),void 0!==t.iridescenceMap&&(r.iridescenceMap=i(t.iridescenceMap)),void 0!==t.iridescenceThicknessMap&&(r.iridescenceThicknessMap=i(t.iridescenceThicknessMap)),void 0!==t.transmissionMap&&(r.transmissionMap=i(t.transmissionMap)),void 0!==t.thicknessMap&&(r.thicknessMap=i(t.thicknessMap)),void 0!==t.anisotropyMap&&(r.anisotropyMap=i(t.anisotropyMap)),void 0!==t.sheenColorMap&&(r.sheenColorMap=i(t.sheenColorMap)),void 0!==t.sheenRoughnessMap&&(r.sheenRoughnessMap=i(t.sheenRoughnessMap)),r}setTextures(t){return this.textures=t,this}static createMaterialFromType(t){return new{ShadowMaterial,SpriteMaterial,RawShaderMaterial,ShaderMaterial,PointsMaterial,MeshPhysicalMaterial,MeshStandardMaterial,MeshPhongMaterial,MeshToonMaterial,MeshNormalMaterial,MeshLambertMaterial,MeshDepthMaterial,MeshDistanceMaterial,MeshBasicMaterial,MeshMatcapMaterial,LineDashedMaterial,LineBasicMaterial,Material}[t]}}class LoaderUtils{static decodeText(t){if(console.warn("THREE.LoaderUtils: decodeText() has been deprecated with r165 and will be removed with r175. Use TextDecoder instead."),"undefined"!=typeof TextDecoder)return(new TextDecoder).decode(t);let e="";for(let r=0,n=t.length;r0){const i=new LoadingManager(e);n=new ImageLoader(i),n.setCrossOrigin(this.crossOrigin);for(let e=0,n=t.length;e0){r=new ImageLoader(this.manager),r.setCrossOrigin(this.crossOrigin);for(let e=0,r=t.length;e{const e=new Box3;e.min.fromArray(t.boxMin),e.max.fromArray(t.boxMax);const i=new Sphere;return i.radius=t.sphereRadius,i.center.fromArray(t.sphereCenter),{boxInitialized:t.boxInitialized,box:e,sphereInitialized:t.sphereInitialized,sphere:i}})),a._maxInstanceCount=t.maxInstanceCount,a._maxVertexCount=t.maxVertexCount,a._maxIndexCount=t.maxIndexCount,a._geometryInitialized=t.geometryInitialized,a._geometryCount=t.geometryCount,a._matricesTexture=h(t.matricesTexture.uuid),void 0!==t.colorsTexture&&(a._colorsTexture=h(t.colorsTexture.uuid));break;case"LOD":a=new LOD;break;case"Line":a=new Line(l(t.geometry),c(t.material));break;case"LineLoop":a=new LineLoop(l(t.geometry),c(t.material));break;case"LineSegments":a=new LineSegments(l(t.geometry),c(t.material));break;case"PointCloud":case"Points":a=new Points(l(t.geometry),c(t.material));break;case"Sprite":a=new Sprite(c(t.material));break;case"Group":a=new Group$1;break;case"Bone":a=new Bone;break;default:a=new Object3D}if(a.uuid=t.uuid,void 0!==t.name&&(a.name=t.name),void 0!==t.matrix?(a.matrix.fromArray(t.matrix),void 0!==t.matrixAutoUpdate&&(a.matrixAutoUpdate=t.matrixAutoUpdate),a.matrixAutoUpdate&&a.matrix.decompose(a.position,a.quaternion,a.scale)):(void 0!==t.position&&a.position.fromArray(t.position),void 0!==t.rotation&&a.rotation.fromArray(t.rotation),void 0!==t.quaternion&&a.quaternion.fromArray(t.quaternion),void 0!==t.scale&&a.scale.fromArray(t.scale)),void 0!==t.up&&a.up.fromArray(t.up),void 0!==t.castShadow&&(a.castShadow=t.castShadow),void 0!==t.receiveShadow&&(a.receiveShadow=t.receiveShadow),t.shadow&&(void 0!==t.shadow.intensity&&(a.shadow.intensity=t.shadow.intensity),void 0!==t.shadow.bias&&(a.shadow.bias=t.shadow.bias),void 0!==t.shadow.normalBias&&(a.shadow.normalBias=t.shadow.normalBias),void 0!==t.shadow.radius&&(a.shadow.radius=t.shadow.radius),void 0!==t.shadow.mapSize&&a.shadow.mapSize.fromArray(t.shadow.mapSize),void 0!==t.shadow.camera&&(a.shadow.camera=this.parseObject(t.shadow.camera))),void 0!==t.visible&&(a.visible=t.visible),void 0!==t.frustumCulled&&(a.frustumCulled=t.frustumCulled),void 0!==t.renderOrder&&(a.renderOrder=t.renderOrder),void 0!==t.userData&&(a.userData=t.userData),void 0!==t.layers&&(a.layers.mask=t.layers),void 0!==t.children){const s=t.children;for(let t=0;t{e&&e(i),n.manager.itemEnd(t)})).catch((t=>{r&&r(t)})):(setTimeout((function(){e&&e(a),n.manager.itemEnd(t)}),0),a);const s={};s.credentials="anonymous"===this.crossOrigin?"same-origin":"include",s.headers=this.requestHeader;const o=fetch(t,s).then((function(t){return t.blob()})).then((function(t){return createImageBitmap(t,Object.assign(n.options,{colorSpaceConversion:"none"}))})).then((function(i){return Cache.add(t,i),e&&e(i),n.manager.itemEnd(t),i})).catch((function(e){r&&r(e),Cache.remove(t),n.manager.itemError(t),n.manager.itemEnd(t)}));Cache.add(t,o),n.manager.itemStart(t)}}let _context,AudioContext$1=class{static getContext(){return void 0===_context&&(_context=new(window.AudioContext||window.webkitAudioContext)),_context}static setContext(t){_context=t}};class AudioLoader extends Loader{constructor(t){super(t)}load(t,e,i,r){const n=this,a=new FileLoader(this.manager);function s(e){r?r(e):console.error(e),n.manager.itemError(t)}a.setResponseType("arraybuffer"),a.setPath(this.path),a.setRequestHeader(this.requestHeader),a.setWithCredentials(this.withCredentials),a.load(t,(function(t){try{const i=t.slice(0);AudioContext$1.getContext().decodeAudioData(i,(function(t){e(t)})).catch(s)}catch(i){s(i)}}),i,r)}}const _eyeRight=new Matrix4,_eyeLeft=new Matrix4,_projectionMatrix=new Matrix4;class StereoCamera{constructor(){this.type="StereoCamera",this.aspect=1,this.eyeSep=.064,this.cameraL=new PerspectiveCamera,this.cameraL.layers.enable(1),this.cameraL.matrixAutoUpdate=!1,this.cameraR=new PerspectiveCamera,this.cameraR.layers.enable(2),this.cameraR.matrixAutoUpdate=!1,this._cache={focus:null,fov:null,aspect:null,near:null,far:null,zoom:null,eyeSep:null}}update(t){const e=this._cache;if(e.focus!==t.focus||e.fov!==t.fov||e.aspect!==t.aspect*this.aspect||e.near!==t.near||e.far!==t.far||e.zoom!==t.zoom||e.eyeSep!==this.eyeSep){e.focus=t.focus,e.fov=t.fov,e.aspect=t.aspect*this.aspect,e.near=t.near,e.far=t.far,e.zoom=t.zoom,e.eyeSep=this.eyeSep,_projectionMatrix.copy(t.projectionMatrix);const i=e.eyeSep/2,r=i*e.near/e.focus,n=e.near*Math.tan(DEG2RAD$2*e.fov*.5)/e.zoom;let a,s;_eyeLeft.elements[12]=-i,_eyeRight.elements[12]=i,a=-n*e.aspect+r,s=n*e.aspect+r,_projectionMatrix.elements[0]=2*e.near/(s-a),_projectionMatrix.elements[8]=(s+a)/(s-a),this.cameraL.projectionMatrix.copy(_projectionMatrix),a=-n*e.aspect-r,s=n*e.aspect-r,_projectionMatrix.elements[0]=2*e.near/(s-a),_projectionMatrix.elements[8]=(s+a)/(s-a),this.cameraR.projectionMatrix.copy(_projectionMatrix)}this.cameraL.matrixWorld.copy(t.matrixWorld).multiply(_eyeLeft),this.cameraR.matrixWorld.copy(t.matrixWorld).multiply(_eyeRight)}}class Clock{constructor(t=!0){this.autoStart=t,this.startTime=0,this.oldTime=0,this.elapsedTime=0,this.running=!1}start(){this.startTime=now$1(),this.oldTime=this.startTime,this.elapsedTime=0,this.running=!0}stop(){this.getElapsedTime(),this.running=!1,this.autoStart=!1}getElapsedTime(){return this.getDelta(),this.elapsedTime}getDelta(){let t=0;if(this.autoStart&&!this.running)return this.start(),0;if(this.running){const e=now$1();t=(e-this.oldTime)/1e3,this.oldTime=e,this.elapsedTime+=t}return t}}function now$1(){return("undefined"==typeof performance?Date:performance).now()}const _position$1=new Vector3,_quaternion$1=new Quaternion,_scale$1=new Vector3,_orientation$1=new Vector3;class AudioListener extends Object3D{constructor(){super(),this.type="AudioListener",this.context=AudioContext$1.getContext(),this.gain=this.context.createGain(),this.gain.connect(this.context.destination),this.filter=null,this.timeDelta=0,this._clock=new Clock}getInput(){return this.gain}removeFilter(){return null!==this.filter&&(this.gain.disconnect(this.filter),this.filter.disconnect(this.context.destination),this.gain.connect(this.context.destination),this.filter=null),this}getFilter(){return this.filter}setFilter(t){return null!==this.filter?(this.gain.disconnect(this.filter),this.filter.disconnect(this.context.destination)):this.gain.disconnect(this.context.destination),this.filter=t,this.gain.connect(this.filter),this.filter.connect(this.context.destination),this}getMasterVolume(){return this.gain.gain.value}setMasterVolume(t){return this.gain.gain.setTargetAtTime(t,this.context.currentTime,.01),this}updateMatrixWorld(t){super.updateMatrixWorld(t);const e=this.context.listener,i=this.up;if(this.timeDelta=this._clock.getDelta(),this.matrixWorld.decompose(_position$1,_quaternion$1,_scale$1),_orientation$1.set(0,0,-1).applyQuaternion(_quaternion$1),e.positionX){const t=this.context.currentTime+this.timeDelta;e.positionX.linearRampToValueAtTime(_position$1.x,t),e.positionY.linearRampToValueAtTime(_position$1.y,t),e.positionZ.linearRampToValueAtTime(_position$1.z,t),e.forwardX.linearRampToValueAtTime(_orientation$1.x,t),e.forwardY.linearRampToValueAtTime(_orientation$1.y,t),e.forwardZ.linearRampToValueAtTime(_orientation$1.z,t),e.upX.linearRampToValueAtTime(i.x,t),e.upY.linearRampToValueAtTime(i.y,t),e.upZ.linearRampToValueAtTime(i.z,t)}else e.setPosition(_position$1.x,_position$1.y,_position$1.z),e.setOrientation(_orientation$1.x,_orientation$1.y,_orientation$1.z,i.x,i.y,i.z)}}let Audio$1=class extends Object3D{constructor(t){super(),this.type="Audio",this.listener=t,this.context=t.context,this.gain=this.context.createGain(),this.gain.connect(t.getInput()),this.autoplay=!1,this.buffer=null,this.detune=0,this.loop=!1,this.loopStart=0,this.loopEnd=0,this.offset=0,this.duration=void 0,this.playbackRate=1,this.isPlaying=!1,this.hasPlaybackControl=!0,this.source=null,this.sourceType="empty",this._startedAt=0,this._progress=0,this._connected=!1,this.filters=[]}getOutput(){return this.gain}setNodeSource(t){return this.hasPlaybackControl=!1,this.sourceType="audioNode",this.source=t,this.connect(),this}setMediaElementSource(t){return this.hasPlaybackControl=!1,this.sourceType="mediaNode",this.source=this.context.createMediaElementSource(t),this.connect(),this}setMediaStreamSource(t){return this.hasPlaybackControl=!1,this.sourceType="mediaStreamNode",this.source=this.context.createMediaStreamSource(t),this.connect(),this}setBuffer(t){return this.buffer=t,this.sourceType="buffer",this.autoplay&&this.play(),this}play(t=0){if(!0===this.isPlaying)return void console.warn("THREE.Audio: Audio is already playing.");if(!1===this.hasPlaybackControl)return void console.warn("THREE.Audio: this Audio has no playback control.");this._startedAt=this.context.currentTime+t;const e=this.context.createBufferSource();return e.buffer=this.buffer,e.loop=this.loop,e.loopStart=this.loopStart,e.loopEnd=this.loopEnd,e.onended=this.onEnded.bind(this),e.start(this._startedAt,this._progress+this.offset,this.duration),this.isPlaying=!0,this.source=e,this.setDetune(this.detune),this.setPlaybackRate(this.playbackRate),this.connect()}pause(){if(!1!==this.hasPlaybackControl)return!0===this.isPlaying&&(this._progress+=Math.max(this.context.currentTime-this._startedAt,0)*this.playbackRate,!0===this.loop&&(this._progress=this._progress%(this.duration||this.buffer.duration)),this.source.stop(),this.source.onended=null,this.isPlaying=!1),this;console.warn("THREE.Audio: this Audio has no playback control.")}stop(){if(!1!==this.hasPlaybackControl)return this._progress=0,null!==this.source&&(this.source.stop(),this.source.onended=null),this.isPlaying=!1,this;console.warn("THREE.Audio: this Audio has no playback control.")}connect(){if(this.filters.length>0){this.source.connect(this.filters[0]);for(let t=1,e=this.filters.length;t0){this.source.disconnect(this.filters[0]);for(let t=1,e=this.filters.length;t0&&this._mixBufferRegionAdditive(i,r,this._addIndex*e,1,e);for(let o=e,l=e+e;o!==l;++o)if(i[o]!==i[o+e]){s.setValue(i,r);break}}saveOriginalState(){const t=this.binding,e=this.buffer,i=this.valueSize,r=i*this._origIndex;t.getValue(e,r);for(let n=i,a=r;n!==a;++n)e[n]=e[r+n%i];this._setIdentity(),this.cumulativeWeight=0,this.cumulativeWeightAdditive=0}restoreOriginalState(){const t=3*this.valueSize;this.binding.setValue(this.buffer,t)}_setAdditiveIdentityNumeric(){const t=this._addIndex*this.valueSize,e=t+this.valueSize;for(let i=t;i=.5)for(let a=0;a!==n;++a)t[e+a]=t[i+a]}_slerp(t,e,i,r){Quaternion.slerpFlat(t,e,t,e,t,i,r)}_slerpAdditive(t,e,i,r,n){const a=this._workIndex*n;Quaternion.multiplyQuaternionsFlat(t,a,t,e,t,i),Quaternion.slerpFlat(t,e,t,e,t,a,r)}_lerp(t,e,i,r,n){const a=1-r;for(let s=0;s!==n;++s){const n=e+s;t[n]=t[n]*a+t[i+s]*r}}_lerpAdditive(t,e,i,r,n){for(let a=0;a!==n;++a){const n=e+a;t[n]=t[n]+t[i+a]*r}}}const _RESERVED_CHARS_RE="\\[\\]\\.:\\/",_reservedRe=new RegExp("["+_RESERVED_CHARS_RE+"]","g"),_wordChar="[^"+_RESERVED_CHARS_RE+"]",_wordCharOrDot="[^"+_RESERVED_CHARS_RE.replace("\\.","")+"]",_directoryRe=/((?:WC+[\/:])*)/.source.replace("WC",_wordChar),_nodeRe=/(WCOD+)?/.source.replace("WCOD",_wordCharOrDot),_objectRe=/(?:\.(WC+)(?:\[(.+)\])?)?/.source.replace("WC",_wordChar),_propertyRe=/\.(WC+)(?:\[(.+)\])?/.source.replace("WC",_wordChar),_trackRe=new RegExp("^"+_directoryRe+_nodeRe+_objectRe+_propertyRe+"$"),_supportedObjectNames=["material","materials","bones","map"];class Composite{constructor(t,e,i){const r=i||PropertyBinding.parseTrackName(e);this._targetGroup=t,this._bindings=t.subscribe_(e,r)}getValue(t,e){this.bind();const i=this._targetGroup.nCachedObjects_,r=this._bindings[i];void 0!==r&&r.getValue(t,e)}setValue(t,e){const i=this._bindings;for(let r=this._targetGroup.nCachedObjects_,n=i.length;r!==n;++r)i[r].setValue(t,e)}bind(){const t=this._bindings;for(let e=this._targetGroup.nCachedObjects_,i=t.length;e!==i;++e)t[e].bind()}unbind(){const t=this._bindings;for(let e=this._targetGroup.nCachedObjects_,i=t.length;e!==i;++e)t[e].unbind()}}class PropertyBinding{constructor(t,e,i){this.path=e,this.parsedPath=i||PropertyBinding.parseTrackName(e),this.node=PropertyBinding.findNode(t,this.parsedPath.nodeName),this.rootNode=t,this.getValue=this._getValue_unbound,this.setValue=this._setValue_unbound}static create(t,e,i){return t&&t.isAnimationObjectGroup?new PropertyBinding.Composite(t,e,i):new PropertyBinding(t,e,i)}static sanitizeNodeName(t){return t.replace(/\s/g,"_").replace(_reservedRe,"")}static parseTrackName(t){const e=_trackRe.exec(t);if(null===e)throw new Error("PropertyBinding: Cannot parse trackName: "+t);const i={nodeName:e[2],objectName:e[3],objectIndex:e[4],propertyName:e[5],propertyIndex:e[6]},r=i.nodeName&&i.nodeName.lastIndexOf(".");if(void 0!==r&&-1!==r){const t=i.nodeName.substring(r+1);-1!==_supportedObjectNames.indexOf(t)&&(i.nodeName=i.nodeName.substring(0,r),i.objectName=t)}if(null===i.propertyName||0===i.propertyName.length)throw new Error("PropertyBinding: can not parse propertyName from trackName: "+t);return i}static findNode(t,e){if(void 0===e||""===e||"."===e||-1===e||e===t.name||e===t.uuid)return t;if(t.skeleton){const i=t.skeleton.getBoneByName(e);if(void 0!==i)return i}if(t.children){const i=function(t){for(let r=0;r=n){const a=n++,c=t[a];e[c.uuid]=l,t[l]=c,e[o]=a,t[a]=s;for(let t=0,e=r;t!==e;++t){const e=i[t],r=e[a],n=e[l];e[l]=r,e[a]=n}}}this.nCachedObjects_=n}uncache(){const t=this._objects,e=this._indicesByUUID,i=this._bindings,r=i.length;let n=this.nCachedObjects_,a=t.length;for(let s=0,o=arguments.length;s!==o;++s){const o=arguments[s].uuid,l=e[o];if(void 0!==l)if(delete e[o],l0&&(e[s.uuid]=l),t[l]=s,t.pop();for(let t=0,e=r;t!==e;++t){const e=i[t];e[l]=e[n],e.pop()}}}this.nCachedObjects_=n}subscribe_(t,e){const i=this._bindingsIndicesByPath;let r=i[t];const n=this._bindings;if(void 0!==r)return n[r];const a=this._paths,s=this._parsedPaths,o=this._objects,l=o.length,c=this.nCachedObjects_,h=new Array(l);r=n.length,i[t]=r,a.push(t),s.push(e),n.push(h);for(let u=c,d=o.length;u!==d;++u){const i=o[u];h[u]=new PropertyBinding(i,t,e)}return h}unsubscribe_(t){const e=this._bindingsIndicesByPath,i=e[t];if(void 0!==i){const r=this._paths,n=this._parsedPaths,a=this._bindings,s=a.length-1,o=a[s];e[t[s]]=i,a[i]=o,a.pop(),n[i]=n[s],n.pop(),r[i]=r[s],r.pop()}}}class AnimationAction{constructor(t,e,i=null,r=e.blendMode){this._mixer=t,this._clip=e,this._localRoot=i,this.blendMode=r;const n=e.tracks,a=n.length,s=new Array(a),o={endingStart:ZeroCurvatureEnding,endingEnd:ZeroCurvatureEnding};for(let l=0;l!==a;++l){const t=n[l].createInterpolant(null);s[l]=t,t.settings=o}this._interpolantSettings=o,this._interpolants=s,this._propertyBindings=new Array(a),this._cacheIndex=null,this._byClipCacheIndex=null,this._timeScaleInterpolant=null,this._weightInterpolant=null,this.loop=LoopRepeat,this._loopCount=-1,this._startTime=null,this.time=0,this.timeScale=1,this._effectiveTimeScale=1,this.weight=1,this._effectiveWeight=1,this.repetitions=1/0,this.paused=!1,this.enabled=!0,this.clampWhenFinished=!1,this.zeroSlopeAtStart=!0,this.zeroSlopeAtEnd=!0}play(){return this._mixer._activateAction(this),this}stop(){return this._mixer._deactivateAction(this),this.reset()}reset(){return this.paused=!1,this.enabled=!0,this.time=0,this._loopCount=-1,this._startTime=null,this.stopFading().stopWarping()}isRunning(){return this.enabled&&!this.paused&&0!==this.timeScale&&null===this._startTime&&this._mixer._isActiveAction(this)}isScheduled(){return this._mixer._isActiveAction(this)}startAt(t){return this._startTime=t,this}setLoop(t,e){return this.loop=t,this.repetitions=e,this}setEffectiveWeight(t){return this.weight=t,this._effectiveWeight=this.enabled?t:0,this.stopFading()}getEffectiveWeight(){return this._effectiveWeight}fadeIn(t){return this._scheduleFading(t,0,1)}fadeOut(t){return this._scheduleFading(t,1,0)}crossFadeFrom(t,e,i){if(t.fadeOut(e),this.fadeIn(e),i){const i=this._clip.duration,r=t._clip.duration,n=r/i,a=i/r;t.warp(1,n,e),this.warp(a,1,e)}return this}crossFadeTo(t,e,i){return t.crossFadeFrom(this,e,i)}stopFading(){const t=this._weightInterpolant;return null!==t&&(this._weightInterpolant=null,this._mixer._takeBackControlInterpolant(t)),this}setEffectiveTimeScale(t){return this.timeScale=t,this._effectiveTimeScale=this.paused?0:t,this.stopWarping()}getEffectiveTimeScale(){return this._effectiveTimeScale}setDuration(t){return this.timeScale=this._clip.duration/t,this.stopWarping()}syncWith(t){return this.time=t.time,this.timeScale=t.timeScale,this.stopWarping()}halt(t){return this.warp(this._effectiveTimeScale,0,t)}warp(t,e,i){const r=this._mixer,n=r.time,a=this.timeScale;let s=this._timeScaleInterpolant;null===s&&(s=r._lendControlInterpolant(),this._timeScaleInterpolant=s);const o=s.parameterPositions,l=s.sampleValues;return o[0]=n,o[1]=n+i,l[0]=t/a,l[1]=e/a,this}stopWarping(){const t=this._timeScaleInterpolant;return null!==t&&(this._timeScaleInterpolant=null,this._mixer._takeBackControlInterpolant(t)),this}getMixer(){return this._mixer}getClip(){return this._clip}getRoot(){return this._localRoot||this._mixer._root}_update(t,e,i,r){if(!this.enabled)return void this._updateWeight(t);const n=this._startTime;if(null!==n){const r=(t-n)*i;r<0||0===i?e=0:(this._startTime=null,e=i*r)}e*=this._updateTimeScale(t);const a=this._updateTime(e),s=this._updateWeight(t);if(s>0){const t=this._interpolants,e=this._propertyBindings;if(this.blendMode===AdditiveAnimationBlendMode)for(let i=0,r=t.length;i!==r;++i)t[i].evaluate(a),e[i].accumulateAdditive(s);else for(let i=0,n=t.length;i!==n;++i)t[i].evaluate(a),e[i].accumulate(r,s)}}_updateWeight(t){let e=0;if(this.enabled){e=this.weight;const i=this._weightInterpolant;if(null!==i){const r=i.evaluate(t)[0];e*=r,t>i.parameterPositions[1]&&(this.stopFading(),0===r&&(this.enabled=!1))}}return this._effectiveWeight=e,e}_updateTimeScale(t){let e=0;if(!this.paused){e=this.timeScale;const i=this._timeScaleInterpolant;if(null!==i){e*=i.evaluate(t)[0],t>i.parameterPositions[1]&&(this.stopWarping(),0===e?this.paused=!0:this.timeScale=e)}}return this._effectiveTimeScale=e,e}_updateTime(t){const e=this._clip.duration,i=this.loop;let r=this.time+t,n=this._loopCount;const a=i===LoopPingPong;if(0===t)return-1===n||!a||1&~n?r:e-r;if(i===LoopOnce){-1===n&&(this._loopCount=0,this._setEndings(!0,!0,!1));t:{if(r>=e)r=e;else{if(!(r<0)){this.time=r;break t}r=0}this.clampWhenFinished?this.paused=!0:this.enabled=!1,this.time=r,this._mixer.dispatchEvent({type:"finished",action:this,direction:t<0?-1:1})}}else{if(-1===n&&(t>=0?(n=0,this._setEndings(!0,0===this.repetitions,a)):this._setEndings(0===this.repetitions,!0,a)),r>=e||r<0){const i=Math.floor(r/e);r-=e*i,n+=Math.abs(i);const s=this.repetitions-n;if(s<=0)this.clampWhenFinished?this.paused=!0:this.enabled=!1,r=t>0?e:0,this.time=r,this._mixer.dispatchEvent({type:"finished",action:this,direction:t>0?1:-1});else{if(1===s){const e=t<0;this._setEndings(e,!e,a)}else this._setEndings(!1,!1,a);this._loopCount=n,this.time=r,this._mixer.dispatchEvent({type:"loop",action:this,loopDelta:i})}}else this.time=r;if(a&&!(1&~n))return e-r}return r}_setEndings(t,e,i){const r=this._interpolantSettings;i?(r.endingStart=ZeroSlopeEnding,r.endingEnd=ZeroSlopeEnding):(r.endingStart=t?this.zeroSlopeAtStart?ZeroSlopeEnding:ZeroCurvatureEnding:WrapAroundEnding,r.endingEnd=e?this.zeroSlopeAtEnd?ZeroSlopeEnding:ZeroCurvatureEnding:WrapAroundEnding)}_scheduleFading(t,e,i){const r=this._mixer,n=r.time;let a=this._weightInterpolant;null===a&&(a=r._lendControlInterpolant(),this._weightInterpolant=a);const s=a.parameterPositions,o=a.sampleValues;return s[0]=n,o[0]=e,s[1]=n+t,o[1]=i,this}}const _controlInterpolantsResultBuffer=new Float32Array(1);class AnimationMixer extends EventDispatcher{constructor(t){super(),this._root=t,this._initMemoryManager(),this._accuIndex=0,this.time=0,this.timeScale=1}_bindAction(t,e){const i=t._localRoot||this._root,r=t._clip.tracks,n=r.length,a=t._propertyBindings,s=t._interpolants,o=i.uuid,l=this._bindingsByRootAndName;let c=l[o];void 0===c&&(c={},l[o]=c);for(let h=0;h!==n;++h){const t=r[h],n=t.name;let l=c[n];if(void 0!==l)++l.referenceCount,a[h]=l;else{if(l=a[h],void 0!==l){null===l._cacheIndex&&(++l.referenceCount,this._addInactiveBinding(l,o,n));continue}const r=e&&e._propertyBindings[h].binding.parsedPath;l=new PropertyMixer(PropertyBinding.create(i,n,r),t.ValueTypeName,t.getValueSize()),++l.referenceCount,this._addInactiveBinding(l,o,n),a[h]=l}s[h].resultBuffer=l.buffer}}_activateAction(t){if(!this._isActiveAction(t)){if(null===t._cacheIndex){const e=(t._localRoot||this._root).uuid,i=t._clip.uuid,r=this._actionsByClip[i];this._bindAction(t,r&&r.knownActions[0]),this._addInactiveAction(t,i,e)}const e=t._propertyBindings;for(let t=0,i=e.length;t!==i;++t){const i=e[t];0==i.useCount++&&(this._lendBinding(i),i.saveOriginalState())}this._lendAction(t)}}_deactivateAction(t){if(this._isActiveAction(t)){const e=t._propertyBindings;for(let t=0,i=e.length;t!==i;++t){const i=e[t];0==--i.useCount&&(i.restoreOriginalState(),this._takeBackBinding(i))}this._takeBackAction(t)}}_initMemoryManager(){this._actions=[],this._nActiveActions=0,this._actionsByClip={},this._bindings=[],this._nActiveBindings=0,this._bindingsByRootAndName={},this._controlInterpolants=[],this._nActiveControlInterpolants=0;const t=this;this.stats={actions:{get total(){return t._actions.length},get inUse(){return t._nActiveActions}},bindings:{get total(){return t._bindings.length},get inUse(){return t._nActiveBindings}},controlInterpolants:{get total(){return t._controlInterpolants.length},get inUse(){return t._nActiveControlInterpolants}}}}_isActiveAction(t){const e=t._cacheIndex;return null!==e&&e=0;--e)t[e].stop();return this}update(t){t*=this.timeScale;const e=this._actions,i=this._nActiveActions,r=this.time+=t,n=Math.sign(t),a=this._accuIndex^=1;for(let l=0;l!==i;++l){e[l]._update(r,t,n,a)}const s=this._bindings,o=this._nActiveBindings;for(let l=0;l!==o;++l)s[l].apply(a);return this}setTime(t){this.time=0;for(let e=0;ethis.max.x||t.ythis.max.y)}containsBox(t){return this.min.x<=t.min.x&&t.max.x<=this.max.x&&this.min.y<=t.min.y&&t.max.y<=this.max.y}getParameter(t,e){return e.set((t.x-this.min.x)/(this.max.x-this.min.x),(t.y-this.min.y)/(this.max.y-this.min.y))}intersectsBox(t){return!(t.max.xthis.max.x||t.max.ythis.max.y)}clampPoint(t,e){return e.copy(t).clamp(this.min,this.max)}distanceToPoint(t){return this.clampPoint(t,_vector$4).distanceTo(t)}intersect(t){return this.min.max(t.min),this.max.min(t.max),this.isEmpty()&&this.makeEmpty(),this}union(t){return this.min.min(t.min),this.max.max(t.max),this}translate(t){return this.min.add(t),this.max.add(t),this}equals(t){return t.min.equals(this.min)&&t.max.equals(this.max)}}const _startP=new Vector3,_startEnd=new Vector3;class Line3{constructor(t=new Vector3,e=new Vector3){this.start=t,this.end=e}set(t,e){return this.start.copy(t),this.end.copy(e),this}copy(t){return this.start.copy(t.start),this.end.copy(t.end),this}getCenter(t){return t.addVectors(this.start,this.end).multiplyScalar(.5)}delta(t){return t.subVectors(this.end,this.start)}distanceSq(){return this.start.distanceToSquared(this.end)}distance(){return this.start.distanceTo(this.end)}at(t,e){return this.delta(e).multiplyScalar(t).add(this.start)}closestPointToPointParameter(t,e){_startP.subVectors(t,this.start),_startEnd.subVectors(this.end,this.start);const i=_startEnd.dot(_startEnd);let r=_startEnd.dot(_startP)/i;return e&&(r=clamp$1(r,0,1)),r}closestPointToPoint(t,e,i){const r=this.closestPointToPointParameter(t,e);return this.delta(i).multiplyScalar(r).add(this.start)}applyMatrix4(t){return this.start.applyMatrix4(t),this.end.applyMatrix4(t),this}equals(t){return t.start.equals(this.start)&&t.end.equals(this.end)}clone(){return(new this.constructor).copy(this)}}const _vector$3=new Vector3;class SpotLightHelper extends Object3D{constructor(t,e){super(),this.light=t,this.matrixAutoUpdate=!1,this.color=e,this.type="SpotLightHelper";const i=new BufferGeometry,r=[0,0,0,0,0,1,0,0,0,1,0,1,0,0,0,-1,0,1,0,0,0,0,1,1,0,0,0,0,-1,1];for(let a=0,s=1,o=32;a1)for(let c=0;c.99999)this.quaternion.set(0,0,0,1);else if(t.y<-.99999)this.quaternion.set(1,0,0,0);else{_axis.set(t.z,0,-t.x).normalize();const e=Math.acos(t.y);this.quaternion.setFromAxisAngle(_axis,e)}}setLength(t,e=.2*t,i=.2*e){this.line.scale.set(1,Math.max(1e-4,t-e),1),this.line.updateMatrix(),this.cone.scale.set(i,e,i),this.cone.position.y=t,this.cone.updateMatrix()}setColor(t){this.line.material.color.set(t),this.cone.material.color.set(t)}copy(t){return super.copy(t,!1),this.line.copy(t.line),this.cone.copy(t.cone),this}dispose(){this.line.geometry.dispose(),this.line.material.dispose(),this.cone.geometry.dispose(),this.cone.material.dispose()}}class AxesHelper extends LineSegments{constructor(t=1){const e=[0,0,0,t,0,0,0,0,0,0,t,0,0,0,0,0,0,t],i=new BufferGeometry;i.setAttribute("position",new Float32BufferAttribute(e,3)),i.setAttribute("color",new Float32BufferAttribute([1,0,0,1,.6,0,0,1,0,.6,1,0,0,0,1,0,.6,1],3));super(i,new LineBasicMaterial({vertexColors:!0,toneMapped:!1})),this.type="AxesHelper"}setColors(t,e,i){const r=new Color,n=this.geometry.attributes.color.array;return r.set(t),r.toArray(n,0),r.toArray(n,3),r.set(e),r.toArray(n,6),r.toArray(n,9),r.set(i),r.toArray(n,12),r.toArray(n,15),this.geometry.attributes.color.needsUpdate=!0,this}dispose(){this.geometry.dispose(),this.material.dispose()}}class ShapePath{constructor(){this.type="ShapePath",this.color=new Color,this.subPaths=[],this.currentPath=null}moveTo(t,e){return this.currentPath=new Path,this.subPaths.push(this.currentPath),this.currentPath.moveTo(t,e),this}lineTo(t,e){return this.currentPath.lineTo(t,e),this}quadraticCurveTo(t,e,i,r){return this.currentPath.quadraticCurveTo(t,e,i,r),this}bezierCurveTo(t,e,i,r,n,a){return this.currentPath.bezierCurveTo(t,e,i,r,n,a),this}splineThru(t){return this.currentPath.splineThru(t),this}toShapes(t){function e(t,e){const i=e.length;let r=!1;for(let n=i-1,a=0;aNumber.EPSILON){if(l<0&&(i=e[a],o=-o,s=e[n],l=-l),t.ys.y)continue;if(t.y===i.y){if(t.x===i.x)return!0}else{const e=l*(t.x-i.x)-o*(t.y-i.y);if(0===e)return!0;if(e<0)continue;r=!r}}else{if(t.y!==i.y)continue;if(s.x<=t.x&&t.x<=i.x||i.x<=t.x&&t.x<=s.x)return!0}}return r}const i=ShapeUtils.isClockWise,r=this.subPaths;if(0===r.length)return[];let n,a,s;const o=[];if(1===r.length)return a=r[0],s=new Shape,s.curves=a.curves,o.push(s),o;let l=!i(r[0].getPoints());l=t?!l:l;const c=[],h=[];let u,d,p=[],m=0;h[m]=void 0,p[m]=[];for(let f=0,g=r.length;f1){let t=!1,i=0;for(let e=0,r=h.length;e0&&!1===t&&(p=c)}for(let f=0,g=h.length;f{},BufferGeometry.prototype.disposeBoundsTree=()=>{},Object3D.prototype.dispose=function(){this.parent&&this.parent.remove(this),this.geometry&&this.geometry.dispose(),this.material&&(this.material instanceof Array?this.material.forEach((t=>{t.map&&t.map.dispose(),t.dispose()})):(this.material.map&&this.material.map.dispose(),this.material.dispose())),this.children.slice().forEach((t=>t.dispose&&t.dispose())),this.dispatchEvent({type:"dispose"})},Object.defineProperty(Object3D.prototype,"_inScene",{get(){var t,e;return"Scene"===this.type||"Scene"===(null==(t=this.parent)?void 0:t.type)||(null==(e=this.parent)?void 0:e._inScene)}}),Object.defineProperty(Texture.prototype,"colorSpace",{get(){return void 0!==this.__colorSpace?this.__colorSpace:this._colorSpace||SRGBColorSpace},set(t){this._colorSpace=t||SRGBColorSpace}}),Vector2.prototype.angleTo=function(t){var e=this.dot(t)/Math.sqrt(this.lengthSq()*t.lengthSq());return Math.acos(MathUtils.clamp(e,-1,1))},Array.prototype.flat||(Array.prototype.flat=function(){return this.reduce(((t,e)=>t.concat(Array.isArray(e)?e.flat():e)),[])});var Easing=Object.freeze({Linear:Object.freeze({None:function(t){return t},In:function(t){return this.None(t)},Out:function(t){return this.None(t)},InOut:function(t){return this.None(t)}}),Quadratic:Object.freeze({In:function(t){return t*t},Out:function(t){return t*(2-t)},InOut:function(t){return(t*=2)<1?.5*t*t:-.5*(--t*(t-2)-1)}}),Cubic:Object.freeze({In:function(t){return t*t*t},Out:function(t){return--t*t*t+1},InOut:function(t){return(t*=2)<1?.5*t*t*t:.5*((t-=2)*t*t+2)}}),Quartic:Object.freeze({In:function(t){return t*t*t*t},Out:function(t){return 1- --t*t*t*t},InOut:function(t){return(t*=2)<1?.5*t*t*t*t:-.5*((t-=2)*t*t*t-2)}}),Quintic:Object.freeze({In:function(t){return t*t*t*t*t},Out:function(t){return--t*t*t*t*t+1},InOut:function(t){return(t*=2)<1?.5*t*t*t*t*t:.5*((t-=2)*t*t*t*t+2)}}),Sinusoidal:Object.freeze({In:function(t){return 1-Math.sin((1-t)*Math.PI/2)},Out:function(t){return Math.sin(t*Math.PI/2)},InOut:function(t){return.5*(1-Math.sin(Math.PI*(.5-t)))}}),Exponential:Object.freeze({In:function(t){return 0===t?0:Math.pow(1024,t-1)},Out:function(t){return 1===t?1:1-Math.pow(2,-10*t)},InOut:function(t){return 0===t?0:1===t?1:(t*=2)<1?.5*Math.pow(1024,t-1):.5*(2-Math.pow(2,-10*(t-1)))}}),Circular:Object.freeze({In:function(t){return 1-Math.sqrt(1-t*t)},Out:function(t){return Math.sqrt(1- --t*t)},InOut:function(t){return(t*=2)<1?-.5*(Math.sqrt(1-t*t)-1):.5*(Math.sqrt(1-(t-=2)*t)+1)}}),Elastic:Object.freeze({In:function(t){return 0===t?0:1===t?1:-Math.pow(2,10*(t-1))*Math.sin(5*(t-1.1)*Math.PI)},Out:function(t){return 0===t?0:1===t?1:Math.pow(2,-10*t)*Math.sin(5*(t-.1)*Math.PI)+1},InOut:function(t){return 0===t?0:1===t?1:(t*=2)<1?-.5*Math.pow(2,10*(t-1))*Math.sin(5*(t-1.1)*Math.PI):.5*Math.pow(2,-10*(t-1))*Math.sin(5*(t-1.1)*Math.PI)+1}}),Back:Object.freeze({In:function(t){var e=1.70158;return 1===t?1:t*t*((e+1)*t-e)},Out:function(t){var e=1.70158;return 0===t?0:--t*t*((e+1)*t+e)+1},InOut:function(t){var e=2.5949095;return(t*=2)<1?t*t*((e+1)*t-e)*.5:.5*((t-=2)*t*((e+1)*t+e)+2)}}),Bounce:Object.freeze({In:function(t){return 1-Easing.Bounce.Out(1-t)},Out:function(t){return t<1/2.75?7.5625*t*t:t<2/2.75?7.5625*(t-=1.5/2.75)*t+.75:t<2.5/2.75?7.5625*(t-=2.25/2.75)*t+.9375:7.5625*(t-=2.625/2.75)*t+.984375},InOut:function(t){return t<.5?.5*Easing.Bounce.In(2*t):.5*Easing.Bounce.Out(2*t-1)+.5}}),generatePow:function(t){return void 0===t&&(t=4),t=(t=t1e4?1e4:t,{In:function(e){return Math.pow(e,t)},Out:function(e){return 1-Math.pow(1-e,t)},InOut:function(e){return e<.5?Math.pow(2*e,t)/2:(1-Math.pow(2-2*e,t))/2+.5}}}}),now=function(){return performance.now()},Group=function(){function t(){this._tweens={},this._tweensAddedDuringUpdate={}}return t.prototype.getAll=function(){var t=this;return Object.keys(this._tweens).map((function(e){return t._tweens[e]}))},t.prototype.removeAll=function(){this._tweens={}},t.prototype.add=function(t){this._tweens[t.getId()]=t,this._tweensAddedDuringUpdate[t.getId()]=t},t.prototype.remove=function(t){delete this._tweens[t.getId()],delete this._tweensAddedDuringUpdate[t.getId()]},t.prototype.update=function(t,e){void 0===t&&(t=now()),void 0===e&&(e=!1);var i=Object.keys(this._tweens);if(0===i.length)return!1;for(;i.length>0;){this._tweensAddedDuringUpdate={};for(var r=0;r1?a(t[i],t[i-1],i-r):a(t[n],t[n+1>i?i:n+1],r-n)},Bezier:function(t,e){for(var i=0,r=t.length-1,n=Math.pow,a=Interpolation.Utils.Bernstein,s=0;s<=r;s++)i+=n(1-e,r-s)*n(e,s)*t[s]*a(r,s);return i},CatmullRom:function(t,e){var i=t.length-1,r=i*e,n=Math.floor(r),a=Interpolation.Utils.CatmullRom;return t[0]===t[i]?(e<0&&(n=Math.floor(r=i*(1+e))),a(t[(n-1+i)%i],t[n],t[(n+1)%i],t[(n+2)%i],r-n)):e<0?t[0]-(a(t[0],t[0],t[1],t[1],-r)-t[0]):e>1?t[i]-(a(t[i],t[i],t[i-1],t[i-1],r-i)-t[i]):a(t[n?n-1:0],t[n],t[i1;r--)i*=r;return t[e]=i,i}}(),CatmullRom:function(t,e,i,r,n){var a=.5*(i-t),s=.5*(r-e),o=n*n;return(2*e-2*i+a+s)*(n*o)+(-3*e+3*i-2*a-s)*o+a*n+e}}},Sequence=function(){function t(){}return t.nextId=function(){return t._nextId++},t._nextId=0,t}(),mainGroup=new Group,Tween=function(){function t(t,e){void 0===e&&(e=mainGroup),this._object=t,this._group=e,this._isPaused=!1,this._pauseStart=0,this._valuesStart={},this._valuesEnd={},this._valuesStartRepeat={},this._duration=1e3,this._isDynamic=!1,this._initialRepeat=0,this._repeat=0,this._yoyo=!1,this._isPlaying=!1,this._reversed=!1,this._delayTime=0,this._startTime=0,this._easingFunction=Easing.Linear.None,this._interpolationFunction=Interpolation.Linear,this._chainedTweens=[],this._onStartCallbackFired=!1,this._onEveryStartCallbackFired=!1,this._id=Sequence.nextId(),this._isChainStopped=!1,this._propertiesAreSetUp=!1,this._goToEnd=!1}return t.prototype.getId=function(){return this._id},t.prototype.isPlaying=function(){return this._isPlaying},t.prototype.isPaused=function(){return this._isPaused},t.prototype.getDuration=function(){return this._duration},t.prototype.to=function(t,e){if(void 0===e&&(e=1e3),this._isPlaying)throw new Error("Can not call Tween.to() while Tween is already started or paused. Stop the Tween first.");return this._valuesEnd=t,this._propertiesAreSetUp=!1,this._duration=e<0?0:e,this},t.prototype.duration=function(t){return void 0===t&&(t=1e3),this._duration=t<0?0:t,this},t.prototype.dynamic=function(t){return void 0===t&&(t=!1),this._isDynamic=t,this},t.prototype.start=function(t,e){if(void 0===t&&(t=now()),void 0===e&&(e=!1),this._isPlaying)return this;if(this._group&&this._group.add(this),this._repeat=this._initialRepeat,this._reversed)for(var i in this._reversed=!1,this._valuesStartRepeat)this._swapEndStartRepeatValues(i),this._valuesStart[i]=this._valuesStartRepeat[i];if(this._isPlaying=!0,this._isPaused=!1,this._onStartCallbackFired=!1,this._onEveryStartCallbackFired=!1,this._isChainStopped=!1,this._startTime=t,this._startTime+=this._delayTime,!this._propertiesAreSetUp||e){if(this._propertiesAreSetUp=!0,!this._isDynamic){var r={};for(var n in this._valuesEnd)r[n]=this._valuesEnd[n];this._valuesEnd=r}this._setupProperties(this._object,this._valuesStart,this._valuesEnd,this._valuesStartRepeat,e)}return this},t.prototype.startFromCurrentValues=function(t){return this.start(t,!0)},t.prototype._setupProperties=function(t,e,i,r,n){for(var a in i){var s=t[a],o=Array.isArray(s),l=o?"array":typeof s,c=!o&&Array.isArray(i[a]);if("undefined"!==l&&"function"!==l){if(c){if(0===(g=i[a]).length)continue;for(var h=[s],u=0,d=g.length;ua)return!1;e&&this.start(t,!0)}if(this._goToEnd=!1,tl)return 1;var t=Math.trunc(s/o),e=s-t*o,i=Math.min(e/n._duration,1);return 0===i&&s===n._duration?1:i}(),h=this._easingFunction(c);if(this._updateProperties(this._object,this._valuesStart,this._valuesEnd,h),this._onUpdateCallback&&this._onUpdateCallback(this._object,c),0===this._duration||s>=this._duration){if(this._repeat>0){var u=Math.min(Math.trunc((s-this._duration)/o)+1,this._repeat);for(r in isFinite(this._repeat)&&(this._repeat-=u),this._valuesStartRepeat)this._yoyo||"string"!=typeof this._valuesEnd[r]||(this._valuesStartRepeat[r]=this._valuesStartRepeat[r]+parseFloat(this._valuesEnd[r])),this._yoyo&&this._swapEndStartRepeatValues(r),this._valuesStart[r]=this._valuesStartRepeat[r];return this._yoyo&&(this._reversed=!this._reversed),this._startTime+=o*u,this._onRepeatCallback&&this._onRepeatCallback(this._object),this._onEveryStartCallbackFired=!1,!0}this._onCompleteCallback&&this._onCompleteCallback(this._object);for(var d=0,p=this._chainedTweens.length;d=2.0 are supported.")));const l=new GLTFParser(n,{path:e||this.resourcePath||"",crossOrigin:this.crossOrigin,requestHeader:this.requestHeader,manager:this.manager,ktx2Loader:this.ktx2Loader,meshoptDecoder:this.meshoptDecoder});l.fileLoader.setRequestHeader(this.requestHeader);for(let h=0;h=0&&void 0===s[t]&&console.warn('THREE.GLTFLoader: Unknown extension "'+t+'".')}}l.setExtensions(a),l.setPlugins(s),l.parse(i,r)}parseAsync(t,e){const i=this;return new Promise((function(r,n){i.parse(t,e,r,n)}))}}function GLTFRegistry(){let t={};return{get:function(e){return t[e]},add:function(e,i){t[e]=i},remove:function(e){delete t[e]},removeAll:function(){t={}}}}const EXTENSIONS={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",EXT_MESH_GPU_INSTANCING:"EXT_mesh_gpu_instancing"};class GLTFLightsExtension{constructor(t){this.parser=t,this.name=EXTENSIONS.KHR_LIGHTS_PUNCTUAL,this.cache={refs:{},uses:{}}}_markDefs(){const t=this.parser,e=this.parser.json.nodes||[];for(let i=0,r=e.length;i=0)throw new Error("THREE.GLTFLoader: setKTX2Loader must be called before loading KTX2 textures");return null}return e.loadTextureImage(t,n.source,a)}}class GLTFTextureWebPExtension{constructor(t){this.parser=t,this.name=EXTENSIONS.EXT_TEXTURE_WEBP,this.isSupported=null}loadTexture(t){const e=this.name,i=this.parser,r=i.json,n=r.textures[t];if(!n.extensions||!n.extensions[e])return null;const a=n.extensions[e],s=r.images[a.source];let o=i.textureLoader;if(s.uri){const t=i.options.manager.getHandler(s.uri);null!==t&&(o=t)}return this.detectSupport().then((function(n){if(n)return i.loadTextureImage(t,a.source,o);if(r.extensionsRequired&&r.extensionsRequired.indexOf(e)>=0)throw new Error("THREE.GLTFLoader: WebP required by asset but unsupported.");return i.loadTexture(t)}))}detectSupport(){return this.isSupported||(this.isSupported=new Promise((function(t){const e=new Image;e.src="data:image/webp;base64,UklGRiIAAABXRUJQVlA4IBYAAAAwAQCdASoBAAEADsD+JaQAA3AAAAAA",e.onload=e.onerror=function(){t(1===e.height)}}))),this.isSupported}}class GLTFTextureAVIFExtension{constructor(t){this.parser=t,this.name=EXTENSIONS.EXT_TEXTURE_AVIF,this.isSupported=null}loadTexture(t){const e=this.name,i=this.parser,r=i.json,n=r.textures[t];if(!n.extensions||!n.extensions[e])return null;const a=n.extensions[e],s=r.images[a.source];let o=i.textureLoader;if(s.uri){const t=i.options.manager.getHandler(s.uri);null!==t&&(o=t)}return this.detectSupport().then((function(n){if(n)return i.loadTextureImage(t,a.source,o);if(r.extensionsRequired&&r.extensionsRequired.indexOf(e)>=0)throw new Error("THREE.GLTFLoader: AVIF required by asset but unsupported.");return i.loadTexture(t)}))}detectSupport(){return this.isSupported||(this.isSupported=new Promise((function(t){const e=new Image;e.src="data:image/avif;base64,AAAAIGZ0eXBhdmlmAAAAAGF2aWZtaWYxbWlhZk1BMUIAAADybWV0YQAAAAAAAAAoaGRscgAAAAAAAAAAcGljdAAAAAAAAAAAAAAAAGxpYmF2aWYAAAAADnBpdG0AAAAAAAEAAAAeaWxvYwAAAABEAAABAAEAAAABAAABGgAAABcAAAAoaWluZgAAAAAAAQAAABppbmZlAgAAAAABAABhdjAxQ29sb3IAAAAAamlwcnAAAABLaXBjbwAAABRpc3BlAAAAAAAAAAEAAAABAAAAEHBpeGkAAAAAAwgICAAAAAxhdjFDgQAMAAAAABNjb2xybmNseAACAAIABoAAAAAXaXBtYQAAAAAAAAABAAEEAQKDBAAAAB9tZGF0EgAKCBgABogQEDQgMgkQAAAAB8dSLfI=",e.onload=e.onerror=function(){t(1===e.height)}}))),this.isSupported}}class GLTFMeshoptCompression{constructor(t){this.name=EXTENSIONS.EXT_MESHOPT_COMPRESSION,this.parser=t}loadBufferView(t){const e=this.parser.json,i=e.bufferViews[t];if(i.extensions&&i.extensions[this.name]){const t=i.extensions[this.name],r=this.parser.getDependency("buffer",t.buffer),n=this.parser.options.meshoptDecoder;if(!n||!n.supported){if(e.extensionsRequired&&e.extensionsRequired.indexOf(this.name)>=0)throw new Error("THREE.GLTFLoader: setMeshoptDecoder must be called before loading compressed files");return null}return r.then((function(e){const i=t.byteOffset||0,r=t.byteLength||0,a=t.count,s=t.byteStride,o=new Uint8Array(e,i,r);return n.decodeGltfBufferAsync?n.decodeGltfBufferAsync(a,s,o,t.mode,t.filter).then((function(t){return t.buffer})):n.ready.then((function(){const e=new ArrayBuffer(a*s);return n.decodeGltfBuffer(new Uint8Array(e),a,s,o,t.mode,t.filter),e}))}))}return null}}class GLTFMeshGpuInstancing{constructor(t){this.name=EXTENSIONS.EXT_MESH_GPU_INSTANCING,this.parser=t}createNodeMesh(t){const e=this.parser.json,i=e.nodes[t];if(!i.extensions||!i.extensions[this.name]||void 0===i.mesh)return null;const r=e.meshes[i.mesh];for(const o of r.primitives)if(o.mode!==WEBGL_CONSTANTS.TRIANGLES&&o.mode!==WEBGL_CONSTANTS.TRIANGLE_STRIP&&o.mode!==WEBGL_CONSTANTS.TRIANGLE_FAN&&void 0!==o.mode)return null;const n=i.extensions[this.name].attributes,a=[],s={};for(const o in n)a.push(this.parser.getDependency("accessor",n[o]).then((t=>(s[o]=t,s[o]))));return a.length<1?null:(a.push(this.parser.createNodeMesh(t)),Promise.all(a).then((t=>{const e=t.pop(),i=e.isGroup?e.children:[e],r=t[0].count,n=[];for(const a of i){const t=new Matrix4,e=new Vector3,i=new Quaternion,o=new Vector3(1,1,1),l=new InstancedMesh(a.geometry,a.material,r);for(let n=0;n0||0===t.search(/^data\:image\/jpeg/)?"image/jpeg":t.search(/\.webp($|\?)/i)>0||0===t.search(/^data\:image\/webp/)?"image/webp":"image/png"}const _identityMatrix=new Matrix4;class GLTFParser{constructor(t={},e={}){this.json=t,this.extensions={},this.plugins={},this.options=e,this.cache=new GLTFRegistry,this.associations=new Map,this.primitiveCache={},this.nodeCache={},this.meshCache={refs:{},uses:{}},this.cameraCache={refs:{},uses:{}},this.lightCache={refs:{},uses:{}},this.sourceCache={},this.textureCache={},this.nodeNamesUsed={};let i=!1,r=-1,n=!1,a=-1;if("undefined"!=typeof navigator){const t=navigator.userAgent;i=!0===/^((?!chrome|android).)*safari/i.test(t);const e=t.match(/Version\/(\d+)/);r=i&&e?parseInt(e[1],10):-1,n=t.indexOf("Firefox")>-1,a=n?t.match(/Firefox\/([0-9]+)\./)[1]:-1}"undefined"==typeof createImageBitmap||i&&r<17||n&&a<98?this.textureLoader=new TextureLoader(this.options.manager):this.textureLoader=new ImageBitmapLoader(this.options.manager),this.textureLoader.setCrossOrigin(this.options.crossOrigin),this.textureLoader.setRequestHeader(this.options.requestHeader),this.fileLoader=new FileLoader(this.options.manager),this.fileLoader.setResponseType("arraybuffer"),"use-credentials"===this.options.crossOrigin&&this.fileLoader.setWithCredentials(!0)}setExtensions(t){this.extensions=t}setPlugins(t){this.plugins=t}parse(t,e){const i=this,r=this.json,n=this.extensions;this.cache.removeAll(),this.nodeCache={},this._invokeAll((function(t){return t._markDefs&&t._markDefs()})),Promise.all(this._invokeAll((function(t){return t.beforeRoot&&t.beforeRoot()}))).then((function(){return Promise.all([i.getDependencies("scene"),i.getDependencies("animation"),i.getDependencies("camera")])})).then((function(e){const a={scene:e[0][r.scene||0],scenes:e[0],animations:e[1],cameras:e[2],asset:r.asset,parser:i,userData:{}};return addUnknownExtensionsToUserData(n,a,r),assignExtrasToUserData(a,r),Promise.all(i._invokeAll((function(t){return t.afterRoot&&t.afterRoot(a)}))).then((function(){for(const t of a.scenes)t.updateMatrixWorld();t(a)}))})).catch(e)}_markDefs(){const t=this.json.nodes||[],e=this.json.skins||[],i=this.json.meshes||[];for(let r=0,n=e.length;r{const i=this.associations.get(t);null!=i&&this.associations.set(e,i);for(const[r,a]of t.children.entries())n(a,e.children[r])};return n(i,r),r.name+="_instance_"+t.uses[e]++,r}_invokeOne(t){const e=Object.values(this.plugins);e.push(this);for(let i=0;i=2&&p.setY(e,h[t*a+1]),a>=3&&p.setZ(e,h[t*a+2]),a>=4&&p.setW(e,h[t*a+3]),a>=5)throw new Error("THREE.GLTFLoader: Unsupported itemSize in sparse BufferAttribute.")}}return p}))}loadTexture(t){const e=this.json,i=this.options,r=e.textures[t].source,n=e.images[r];let a=this.textureLoader;if(n.uri){const t=i.manager.getHandler(n.uri);null!==t&&(a=t)}return this.loadTextureImage(t,r,a)}loadTextureImage(t,e,i){const r=this,n=this.json,a=n.textures[t],s=n.images[e],o=(s.uri||s.bufferView)+":"+a.sampler;if(this.textureCache[o])return this.textureCache[o];const l=this.loadImageSource(e,i).then((function(e){e.flipY=!1,e.name=a.name||s.name||"",""===e.name&&"string"==typeof s.uri&&!1===s.uri.startsWith("data:image/")&&(e.name=s.uri);const i=(n.samplers||{})[a.sampler]||{};return e.magFilter=WEBGL_FILTERS[i.magFilter]||LinearFilter,e.minFilter=WEBGL_FILTERS[i.minFilter]||LinearMipmapLinearFilter,e.wrapS=WEBGL_WRAPPINGS[i.wrapS]||RepeatWrapping,e.wrapT=WEBGL_WRAPPINGS[i.wrapT]||RepeatWrapping,r.associations.set(e,{textures:t}),e})).catch((function(){return null}));return this.textureCache[o]=l,l}loadImageSource(t,e){const i=this,r=this.json,n=this.options;if(void 0!==this.sourceCache[t])return this.sourceCache[t].then((t=>t.clone()));const a=r.images[t],s=self.URL||self.webkitURL;let o=a.uri||"",l=!1;if(void 0!==a.bufferView)o=i.getDependency("bufferView",a.bufferView).then((function(t){l=!0;const e=new Blob([t],{type:a.mimeType});return o=s.createObjectURL(e),o}));else if(void 0===a.uri)throw new Error("THREE.GLTFLoader: Image "+t+" is missing URI and bufferView");const c=Promise.resolve(o).then((function(t){return new Promise((function(i,r){let a=i;!0===e.isImageBitmapLoader&&(a=function(t){const e=new Texture(t);e.needsUpdate=!0,i(e)}),e.load(LoaderUtils.resolveURL(t,n.path),a,void 0,r)}))})).then((function(t){return!0===l&&s.revokeObjectURL(o),assignExtrasToUserData(t,a),t.userData.mimeType=a.mimeType||getImageURIMimeType(a.uri),t})).catch((function(t){throw console.error("THREE.GLTFLoader: Couldn't load texture",o),t}));return this.sourceCache[t]=c,c}assignTexture(t,e,i,r){const n=this;return this.getDependency("texture",i.index).then((function(a){if(!a)return null;if(void 0!==i.texCoord&&i.texCoord>0&&((a=a.clone()).channel=i.texCoord),n.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]){const t=void 0!==i.extensions?i.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM]:void 0;if(t){const e=n.associations.get(a);a=n.extensions[EXTENSIONS.KHR_TEXTURE_TRANSFORM].extendTexture(a,t),n.associations.set(a,e)}}return void 0!==r&&(a.colorSpace=r),t[e]=a,a}))}assignFinalMaterial(t){const e=t.geometry;let i=t.material;const r=void 0===e.attributes.tangent,n=void 0!==e.attributes.color,a=void 0===e.attributes.normal;if(t.isPoints){const t="PointsMaterial:"+i.uuid;let e=this.cache.get(t);e||(e=new PointsMaterial,Material.prototype.copy.call(e,i),e.color.copy(i.color),e.map=i.map,e.sizeAttenuation=!1,this.cache.add(t,e)),i=e}else if(t.isLine){const t="LineBasicMaterial:"+i.uuid;let e=this.cache.get(t);e||(e=new LineBasicMaterial,Material.prototype.copy.call(e,i),e.color.copy(i.color),e.map=i.map,this.cache.add(t,e)),i=e}if(r||n||a){let t="ClonedMaterial:"+i.uuid+":";r&&(t+="derivative-tangents:"),n&&(t+="vertex-colors:"),a&&(t+="flat-shading:");let e=this.cache.get(t);e||(e=i.clone(),n&&(e.vertexColors=!0),a&&(e.flatShading=!0),r&&(e.normalScale&&(e.normalScale.y*=-1),e.clearcoatNormalScale&&(e.clearcoatNormalScale.y*=-1)),this.cache.add(t,e),this.associations.set(e,this.associations.get(i))),i=e}t.material=i}getMaterialType(){return MeshStandardMaterial}loadMaterial(t){const e=this,i=this.json,r=this.extensions,n=i.materials[t];let a;const s={},o=[];if((n.extensions||{})[EXTENSIONS.KHR_MATERIALS_UNLIT]){const t=r[EXTENSIONS.KHR_MATERIALS_UNLIT];a=t.getMaterialType(),o.push(t.extendParams(s,n,e))}else{const i=n.pbrMetallicRoughness||{};if(s.color=new Color(1,1,1),s.opacity=1,Array.isArray(i.baseColorFactor)){const t=i.baseColorFactor;s.color.setRGB(t[0],t[1],t[2],LinearSRGBColorSpace),s.opacity=t[3]}void 0!==i.baseColorTexture&&o.push(e.assignTexture(s,"map",i.baseColorTexture,SRGBColorSpace)),s.metalness=void 0!==i.metallicFactor?i.metallicFactor:1,s.roughness=void 0!==i.roughnessFactor?i.roughnessFactor:1,void 0!==i.metallicRoughnessTexture&&(o.push(e.assignTexture(s,"metalnessMap",i.metallicRoughnessTexture)),o.push(e.assignTexture(s,"roughnessMap",i.metallicRoughnessTexture))),a=this._invokeOne((function(e){return e.getMaterialType&&e.getMaterialType(t)})),o.push(Promise.all(this._invokeAll((function(e){return e.extendMaterialParams&&e.extendMaterialParams(t,s)}))))}!0===n.doubleSided&&(s.side=DoubleSide);const l=n.alphaMode||ALPHA_MODES.OPAQUE;if(l===ALPHA_MODES.BLEND?(s.transparent=!0,s.depthWrite=!1):(s.transparent=!1,l===ALPHA_MODES.MASK&&(s.alphaTest=void 0!==n.alphaCutoff?n.alphaCutoff:.5)),void 0!==n.normalTexture&&a!==MeshBasicMaterial&&(o.push(e.assignTexture(s,"normalMap",n.normalTexture)),s.normalScale=new Vector2(1,1),void 0!==n.normalTexture.scale)){const t=n.normalTexture.scale;s.normalScale.set(t,t)}if(void 0!==n.occlusionTexture&&a!==MeshBasicMaterial&&(o.push(e.assignTexture(s,"aoMap",n.occlusionTexture)),void 0!==n.occlusionTexture.strength&&(s.aoMapIntensity=n.occlusionTexture.strength)),void 0!==n.emissiveFactor&&a!==MeshBasicMaterial){const t=n.emissiveFactor;s.emissive=(new Color).setRGB(t[0],t[1],t[2],LinearSRGBColorSpace)}return void 0!==n.emissiveTexture&&a!==MeshBasicMaterial&&o.push(e.assignTexture(s,"emissiveMap",n.emissiveTexture,SRGBColorSpace)),Promise.all(o).then((function(){const i=new a(s);return n.name&&(i.name=n.name),assignExtrasToUserData(i,n),e.associations.set(i,{materials:t}),n.extensions&&addUnknownExtensionsToUserData(r,i,n),i}))}createUniqueName(t){const e=PropertyBinding.sanitizeNodeName(t||"");return e in this.nodeNamesUsed?e+"_"+ ++this.nodeNamesUsed[e]:(this.nodeNamesUsed[e]=0,e)}loadGeometries(t){const e=this,i=this.extensions,r=this.primitiveCache;function n(t){return i[EXTENSIONS.KHR_DRACO_MESH_COMPRESSION].decodePrimitive(t,e).then((function(i){return addPrimitiveAttributes(i,t,e)}))}const a=[];for(let s=0,o=t.length;s0&&updateMorphTargets(u,n),u.name=e.createUniqueName(n.name||"mesh_"+t),assignExtrasToUserData(u,n),c.extensions&&addUnknownExtensionsToUserData(r,u,c),e.assignFinalMaterial(u),l.push(u)}for(let r=0,n=l.length;r1?new Group$1:1===e.length?e[0]:new Object3D,s!==e[0])for(let t=0,i=e.length;t{const e=new Map;for(const[i,n]of r.associations)(i instanceof Material||i instanceof Texture)&&e.set(i,n);return t.traverse((t=>{const i=r.associations.get(t);null!=i&&e.set(t,i)})),e})(n),n}))}_createAnimationTracks(t,e,i,r,n){const a=[],s=t.name?t.name:t.uuid,o=[];let l;switch(PATH_PROPERTIES[n.path]===PATH_PROPERTIES.weights?t.traverse((function(t){t.morphTargetInfluences&&o.push(t.name?t.name:t.uuid)})):o.push(s),PATH_PROPERTIES[n.path]){case PATH_PROPERTIES.weights:l=NumberKeyframeTrack;break;case PATH_PROPERTIES.rotation:l=QuaternionKeyframeTrack;break;case PATH_PROPERTIES.position:case PATH_PROPERTIES.scale:l=VectorKeyframeTrack;break;default:if(1===i.itemSize)l=NumberKeyframeTrack;else l=VectorKeyframeTrack}const c=void 0!==r.interpolation?INTERPOLATION[r.interpolation]:InterpolateLinear,h=this._getArrayFromAccessor(i);for(let u=0,d=o.length;u{document.body.removeChild(messageDiv)}),e))}const log=new class{constructor(){__publicField(this,"div",document.createElement("div")),__publicField(this,"obj",{}),this.div.style.position="fixed",this.div.style.bottom="0",this.div.style.left="0",this.div.style.maxWidth="100vw",this.div.style.whiteSpace="pre-wrap",this.div.style.color="#ffffff",this.div.style.pointerEvents="none",this.div.style.backgroundColor="rgba(0,0,0,0.5)",this.div.style.zIndex="99999",setTimeout((()=>{document.body.appendChild(this.div)}),3e3)}show(t,e){debug&&(this.obj[t]=e,this.update())}showlogs(t){debug&&(Object.assign(this.obj,t),this.update())}update(){if(!debug)return;let t="";for(const e in this.obj)t+=`${e}: ${this.obj[e]}, `;this.div.innerHTML=`${t}`}};function setSize(t,e,i){if(e&&(t._scale=e*("_text"in t.material.map||isPc?1:devicePixelRatio)),!t.material||!t.material.map.image)return;const{height:r,width:n}=t.material.map.image;let a=r/i;isNaN(a)&&(a=1),t.scale.set(a,a,1).setX(t.scale.x*n/r).multiplyScalar(t._scale||1)}class Collision{constructor(){__publicField(this,"rects"),this.rects=[]}clear(){this.rects.length=0}push(t){if(0===this.rects.length)return this.rects.push(t),!1;for(var e in this.rects){var i=this.rects[e];if(this.collision(i,t))return!0}return this.rects.push(t),!1}collision(t,e){return t.xe.x&&t.ye.y}}function convert3dTo2d(t,e,i){let r=(new Vector3).copy(t).project(e);const{clientWidth:n,clientHeight:a}=i;let s=(r.x+1)/2*n,o=(1-(r.y+1)/2)*a,l=s<=i.clientWidth&&s>=0&&o<=i.clientHeight&&o>=0;return{pos:new Vector2(s,o),vector:r,trueSide:r.z<1,inSight:l}}function createShortId(){return(Math.random()+(new Date).getTime()).toString(36).replace(".","")}function reactiveEvent(t,e){let i={};for(const r in t)Object.defineProperty(i,r,{get:()=>t[r],set(i){i!==t[r]&&(t[r]=i,e(r,i))}});return i}function getPromise(){const t={status:"pending"};return t.promise=new Promise((e=>{t.resolve=(...i)=>{t.status="fulfilled",e(...i)}})),t}function getURLQuery(t=location.href){const e={},i=/([^?&=]+)=([^?&=]+)/g;let r=i.exec(t);for(;r;)e[r[1]]=r[2],r=i.exec(t);return e}function fps(t,e){let i,r,n=Date.now(),a=1e3/(debug?100:e);return()=>{i=Date.now(),r=i-n,r>a&&(n=i-r%a,t())}}function getLineLength(t,e){let i="x"in t,r=i?t.x:t[0],n=i?t.y:t[1],a="x"in e,s=a?e.x:e[0],o=a?e.y:e[1];return Math.sqrt((s-r)**2+(o-n)**2)}const ua=function(){const t=navigator.userAgent.toLowerCase();let e=!!t.match(/\(i[^;]+;( u;)? cpu.+mac os x/),i=t.includes("android")||t.includes("linux"),r=t.includes("iphone"),n=t.includes("ipad"),a=t.includes("micromessenger"),s=!(a||n||e||r||i);return{ie:t.includes("trident"),mobile:!s,ios:e,android:i,iphone:r,ipad:n,wx:a,pc:s}}(),isPc=!ua.mobile&&!ua.ipad;function getXY(t){return"clientX"in t?{x:t.clientX,y:t.clientY}:t.touches&&t.touches[0]?{x:t.touches[0].clientX,y:t.touches[0].clientY}:t.changedTouches&&t.changedTouches[0]?{x:t.changedTouches[0].clientX,y:t.changedTouches[0].clientY}:t}function getLineAngle(t,e,i){let r=(new Vector2).copy(t),n=(new Vector2).copy(e),a=(new Vector2).copy(i),s=r.sub(n),o=a.sub(n),l=s.angleTo(o),c=s.cross(o);return{deg:l*RAD2DEG$1,cross:c,rad:l}}const isPointInScreen=function(){const t=new Frustum,e=new Matrix4,i=new Vector3;return function(r,n){const a=e.multiplyMatrices(r.projectionMatrix,r.matrixWorldInverse);return t.setFromProjectionMatrix(a),t.containsPoint(i.copy(n))}}();function pointInPolygon(t,e){const i=t.x,r=t.y;let n=!1;for(let a=0,s=e.length-1;ar!=c>r&&i<(l-t)*(r-o)/(c-o)+t&&(n=!n)}return n}const onEnevtList=new Set;EventDispatcher.prototype.on=function(t,e){if("function"==typeof e){if(this.addEventListener(t,e),!onEnevtList.has(this)&&this instanceof Object3D){onEnevtList.add(this);const t=()=>{onEnevtList.delete(this),this.removeEventListener("dispose",t)};this.addEventListener("dispose",t)}return this}},EventDispatcher.prototype.off=function(t,e){return this.removeEventListener(t,e),this},EventDispatcher.prototype.emit=function(t,...e){if(void 0===this._listeners||!this._listeners[t])return;const i=(this._listeners[t]||[]).slice(0);for(let r=0;r{t.traverse((t=>{(t._click||t.visible)&&!t._noClick&&r.push(t)}))})):i.traverse((t=>{(t._click||t.visible)&&!t._noClick&&r.push(t)})),this.intersectionList=this.raycaster.intersectObjects(r,!1).sort(((t,e)=>e.object.renderOrder-t.object.renderOrder));let n=this.map;this.intersectionList.map((t=>{Object.defineProperty(t,"lnglat",{get(){return n.coordsToLngLatWorld(this.point)}})}))}initListener(){let t;this.canvas.addEventListener("pointerdown",(e=>{this.handleIntersect(e),t=getXY(e),this.handleEvent(e,"pointerdown")})),this.canvas.addEventListener("pointerup",(e=>{let i=getXY(e);Math.abs(i.x-t.x)<=3&&Math.abs(i.y-t.y)<=3&&(this.handleIntersect(e),this.handleEvent(e,"click"),this.emit("click",e),0===e.button?(this.handleEvent(e,"leftclick"),this.emit("leftclick",e)):2===e.button&&(this.handleEvent(e,"rightclick"),this.emit("rightclick",e))),this.handleEvent(e,"pointerup")}));let e,i=Date.now();ua.pc&&this.canvas.addEventListener("pointermove",(t=>{e&&clearTimeout(e);const r=()=>{this.handleIntersect(t),this.emit("pointermove",t),this.handleEvent(t,"pointermove"),this.handEnterOut(t);const e=this.intersectionList[0];this.canvas.style.cursor=e&&e.object.cursor||"default"};Date.now()-i>60&&(r(),i=Date.now()),e=setTimeout((()=>{r(),i=Date.now()}),60)}))}handEnterOut(t){this.intersectionList.map((e=>{this.enterList[e.object.uuid]||(e.object.emit("pointerenter",{event:t,...e}),this.enterList[e.object.uuid]=e.object)}));for(const e in this.enterList){const i=this.enterList[e];this.intersectionList.find((t=>t.object.uuid===e))||(delete this.enterList[e],i.emit("pointerout",{event:t,object:i}))}}hasEvent(t,e){return t._listeners&&t._listeners[e]&&t._listeners[e].length}handleEvent(t,e){let i={},r=(n,a)=>{if(!n)return;this.hasEvent(n,e)&&!i[n.id]&&(i[n.id]=1,a.event=t,n.emit(e,a)),r(n.parent,a)},n=!1;this.intersectionList.map((i=>{!n&&this.hasEvent(i.object,e)&&(i.event=t,i.object.emit(e,i),n=!0),r(i.object.parent,i)}))}intersectObjectsByLine(t,e,i=[]){return this.raycaster.set(t,e),this.raycaster.intersectObjects(i,!0)}intersectObjectsBy2D(t,e=[]){return this.raycaster.setFromCamera(screenPosTo3dPos(t,this.canvas),this.camera),this.raycaster.intersectObjects(e,!0)}}function screenPosTo3dPos(t,e){const{x:i,y:r}=getXY(t),n=e.getBoundingClientRect(),a=(i-n.left)*e.clientWidth/n.width,s=(r-n.top)*e.clientHeight/n.height,o=new Vector2;return o.x=a/e.clientWidth*2-1,o.y=s/e.clientHeight*-2+1,o}const door="data:image/png;base64,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",ic_elevator="data:image/png;base64,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",ic_entrance="data:image/png;base64,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",ic_escalator="data:image/png;base64,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",ic_stairs="data:image/png;base64,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",ic_toilet="data:image/png;base64,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",park="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZIAAAHyCAMAAAD2qLiSAAADI2lUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDggNzkuMTY0MDM2LCAyMDE5LzA4LzEzLTAxOjA2OjU3ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgMjEuMCAoV2luZG93cykiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6REEzNzA1MjRFMjIwMTFFQzk5MkY4MzFFNTc1NjU3NEIiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6REEzNzA1MjVFMjIwMTFFQzk5MkY4MzFFNTc1NjU3NEIiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDpEQTM3MDUyMkUyMjAxMUVDOTkyRjgzMUU1NzU2NTc0QiIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDpEQTM3MDUyM0UyMjAxMUVDOTkyRjgzMUU1NzU2NTc0QiIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PiwRsYYAAAAZdEVYdFNvZnR3YXJlAEFkb2JlIEltYWdlUmVhZHlxyWU8AAAAPFBMVEUAAAACAAAAAAAFBAQIBgYCAAACAABHcEwAAAABAAAAAAD48e/m5eXQz8+Xlpb///8td//B1/8+gv96qf+3832MAAAAD3RSTlMRWIxkICtMAAY7cvjGmnvCmXGlAAAgAElEQVR42uydja6kNgyFXSncAfG3wPu/a5mBQBzCEMAJNkP2Sm23aqXy9fjYjpPA61nMFjyf4EHyrFsiSb1/PUgioXj/6Z4lig0IY4E/9FcKw8/wS//mg4SOxssPxDedjP8ke8WAJBp4wcYvqVyAMw43jemjv3/GP+Cf4ffX2HDHAoLEARaNraXJgIPMyIUjFpChjunT6qWqqizLol95v+ppvf/q/bv936yUsthYXJhiAX483NrQPKo3CIPB95W/4VRqJgMWlymKPUi8cUyfUlU9i/rg6skMYMZ/IeIyYGEjFuDDA6e3YPBQvTLy+vTKe8UomPMCplSABxDLPlCgoqCBuFTIX3DBw4AK8AtYkzrSHkcdZA1YxtTN0srlUIAXDzNYBcIxY1GwDGEMpAKcDGSq/aoyryOsHMUwKzX+QSSWgcz6qIooPLRYKqdWLuzsAwuBzBV56HDlDmHavMDqJP8QEqtA1wErrj5QGlYtoFzmKnCNQl5LHqq8iIf2FWVTuSgBAwYWclXAcgawpVRiQ4HrLeRygRhrIZULlALXWYju61ZFzWgtXSW2UuBChXz+09kIxHCVa5UClyhk6mHxA+KEElUpEFMjixyrZrtsUxmUciMkOOvVTaya9XI4fRyhQByBvJZJVs1+lXrTK25FD5eYiAQgJpQ5fEWAAleYCE9Td0OxdRLeUiCeiUyFuhwg7pQ4sFAgtEBeGEhaiQKC2/dxoIRWiZ1mFbXAVSwy4vQVDgpEMRHdPClroau0JsBCCgUiuMi0HZLXYldeARrMCygUCKaQl12rF7Xo1UcvNMQaTCgQ3EVE5llfo1dgoUBYF9GJr3SJGDZvlClhhAJBXWSSSH2T9REKvEwm5FAgBJDXHSUyCyW1bZ43kvSWLuJqsUCo4AWhJKKBQFHfbBWw7HvxVgkOWlVe327llX1IhdRQIFimlcKdfN0OXsO4bJDMC8LYyHigsKhvuiyXJ828gBCIFok+6XzHoLUIXvRXggC9jdyuGPlWogSgAuQ2ojOtmxP5MEmtUp4REtxkTG9tI8v+ijlYxAQJtpGP693ZRpChWJkXBRMgtxG4aTXiXMsB4vNQgNJH4DeMfW27kag8AZqw9VvG7ki8gO6GPCAwdmQjN2xqbbe8jMzrvJ8QqORXKvYviddngmXeAj4HBYh8ZEp+8/rnVq7QnNfZAgWIMq0fJvJholIym4ezRoLn4X+SyKATst4KUGnkp8oRd4FCRAUIkt87b1cd6wyfSruAJtf6dSLLccjjOoGzqdbkI79NhFAncFok8PM+YunkrEzgpEaGnpv62VxrkXfNhfxRocA5jegbHh4icy4M8DrVF4ZTIhn2bx6NWDqZa8ZYKjGPjjwacdeMcNxP4BAQ1NdSUDws5r6wMi3+iJ8cU8nNR0xP9uoVPhoUHElq7Y+o39qx2l7Wntb+mzvhZEHyEHEwUdZJ+aAqWeyPQPUwcLcgD9fxcFwjH2d/inYnE4Wp7IICB6v2AciT/n4v4w/tMsKxoh1+daPdPxVWs8fvi11wSCPib3uIk3alh8p4OCASeJItv7TLGFvZAQUOFyRPsuVn8btDFxwvSB5r9+l2GWkXNRIj2frNqcYjnRV7kCglVgma1xJzPeO1Fq9SM3aRqmTWyEtv7D7f3M9O0JEgYns3bp97jMTTTlBxklKqBBuJeozE007eTKZzWr52AvsqknHO9Alb/g1IZR7RIlXJbCQ9+idseS5lNSBTEiTGpYD6SdCntbUrdKHxCKLAlaIRoaeRsicT1ioB75wL/InoiuRAtvWv/deS/XxW13VN0/CPnzrrmma7tqmAD5GXaSRHwtY/4tXqP3bssbzvK1BzY4UscJn3YR8p29t/4VaPhX3oUrBjsgu8w1YKcHgjMSSSHgprKrnaaSfgm21pKzmUbYVFwhxKsdNOwE8kMG62HywSQyN5L75QKgXGmd/TgSvFu+0Hi8QYSHqtNIxDl/LuP24FrpclkmMlSRwkbJVSKnuL8ZRKLJHUrJH06RfPvorSk8IeUMBvu3209qOdlGhIeqNvWDq8AmNU+EzgMkdS3qCPNoDjIWHqKBXqdX2HAn4iGaLW4QZwTCS9o+QsZaI8ixPYFok+taCOb7fHRcJRKOVoJx4yAc8EWMGZXZLISBgyyf1lAt4t+RMiiY6EIZNyZLJdw4NH2DotkvhIGGbDSumd+IOBy56kOyWSC5D8+9dwdBOfrAs8RaKOVomXIWEXu5Qyi/h1mcC2t58XySVI2DEZZKI2ryKCGCK5CEmbs5OJEbt22jutk1yEpK8ZmSZd390EYojkKiTcmChl9lV22jueNz0rksuQMLOTUkeurwfmYLPfqE405a9Gwo3JKJPvJTx4tRvPHia5DAmz0DXIRH0/VwobTpKqUy3gy5Hwkkmu5tC1097NnSsCkVyI5F/LTybKPH7tiSRFO1fnRfINSbNrdV27Ey+vZlc+qWT9/kf4Ot44Ejl9mqSlbEU1+7DwKhirMXQNMvHOuFJ8mlqdP7tAimSgIlQmxdTpWj0tt66SWSSq5obkDUWoTJTudOmC0QfJQiQlQyQ9lFakTMo5cq2YCWyLJMlZIqnrTmLSlSc4dKU7VDLlWwRHRcMgqRuJu1mV1Q/ezLh05a6Pt1OYezAkvkzYGbwyGsKL44vwNQWmMfdwSDyZ8CrhFep0LWUCX8LW4CQlZySeTFghGfvBai7g000vMW73JzH3kEj8PJ6fwc+drq2Ma2klJPdABETixaRlaPCfTXhXowtW49bQAqa5dSAkEq+eJiskRYIM3i5NYL0o+RAhiVthkTTScq6hNDG2TbYCFzJ3mrgVFolP6OLVoq+sPHjD3tGZK5UUApDkrcDIBbObWJEL1kazB5EktQAkPjLhtQef2P3gVZWkC5FUIpB4dCB57cFXCdrwxVBg7UTJWyUJ1S1PgZHU0pAUCRrp+ppxoaY8Vb4VHkknzN+tahEbPKzmW2R1YgQkjbB9rCFyqengNTJ4+JpvlVKQtML8vUxwFryhEj2YrRKquBUcybaZMBt7zJPEPG6C2sHgzreGJrCqpSDphKmkVsnq3iKsXWFDGbceJGuRS6XLPhc4861BJEnxIAmXBmMmaeoOXNZOCZmVhEfSSEMymIlyncmClQMMhKX7o5L1Al45CnhY5Fu6JknorORB4jKTRA90AayoxLgxkNpKHiQrZjI8LGeVJrA6mZIktRwkrTgktaES3Hi0VDLvuSeEVsKhemd3IVSVTE0V2FaJoq1KOPS4+CGZzMROucA293SKW4UcJNI6wUZlMkNxZVzmAyWUVcmzX/K9MrGOwTtUMhJRtRgkHnGL4c2oKrH3e50qMfKtSg4ScXvvhr9PQ/QLlZh9eepCMTQSn0EuhkjKSSX4gVJYvD/2qd0TUncPjMRjZqhl+MpJ7++JazgYbCvR3RRKdw+LxGcomOMl23liy8SlknnulNTdgyLxOs7A8i569VUlSyuphCDxOkXK882Gak65UqMyAWeDK6F195BIvM718nwcoPxELrS1iLzEqkpI3T0gEr9TvTyR2P6OVTLdYzO5uwwkfkSYvjVTWP7+WgYuMFSS5RKQeJ585ymSus70BjzqPYI1mzKppBaAxPcuAq6vZE0qQRemgTsFpk24wiBpRN4OYaVck0zmlAvsHHhMuNgj2XGvTccdiZrOwLtUohOukjeSfM/tT2yfjB2zYGvocVYJmO2UrOCMZM91XIxFUheZPRpsJsGWSvgiaXZeWsf2tUUDCZ6gB3POMdV7JcQ58Dck72fC/Vf7fl5c8N2OVvjNkgSdgTeS4IWVZHUsJMFvQOX8+Hg2tlTAbAaDs+mYJbdBwvrl8STBm70ulWh3r+6CpONMpK4ye4DeVAmgwHUXJG0jAYlC++9gvYwxWsldkPAmMqkETakAPliihto9K2+BpOUdtvpacfb3OXLB8rj7fZBwJ6KRKDTyCK6DvNSV4kVIWOe/U624SLnAXZbcAQlzazeQmA/JmSoxAld2ByQCiPRIsmX57lTJLZAIIDIhGadUsEpQH5i6xfW80bva5JpUMh9ZhMWe4puIfCQSNDL3HddUkhqBSzoSGUQGleDBId1QuZlKWiFEJiTzxGOvDzCLd50DU/fmIyMRQ6SukUrGyAWzlaRzpSgaSZfXcpDo6l2h6n0uS/TREskqESQRQyVmYeJSSSZYJZ0oIhoJmCkXuOaBxapElkQ+gcvaxLJVMuXAMpHIKA8tlSzLdzBuGJpaXCJV0nZNLRBJgu9SQSoxK0V5SFpJeZYjcK2pRE0qkVUqihTIWCpmqxmXcXfKWyWCkLSdVCCfHtdXlcwDwXJU0utDLI9JJdOBRcAqwV4iAMlbHZJx4LbjRsYVs+34Hglu9v58Vl7LX5OXTHc8ppaXqAu8pKl/eOVWXQKox4VVUjxIYqziY++4FbzmJQ+SSEgWKsFeom6nkuZzImX36u0qj4zEGNQ2vCQ1vKS8A5LPCdMDROI1MEsr41p4yVSX3AJJ3vHvKpfZ3ORKnV6i90uSGyBpztZCbQQmDpXMXvLCKqmkI2koqtPgzf7KqEtgVSXJRyXikdD0C5poSNbqEnUblXQ0PZvQs/fVoi5xdYIHL8lkI8GXC+46xh01dGWmSvSDfisqiXfuvQksknZniZGjy1nCWvy765gtLnhEu4pzc142EuNp6yObjV0smeTZ1t67moeGeN+h4h+3urNxL+jFUUX2fUIFq0Q0kvbsB+3iRK5iUyXzuTjq8j0ukub89+yiRK6hUpwPmCznuIyN3qwSjKQ7/zmbKDKpjH6Kck47mntYkpG057/mXPyHnNczkCi3Sozy/e9PLpKG4pB1lMj1NwUu6zBDqt/3UdPlENSFSVQkHcXH7GL0qjOsknRRvSOVZIVUJHNR0lFILaBMiuxvVAl6Ecvykrl8L6UiaUiM2egkB2t0FYZKjHttwLhKG6lELJKW5lNGiFxl9pcsW1z4DhVjwySrhCJpWpqA04WPXFXm2i5BKjEPmGT/CUVClSo14XuP/2WurXd8h4oyI1cuE0lL9CFNMwkjk/wdt5YtLnQ7hHmkl7bLFQ9JQ+bKXejeY5Fl2bfbIayMi9jf4yGhK/G60Js6o7vbLS5TJfiESVZJRGLslDRkegtk8FXmbHHZ93Hp8r1XyZ9EJITtQnPGJUhp8jerBD3Ua3mJoZIsF4iEsjXVho1c+R/eLUF3O873BBuFyd9fIQ+J8X92R4g3SOT6tFMcZQm+TTs1DpCStlRiISEtuZuw3dEyc8ynvPCd86gw6WVSSUZCEP3RwCS9TD6bJdnWywxGYfL29//Zu9Y25XEdlm4vpFB6XuD//9cDJRfLTqFN0g6F8ux+3JnZ0ciSbCc5bQ2SS15Bhu2hBaSkCcYSxhI6fc/Zn18Jkhse9U39XJesXF3TkgEWCe/4yg+sBbfNeWuQsG9zTfsH367JXbnODfSBlToEX/mBiUmTUUzWgSTPIvBKbYa+hT6wjyXsxThYUskoJqtAcln2WpC8/WAhJXZawl4fpWLy0PduS5Bclr4755pbSurgU1icJdALzicma0Cy/G1Gt8xSQlnin8ISLFHuesf7f1JsCJLbv+U/GUtXQVji7wgeeaPXDxabbGKyPCSXNW5hu2WWklCHS7z3Tq6dv/832SrXCpBs65LucxMyXPK9d1zVrjP2VJaH5LYtSHrama/85eZasgSmWE22yvUtkNyy1a3Gz6/ctOQQYAlfr8tmg5eHhAf36/B6bNp1XzfxOnMuSDrqt7DDhSxR7BrUJlvlWhkSe9fjJZo75oQj63Ndr/nqVisvhuAs4degZvVci0MCvzqSsyMx8bdFIqqZEvyjbqGUEJJ4EyyuG6oHMek2CMklVWOuYz97Jkg6KiUKsztnCbstOJvnWhUSKPina6qxWmC42MsG1xhLAmKSp3KtCcktObDcxs3cJVfdav3dp9gHpiwJHSK9Q3LeBiTjruiamj6yL3Sdm2AqMSQhJljk92eA77cGySU5sfA/6mtmSMBv8VQiWCKTSZbKtSlIri9i6C1T3SL7QtxwMZZwMXl4rvMWILktCAllyTVT3WrpZfMYSyhLRpJJuXGWZNWSHJCUICUDSw6EJNRxiVffn2KSI5r8obxf/qVCknl3qGsguleuCxzQEismWikQk35bkLCvGJEVcQcMGwM5xJ1KCZuVsKiIzyv6AJ9B4NdN78lzlNtoek+H5C7uLLpDKGEsCR4zyRJN1oXklhje4SvcMreCh1Dil+pEKkETLG3wM8CXG4PEt6Kix7+273jJfrFgSf0WmV6FtYQcMwHPlS7wi0PC2XAdXtVImJdcHxusCwxMOiSJctcDh1ii6YXB4LmK/uMhCXyHK9sg/YyxYs/9FnaBBUtwNdh7rmSafMugN/mn7ZqnuotRyYi8U88FQ5NkH7xD4kmCfku/Y8lBywd/HqAUp0+HZJ2lodQR1qmQfkuj3+Lyjm9ae89VnD8eklXenE2VknPz1m8xE8yO9hLPVXw6JP/bBCRF8dZvCXm3niszTVaAZI3KlXrajpEEWDKqJcJzWZqUnw7JGjTJTBLqt16zRNGzP7YdnEaTVc6XbIIkuOUY8FuSJWOzxTSarHIK6/bhduvRSxFbjvaE4gsTLGaLWWiyzlnFZV1X8uPM52IgSQ1Dd0kSboL5Olcmmqx17j3wfaJO816X2NAuDEncEQbKklfyLipXDpr8wYUdttjEfW75D48akgziXtPTcAesW1JLRtvBRUKE/ztIsnmF1J/zVBSOJOQKLumBA/IuaWIxOW8Pkn+5ILlecpGkFUdGsW5JeQ8n+KFyxdNkZ8mJKAlZzlZCSUZZAgne0aTfWRLdApYkIcn9deEKJvjHvQQPTLqdJZFzEkEStyzESRKSd7rPhXExmiY/zxJOkud7JYo3gUdMME3wjCZFLE1+nSWCJHi30DuWiEYXoUlsXvx1lpRIkvHkPqYlT/RgFdXGxUgj/OMsOYftlg564LC80zdmmJrEGeHfZsmQEi1JfCgZIUlQ3ilN6MMAAyT9J0NyWY4lCY35PqgkYyQZKVyOJhXbi4hU+H9/BUlss1Cs6iUsA3eCJPJMyfvC5TyX5jRpijLi7+U6/lnq6ubEhjrbc0z4MU/lS5JMg8Q1uvjDvdGl67ENOvJP5jvnAe6UL37L9YX6gtktRpJphQujCadJkff93i//mLI1nSSjWkIVnmWTqNL1s5/yDUmmFi6RTcB0Ff3+m55ZtmaQZFxLyBCeZpN2L11xZYu2gF8pyQuWBLNJa3iyl67Jbqto8PjC2PbWW0g0ZhMFs6xmL12zypa46SmwCDyJJY4m9L0GW7n20jWxbM0nybgJDs1NCE320jWpt1U0/PSCfm23XrPE0sSOF8EI76VrlttyBvg9SV6Y4CBN/AZRuWPyHpHCLwG7d0qokszVEqSJKF27nEwTEn7I/R1JXplgXOmiNzrvcjLN/zJth5fhYiDxNBHXD+0h/j0iwbLl1ulekOS1vNPjpIperLLLyVQh8Z0U8gKD4YiOYonb6dKBYVZRnvffffhzLmBKQkmixIGSWZBgW0W4rqLcJT4s7V5Ialimeyskb9I7KjwMfa3r2iX+pbSTssU6wJFaQseLmr+jsWMy/iGIsObWBJK8LVyiI8zlZJf4oLTz3haLJPqQwhK+1IWua8dEImJIQhrA9s5sNYEkE1jyiia77QqYLZoR21m5faLjsm82mB1hOs0y6WS3XUGzRf0v26XTKYWL04S4LjeJ3zEJIMIaKeINsjR5D7YfnRPeeYKIlNhtJFOSKW5rWuGii3bkZFZN5GS3wjSQ0CGJQYQ64INOZgkelYOecOOs8I7JExFStsBtuUNw70kyqXBp6bqMnAw02THhiLQytk8nyVSWHGiX3kt8463wjskTkcJfqEkTyXSSTIQE9lVIYHRrwo/I+OOYnHxENHfKWyHR8hLzZEhoOFGKXYBubdfxtzF5IuJSO2ZE77Z0rsI1mk7qlvDkl2vXvWoFUjuWrSlCMh0SHegJA0/uiPwyJgQREBLaSJlWtuawxA3i0XYRnpQ/i4lX9gAiWr9ayk6RdzeI13Kxq/3t2oUcqdFtTe02zjbBMsQr3BO2PPnB3kpH3W/D938V6TbmLlwWk4NSii/bEY3vfhARMFs1bKTMFJIZkGhyHt4dBQrFk5/DBDgCV/yTjZSpbmuuvMNiFx47IROt8vhTM61zOS7tOoIj8wqXlxPGE4gnd1B+aPbbl77VGLC/h9kcmQsJS/Eynhie/EqQP/UlNrbYZmMMSeYVLrhfRQdjvPFdv2GGH+a3DHgtO0aMQmQuS1zpOrziyY+IfEcQAa+lxIxkTuWaC0nQdgV58vUify7DXgt7jTOFJI4l1HaxGE95cvxykQcZIddk+zyiYspWHEuQJ25Bgm5IfL2gWBmRiGBon49IDCTkiIN6jcmx+3YZMTpCGlsKbmV+fZIkkwkmd6QGYjz2IL82ofQEkTagI3rujCQDS4AnFVtM/fbiNRQtqFosj6j4qhUJSWB6AvdHACTf57zOJVotkUdgj06vBAnliRb5BBrD3xbln4GdcoTnkTSORDouShNyaM7ypPYBZcDkm2Jjd//f4XEko44kFC6/b6f4id8WA8pXEWWgCLValCM5dCRJS3w84XrCplrlICndd1DkwRFJkZCOxHIkBRLOEzijJYzXFxDFq0gTiuy8ixJLkmh5N2tiYT0hx7Q8JlsnylNFZFcrqCPxgCSx5DCuJ+bQL6r8ponSeRVxMjKuI7Zs6T8oXEE9IcbLJnkDynmjoJzO9x+eANK2fKexysWRRJZIPQkLytarl3G+4LRI0RI6Ei/tWQoX8qQiguKTvHPDD5nvNlizHCLNqIzk4kgySzhP7KFfw5PhoBZElM1Jyqn3sk4nukJG3AxRHw5JqKQXLjI/oXpiQWl48dqUpDxERMo6FC0cjyQDkoklvnhRO1wHIsq2QDGqTinSYD50MkKqVmLdSocE3r92Eq+YoAhJ2QAoEhBLEegz0qvo0vHIAwkePtHMDVOiFBSU8rNBsYAULyhiAYlc2FoQEt4Y1i7JC6I8ITE6/8GgOIa8oMjgZLR/IPGp7PpDICEHsb0b9oJCpyhQvT7UfT1cVhgQ9L6wrjXnCMkaWnIYrV1jimJR+byc0vVHYrNeUUSRTWxztOBjCpcmAYXcmUqdFwfFYPJxoDwAeX54WjeAWBnhgOhcEpBPS/DCguedqRhRhtpFmOLK18eIyhBDSMmyaV1YX2UfPj6oXHEkPyS2YY/t+hBRBCiDqHQfVLFQRNrGi4gPI5Vm5vfzWAJmmI61FBCl5UT5FKoQglCGWFmvA+kwaxpZBhImKGLLyxLFggKa8qeoUDwMQQoJCA0jT4aojN53KUhod8U1V4ii8OpFLLEpYOujcjr3RwuHS4akwwiAKBdGdL6u1uIsOaAdrnAG7IpXSzApCFXWRWXA41haTS/R98q4TsKIyi8ji7EEi5dWlSRK3WD58kwxFWwVte/OwzcrS5CQAkSdy7q7XVYtICPLQCIUBayXS/PGEVOld82vJyp9tyhZTp2L6BQQJEgdnB2SonXIKyNLQaLpXMuUL0+UqkbzFQDFlbClYHnCMQBylHiQisXnIhUc5sku7AuyRKi8lkzx5svUL3TFT74MsOSVlrt4WDiCFatheJCwXqGILFG0Fixc5OgvHTciU+xZuhaVHjAZfn13xc9Bl1M3aPnx6XdR0J3rbWGSywCB6eEiFFmWJXAwyN6eqqQjftYJoApUsDsq/x3/y3B4qL9/nQEPbnltxbIlqx4FhMi6Xug3txgkrHh5UCRT6lD98rbYFLD0Q3adI0gQDmKysGT59gnJIrnDyCqQQM9L+TTvFovILKVtSH4Mw5J+QLinBJGANAwR85cTcr6LGK1VWHI4sOrFJikWFCH1hRMW18Ivk2nSEU0vmKC3fn+RMcS1s5jzXQ6RZSFhYxR3o4RimmJAqZErzIEdyzRIyuO4wWqCgLisDgxZliLrsASql7uukzGldUyRWm95knTq8RwkiKFmbeBoKR6o6stmkRUhEdXL9yI9UygqdduAA4N2yymdJCGDhZpeE4I4VV+qn/UnkGjW9TJM0ZW0X96AEVQK0sI/p5IEMnrrjuPyguVyOsuGev69Ah/KEj6Y16YaVNR+WVRICRMDyGM0TU5sVEi6WAQQui5XSUAWlvV1IdF8W4L6YdNlcUHFgUIMmCld0Ua4L9nuu7NYLKc7TLTFQ60LyGosYUyBQC/rF+9KFqmXsnTiPgcYToGEWA3hG0F6HUDWg0Tzxpf5M3SRfrgbh4pK3bJrDYp4mvTsZDTHg0iIv5WGZvVVRGR9lvDxFpgvYoqrYH40l3x10STBk7gtKIhfX3Q5BI7w6PUAWRmSA70dEjcjA6B4pjxAsVY4ygDjRU2UIRXEEFux1F8x5A9YghesOe9lRcWhIpjiLig8RxpgeBLJtrG8pvt2L2yf6JUZ8gcsMfvDEFIUuC+F1YsdeIzJiyd2lS9v9dpqRVUElWTd39HaLIH1O9chBvOlBFHok1vzFb7H+67rlnFEkShiuqMUjmlP82ybJZrtRFKeqABP6HMcEW0VQZJA58QLuxmtw27pCn2tv4JEw1CLAEKW8OiGEY4e/VXdsSShVquS7V7XhZdtFP118g5IYFgke6rPU0IUEXvNxECSNi4vPq4RKIi2+3ZWzUhSUZaIYLKerqilWWHwOGiteUcF/ZZBpZJqwm60n2eES7iE3Il75QfrzmxVwBI8g2j/PUx5i/pDIdEYQSRBnK4TlgTqlqeJQ2QOTbrjmJRUdNmh8t/fm0DNjr15eBatZmpZPHjNchaTLnf58Ykyf7WkcJETwbb9OGe+yO/9s33fyq0wDt/O0lSRFrByHp3jYrm/oaUhyw8h5poJCONHFRo3srtYnofmJ6fEYylSiev81rRwQVb8P3XXoh03rsNkWzlJr8gAABYHSURBVPLISpr//9y9jS0JACnbk5nu9qY93XPSNtkOBgQfIN32EHdpaZVKEFz+XzzB2car0KrCrOzo04lGEJ8lkAaXu4OTj90CwVJSc2Bsx2Pk4vlVY4wTxCpX/m5IUM61k5UJDQgUWiQyIuahdOV2IvxVgCW8Jt3FBMrFGBiVzpVHC2FuEPtbF+Me2Ut34U0meMT+S4/pFZAm73p7eLdwf97TdiBJE3edkURMvSL/rzFZHgPFf29+HN4r6YPqAyOAvAkrJvSROiDbZk/Zl5tGOyBJrRTJ9oCgBAAFg2mAfj1IiyZhbyRKeB8gQ3oAP0Q5NFoRRWJKqiVdTObPeyQ5MOG+PHTmhSpWWHoWhqlidrPjv4kl+UGlYA6CRxYFqW9IxSNVLHrQUi2Z6u7JnQS4SMK17oP9lBgTG8KAL/sT27mUfLRWWA5vRyW8nyEkHu05ZoFaFzEaQJIDiN14qCwp86/rBLg0LWkZ15oElSFbsGBpDs1esrR/IPgl3gNKeIOgd4ZQ44pXGLpvHhJdGCMe6hHxpdq6sZ7vQP+GpFwmwMfqAnTmu09IQDm+veISGizEGvAJm13S//YCqumZ+MlVjhSrjHJ0XjAeHRHaaqzLDVcbJ19zAS2hW7IiKR0WD5em+wQI1PV6behQ+/8CEo5XAgc1rkKwcaoreOQXZtsFvauIc9v2G5L5tF78mOffNHEvOB2ucDQCEzCVtTaGRfxHYbll9P7fPnBeSxAU9IxMxnaRlBwCCPPiYEbDYkOXysSB65wmX9+ICE1wl/372zQqJvJ0+aBQ5QJrJ6Zx3B4++W9CIiVIgCXRfBg9qHUFgBgkmohX5W0cqWigw66ulf4mwUki/MmIoJr0ow+AhqAy0H2arESu7/cKP7++FhTeFbJ6dzdSazd4eRXjglHqwAYWG9wLqt+YzCeJ8DLPByi+GXhNbXrSSNPfDlZjoocLlfctv3y1pA8/ZIiOzzPEqzCQc0isiB4Qsfpr1N7P6zaxC7XGrf+B8nlJkpZytRWf44vSnk/7xpYtMSWbInMChtKSZev38ecfdWnm5znw9CNSEcIBS8jRI0cTW1SPioieuiuNJfM8gmTef7stuBNN1voNNvilB07FJbZszCslq6TEs57xn4TEhKwA3t4eY6MfrzC/ggCOBuBthVeLAFkpbs07TQb14q+ZWKI0WfsX3ygzhviVuEEpssLjYfatOkx5iirh50mWV4S0HjcnWVU9os2uNk2uOhht75qPdFaWfBPhY5AAz9+/XYQmU/96XehxGauStWd+Ru0pBwNA4hCUJzPi8GSS5aa9cP6B++3a1sWI1aUjSazaVliDR46guJf9Rf/yE+Ajas1Fjpl2orRUritXAlCAK1jfuwkYzVhyN0z+sE4J9wF5OEN09MUdJWGwFUjUgMVvxi62FKwAlIluPi9N3n2afMxHWJvx+MAByYRQrxslxrC4CPWRpYoj9LtXkgpIren/AEvY9pPZi0amH0sQBaRuVacusA0L4scOBx1GJ5Z4ifAy7yyZFwlcFRSGBfjCEayRmbiimoJckcZk/hEq4b6MPLJJfA+BjzSudVq7jqR36QBuqH6s09Tv2uFlu8qR2UmEPysiZd4bj8XsVyMqGwayFkH3Pv7m15E4JQ6wj82uSXEX3+ZJeIIjchElk5XXKQojo7EBFkmyXaXGoR/tcgeeSq1hq4JiEuC5YVIwdLUbHQfOTJaNothRSibMjg1XbP8r8gzyYVU+vwkSm/riDlWOWBxKyIocrrBT0t6PErAOIAAOvNtRQZkbJL9MAtwwwUT4NyYASouHQpie82G10lMRt9cSZBGYu5FPHqUPdznyMGZ3u4MQtAqJkmJhwlv/8ZrrrswOPJpWESGSKE0IkMqSKvHMlRbEJp8rXN/vlcrm8ARmKgqL2L3zmyDRnZBAl5nbma0Q3axXG1gcrjZXyAWOCc/YYbq1f3zZBLiBcvAErz4pLDYTk47LhiFslIBVxxGuctlN1MeNdmR4RklCztb9IzIiVXpvtOPwY3OVfLXRSg6j1te3zITJh1SJhMhBlHZ41mXL8c2dLAwXspko7nyY7UbZ7nS9hSV6tRweDod5VvAmIVvaBkkWYqLBajngkJOCFZFZEEGafOHnS5cTBaV9CxPEKIQ1rqxpTRTFLCxUxiNbEJUbsSvcNme1kWYwFqDeO9GYRWDYVqJc32pwCD8QjyokFLs+JQFWNWmg0JXNivsggDldsP4W80tHx5QX1FF82R0OVyW7dQKBjESt18l/lbSrmFbbwJrw0GYDhD4OQJbiKgnVi4sgsjMF9MTAcorK2hPDlZpgMoQkQemGye/+sJkDXyXC1yxh8wm6TsbFOl0NShu3eZEj4+wKFL1LSE+2BJRPhyQVjhn++kE4ZsqyDKR+85S+6cnmdSPt3NHdEj6DJdzYoGrbt4F3PSOXI6Y2pLC1phabpQZZWUIMPxCU2rsymHAC3GhScZmvUXGZsnk5sVGUXs1DLY8Pin3qEmG4W7QHXpry7O5QimytXpcxIQrJZEKW5YfDkGIBOerFX7PDEpD4rigSviaMXite4ZSaXnoszigYPBNczNvMK/+IJa6MyEK0k2ptSbtZthKZ1pWKdNL0Ipq+N9rnmm0ZRL4T4Q/zyeMPL1yigKoUV1KO5lpvRzs6D6jILDjYVLhlqXfWhW4GLnKUBrL/OWZ38Cn255VsUomsIzg8PA40mrRbTL4kAYbgVTMvEpUDECWLG7wkcmFqX0ERPfH7kPnWo5rCnS6jzxK4b6amEx6ru6BMthDpgDiIYBiavY+PD/fTBf8eJl9dVUpLiBGUVSfDjociadPL3xJGBzGtP+RnIJEHW5HlwcwNyZ7FiW/CeSHXhlMfTCFDTJKFlcgJKMsZSfAHoiJUmQSTYYmSMPuyPS/jKtpfvEe4Y7Q/ZcljMEFk27Wd5W7ai1eGyBxkQkAcgtQ0q2AmdfejMCgOKtJrQZ23sKxUnCBNgCd2+tve1XhM9VmWjIbs0Z4MQGkn58mawAmyrrY4XLSxyHCAhrhV+xOglI6NBLCFL9EDUb4BYecqXqZnt3c0rWF12uuYMeefaknI7qYhhi7T+92MKwsLdpkVTqQi2Fws/HKOheQUD2BZEUlxKpVp4XxYG8SiJqbhZZwS3Bi+xuSOvBvznK6op6iTkcQmUsp9p3X12idlWZQiVkGeZkiNc0Vyr3nc/MIiZV3J4L2K7Uv0XRorejGHSpNHflbeTdzKIfDypw4RtRlvnO/bIPsd6bpGqh8iooDMHlEW97Emh5hgf2VrjzjZ0GtjZvKBFQVewfwWlmSxonhDxMRnykfD9Wk9rQ7HWdYLgBCiFA2lorf9YWlCkm81tcsGm9fsgqZKzPh4h/A6JEFYEk0DGANXUru1jKtgNrLIUL2ThCt1SLfKa6A0PJbZ6UY6j5uhtKuyRHv1vQWJOVfk8Un3C7/MEmvE1suYBpGk+wiScJlRlcOSYvjxKkcK1SkqKB2TCcRkxcC1HaCsRkycGyDYEo5Sm7yTJTS1IlujdT4ks0S12QniuKlFwepHqa/tCWN9slx1h5ElmnGt7CWCetHJuaJaVq4cK3fkXU+gmGYK3DuBhjxd87cP8NF5FYr7bOSdasUXwtY8Y0e59r24PTyhljiNFY1c3gkQuTTRF+ZfT4IDGuTZhR2cbopTuEvcIssclSRlWWzbV1u/5TWiFDBJOGJiG5AyOmGX6m7s2tzmI4ct8gm/gyXB2Bv1qG+sHrqknkbxozBLjEfLKxM7Q17Do8tJbdXP7hAFxERsXqYyGbPEakk/uvYOLcl2mDhgyZbY03iacdmyBKSkcMh6Ud21sVJkCLzY4Yndf5DmYyKHvbGrRL/1mN+TccH1v2CX3hLPSjhogcn0REu0HT8X6WoVCD2v8ASYVwrbVxZ8xPiZlpg5/BlL6Ok072KJXjZzDKeYBJtasQGyrS4qRBItFjlgvarv7eeiBbywRMp3WaeD1XliSfSMEUGeBPgOLclKkxiCY3CMwpIdmlXLd6zebVliAxdGmlcjlqbVpe8zHngUZxB/wpIk91g8o8ouJs039I7AJTTB27Fh0ONCjqRVE67VFxM1CM3QmX+5WuREerFuIr/HNXnavrJPOA0mi4MxVn5DJzhkdmbzJSc7dt/sCrtxm063OsECyNgJcR8VKkkGGfBOEWxxTW53PhmaRH6ygBjpsx2XvMQSujsHHPFMdbjJXifW3pjXm/KqnHi1YvlZjVigFeza7Ypj4GaW4PQ9wTrjXZLYe52vaImKCR9/SE7kSo7P8Yhc2Hm0c3cLiojAU6AUFnbPqWLS38V1CGtZksy85Oqmx+NdLKGein+M3Nghktl+u2MDdvIup+X1FCZEkUVk3S9IqCShWYn1DSVzKpIegC0U0db8j2fv9NwXs1USnGMccvXB2BzHPsfi5V6zHfneaER2zxc0tAaDq3IBiK0T+7WC8ZSXHvObvW34l3xc/NA9OvHr97mcLhd56yjt+v65LKdUmYsz9S23jCloGHLSrHJlofc245uOuD1HWKodycizg161O5oz8e7yVUxDVFZ6oLuTehlNWaThBT6VIV0saNLyHUcsTrUkaMngPZm5+4FHcpUkY2eeHiTw+GngGpkdLSpd4v2J70oq725Rt4ptRBW3c892ImmczEXbJxiyijVqT94+Fti0NzQ9D5ItHV2ZXdJnrXX9D7tnsd2+ik2E9aCTEoV4YrKvc1Dm4Q/PQzfwPpTh2o846lwZcZNfeWpQ5KgVbtzpugxcD+49Bj27Ze5BOCIvuwyttyK5FxfzZWDYboHsFJnSG4uzSXlZ0zVmURNlc7so9rBt5OfE22ehkNHxwONZ5zyHsMGtcmysJGefYXjayW/V2y2sUVaMsWg2P/GPFGe5RO3yF+uKFw1gespDsMsMdpzYT/o+t/KTaVkxmLsQprGiCo/bcZJ4DXfjFtP3OoOlv+yq3vMoXHHAaoh4ua851nV5vKPPrKL46UK+fV3weslaT9QFPlnOIj8oTza71LterfS6qAxwGaAgmW5ZruGYzg8QJeccdyRHnbZRsvM8h8fjhcW4BkrAyxDyGBKY+A4Mwqf7cd4e6WJSsAICcw1Pb5Rw9VHUZmoW382onVso4gIe+4CxIDH7vKfbivdPEYTMt1fxTJ3QhKOXuRhI17fGKbHuL7ZXGENQx2ahNR74xfmY9DgElerDan1zrkAN5u3B3kFvFHltydrELtdDL09DNG1Ix7NiNaX2I/WGird4DQUlEID/0ylxKueQYU3+LTtpxY8ACcaVDc9soudi/1PetS23CcXA4wkHxP//cGfamKO9CJsEm2RKXzqtX8xad2n3+xwqwEObBdSwaCxBUYrsUaXMG8G/aUje9jIxh1JhEzi//dhltJmBG1VHIwUnF5YjTPJ4jCntSaYh7HcZO8FK/l9eaIRhZJ9+q8KEPZDTsM9G2ANsHvipfXeVkZjN9S5RQvxFpItafCMxnaPMdU+y1sWiDchsKeOcgljr3BiFkWHiupujukFs7sjcPhikW00mJOU5IJLzDmwveibBXRPJgMDN6BOgPMvH5Te32VIm7HnZG0a8hseiXukEHTCUmX2+ebKDD2MVkFfdCibUf/y0cxnSRQHQrGPjhU8bOr+53juBlDZ2l7sK4n9DMp+7kT3f/82GhGi723qMjMZtGzQc/SmUID2LnEyr0QOaqpZWvu+JMMckJzoup4/BhpLYCVKcNyfx7pgROFAt+2YaEe+AY3AAu7iVeNzNI9dRnafrpYVkORMnGf8C6mbKvPzeCgzTKi7U1NimFfthLJSIES63VMjMlT2k5uFNTINDx+rORu5IrAUcuVbfZ4I4pmZyRAZAlOEitEKxAsie5byvVK/McJJNaxQEDb71BNZMu9WKhkRyabwPREr7EJclur6WjPYJZA7rl4j6rqReyi2ooKy5XuF+S2aeXws/xhnAaPXvfhRFOIRCewXydYggTtQ39/gED16hezaUHIREcy8bUKwOsor7dNCSMZlxDjDrY2gePcn8HCmK1cWiMqS7nHeiFiNlvkcVmI6r/ASaSrO5l1sqUlC6KIRpuTLoPtbZdcceYJACxYzTwZkZZ4FiXhuLpc8ym3PtGDPwCcJLsdhlyBhCimMITCnx57cjXHC321FLYFuMxUc2Jmwmk00ZHB2zrtJO1FGIBQQ56WQsAnKkX5Io+7quojsKYi+mNf20fUXnwpijaDURhlzalp6tCAg2qra40Q29g6HQxAqkOtSVNmMcpzM/UcQvNKbIRuTkivqtBaY5WHdObKcDg1CBSyL8BIUVEvEKD69KlorC0coK3op/r4ifzYkji2877i6nIm5EFlfhYrGtMUgCMnes80u4xatArE5eyej1UpGOEeQEA/kuJO5cKzQFYz0mCPhe/HJlhSa8DeQMjWpOCNgiAAuc/r3EQ7R8WPsde1imDvmyJOy3IAkid8btonCoOCm5wmCgdhYuPLCerPyg0hzazF1VAHULcSIwDl2JScSNop2s+f5tvfcoOLfDyjLlnpBG/EIvdkWIaMsCdSpZzQpCxD2364UOnKX0TxaCSw4aP3KNfiEkJthXmxMU7ps3mV5GmS5NJ9HXslru3f7bSG97hYa7E4FJYXM1+uVWYkf0I97RuD4gDbOuLL2kzmqM3WTOYAGVV2JV94S9PLnwICWltN1g/VWc8RpPgyQkA4OqPjS0wM/Q5mNbWVAYzZFnCIimCa3q8WHckLt12m6I5zazrrMSe5dy7+M3P1zJfqwZexnvrRcydDUEeYnE6r+UwknmMMRf5H5dHPltkFTXQq4VlhJ8+lGKySSvn70OxyCI1H1yH+6ST0HllAZSxdhWQDkRjNdYiciU0oUKkObCKDKFF+vIujSVwRH1CSJQbnVOU2EiTdln6DAkwaDeajOO+MmQmFYxDiID1mr0NoIFQCYTZNwDoOw9LW1Ta1o1BW/zpg1SCegRp+PxGkiGY5UxZFXg881K05OAJ6HZQaKRHvjUTHd9tLOrpYZHd20/EpJxMWRiy/iW+apLiIhB+oF8vMnTkB2BPsMjHNhgcDOPzZYjvCj1KSXhuyFBXFxoYVTMpjHcsIifwT11rLTpHql5JCYTNbJylQ8f9JP7TZAE/MXHFjealA5Zaz4Jyi+/+Wl4fv2NdxFhoBCJfbx5OO72EctLn7a84wk5R+Wp5KbulKOqa8nojPWTHXnCj8RkLAE8ZKggUou9xGpZXuqw3gvJ2Jfx8YV99pLAAGCi8Qabe8IAkNdHsDMCIU4NA40+Xv+e3ghJ3dK3LiwLozWpazIgoe+98Twts8DUPwUXOOJNxnElJPzt4glwuPwPjscGNBT4TsyKbRcHHEDF+1/NVZAkRpBdYOCcGEEI0GIr/yvKVsgeFMtVgFwJCafKsewD4jYsd/8oFi18EpXYYvKP5aKnLZebySj0TYe/6F/eYXKvPzVv0j+2jCoCkpq5MIGK/w4SgQZ0IHfdWO4DNkyXvKNycPjO+kmjwd8NCceWpFW3G1xSFyAFG9sneBA8YjGB5DJQ/gDVOZ27L+cqVgAAAABJRU5ErkJggg==",lowPower=getURLQuery().lowPower;console.log("TCL: lowPower",lowPower);const config={api:(null==(_a2=window.$config)?void 0:_a2.api)||"https://test.3dwxb.com/",texList:{"洗手间":ic_toilet,"卫生间":ic_toilet,"电梯":ic_elevator,"扶梯":ic_escalator,"楼梯":ic_stairs,"步梯":ic_stairs,"大门":door,"停车场":park,"安全出口":ic_entrance,"出入口":ic_entrance}},stairs=5,escalator=6,elevator=7,indoor=8,motorway=9,EnterType={stairs,escalator,elevator,indoor,motorway,[stairs]:{name:"楼梯",id:stairs},[escalator]:{name:"扶梯",id:escalator},[elevator]:{name:"电梯",id:elevator},[indoor]:{name:"出入口",id:indoor},[motorway]:{name:"机动车道",id:motorway}},block=0,manCar=1,man=2,manOnly=3,car=4,carOnly=10,CrossType={block,manCar,man,manOnly,car,carOnly,[block]:{name:"不通",id:block},[manCar]:{name:"人车",id:manCar},[man]:{name:"人",id:man},[car]:{name:"车",id:car},[manOnly]:{name:"仅人",id:manOnly},[carOnly]:{name:"仅车",id:carOnly}},renderOrderConfig={line:1e4,arrow:10003,positionMarker:10009,beaconDetectShow:1e5,beacon:9999,testMsgSprite:100101,startEnd:10002};class MapObject extends EventDispatcher{constructor(){super(...arguments),__publicField(this,"parent"),__publicField(this,"children",[]),__publicField(this,"childrenPool",[]),__publicField(this,"object3d"),__publicField(this,"map"),__publicField(this,"data")}add(t){t.parent&&(t.parent=null),this.children.indexOf(t)<0&&(this.object3d.add(t.object3d),t.parent=this,this.children.push(t))}remove(t){let e=this.children.indexOf(t);e>-1&&(this.children.splice(e,1),t.object3d.removeFromParent(),t.object3d.traverse((t=>{t.isCSS2DObject&&(t.element.style.display="none")})),this.childrenPool.push(t))}addFromChildrnPool(t){let e,i=this.childrenPool.findIndex((e=>e.data.id===t));return i>-1&&(e=this.childrenPool.splice(i,1)[0],this.children.push(e),e.parent=this,this.object3d.add(e.object3d)),e}removeFromParent(){var t;null==(t=this.parent)||t.remove(this)}destory(){this.children.map((t=>{t.parent=null})),this.object3d.dispose()}}const waternormals="data:image/jpeg;base64,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";function E(t,e,i){i[0]=t[0]>e[0]?e[0]:t[0],i[1]=t[1]e[2]?e[2]:t[2],i[3]=t[3]e[4]?e[4]:t[4],i[5]=t[5]e[0]?e[0]:t[0],a=t[1]e[2]?e[2]:t[2],o=t[3]e[4]?e[4]:t[4],c=t[5]n&&(i[0]=n,r=!0),i[1]s&&(i[2]=s,r=!0),i[3]l&&(i[4]=l,r=!0),i[5]t[0]||e[1]t[2]||e[3]t[4]||e[5]t[0]&&(e[0]=t[0],i=!0),e[1]t[2]&&(e[2]=t[2],i=!0),e[3]t[4]&&(e[4]=t[4],i=!0),e[5]e[0]?e[0]:t[0],r=t[1]e[2]?e[2]:t[2],a=t[3]e[4]?e[4]:t[4],o=r-i,l=a-n,c=(t[5]i?e>r?0:2:i>r?1:2}function D(t,e){const i=t[0]-e[0],r=e[0]-t[1];let n=i>r?i:r;n<0&&(n=0);const a=t[2]-e[1],s=e[1]-t[3];let o=a>s?a:s;o<0&&(o=0);const l=t[4]-e[2],c=e[2]-t[5];let h=l>c?l:c;return h<0&&(h=0),n*n+o*o+h*h}function Y(t,e){let i,r,n,a,s,o;const l=t[0]-e[0],c=e[0]-t[1];l>c?(i=l,r=c):(i=c,r=l),i<0&&(i=0);const h=t[2]-e[1],u=e[1]-t[3];h>u?(n=h,a=u):(n=u,a=h),n<0&&(n=0);const d=t[4]-e[2],p=e[2]-t[5];return d>p?(s=d,o=p):(s=p,o=d),s<0&&(s=0),{min:i*i+n*n+s*s,max:r*r+a*a+o*o}}class G{constructor(){this.array=[]}clear(){this.array=[]}push(t){const e=this.array,i=t.inheritedCost,r=e.length>6?e.length-6:0;let n;for(n=e.length-1;n>=r&&!(i<=e[n].inheritedCost);n--);n>e.length-7&&e.splice(n+1,0,t)}pop(){return this.array.pop()}}class ${constructor(t=!1){this.root=null,this._sortedList=new G,this.count=0,this.highPrecision=t,this._typeArray=t?Float64Array:Float32Array}createFromArray(t,e,i,r=0){const n=e.length,a=this._typeArray;a!==(4===e[0].BYTES_PER_ELEMENT?Float32Array:Float64Array)&&console.warn("Different precision.");const s=new a(6);let o,l;this.root=function n(c,h,u){if(1===h){const n=e[c];r>0&&w$1(n,r);const a={box:n,object:t[c],parent:u};return i&&i(a),a}const d=function(t,i){const n=new a(6),o=t+i;n[0]=1/0,n[1]=-1/0,n[2]=1/0,n[3]=-1/0,n[4]=1/0,n[5]=-1/0,s[0]=1/0,s[1]=-1/0,s[2]=1/0,s[3]=-1/0,s[4]=1/0,s[5]=-1/0;for(let r=t;ri&&(n[0]=i),n[1]o&&(n[2]=o),n[3]c&&(n[4]=c),n[5]u&&(s[0]=u),s[1]d&&(s[2]=d),s[3]p&&(s[4]=p),s[5]=l)for(;;){const i=e[a];if(.5*(i[o+1]+i[o])>1));const m={box:d,parent:u};return m.left=n(c,p-c,m),m.right=n(p,h-p+c,m),m}(0,n,null)}insert(t,e,i){i>0&&w$1(e,i);const r=this.createLeafNode(t,e);return null===this.root?this.root=r:this.insertLeaf(r),this.count++,r}insertRange(t,e,i,r){console.warn("Method not optimized yet. It just calls 'insert' N times.");const n=t.length,a=i>0?i:i?null:0;for(let s=0;s0&&w$1(t.box,e));e>0&&w$1(t.box,e);const i=this.delete(t);this.insertLeaf(t,i),this.count++}delete(t){const e=t.parent;if(null===e)return this.root=null,null;const i=e.parent,r=e.left===t?e.right:e.left;return r.parent=i,t.parent=null,null===i?(this.root=r,e):(i.left===e?i.left=r:i.right=r,this.refit(i),this.count--,e)}clear(){this.root=null}insertLeaf(t,e){const i=this.findBestSibling(t.box),r=i.parent;void 0===e?e=this.createInternalNode(r,i,t):(e.parent=r,e.left=i,e.right=t),i.parent=e,t.parent=e,null===r?this.root=e:r.left===i?r.left=e:r.right=e,this.refitAndRotate(t,i)}createLeafNode(t,e){return{box:e,object:t,parent:null}}createInternalNode(t,e,i){return{parent:t,left:e,right:i,box:new this._typeArray(6)}}findBestSibling(t){const e=this.root;let i=e,r=_(t,e.box);const n=S$1(t);if(void 0!==e.object)return e;const a=this._sortedList;a.clear();let s={node:e,inheritedCost:r-S$1(e.box)};do{const{node:e,inheritedCost:o}=s;if(n+o>=r)break;const l=e.left,c=e.right,h=_(t,l.box)+o,u=h-S$1(l.box),d=_(t,c.box)+o,p=d-S$1(c.box);if(h>d?r>d&&(i=c,r=d):r>h&&(i=l,r=h),p>u){if(n+u>=r||(void 0===l.object&&a.push({node:l,inheritedCost:u}),n+p>=r))continue;void 0===c.object&&a.push({node:c,inheritedCost:p})}else{if(n+p>=r||(void 0===c.object&&a.push({node:c,inheritedCost:p}),n+u>=r))continue;void 0===l.object&&a.push({node:l,inheritedCost:u})}}while(s=a.pop());return i}refit(t){for(E(t.left.box,t.right.box,t.box);t=t.parent;)if(!Z(t.left.box,t.right.box,t.box))return}refitAndRotate(t,e){const i=t.box,r=(t=t.parent).box;for(E(i,e.box,r);t=t.parent;){if(!v(i,t.box))return;const e=t.left,r=t.right,n=e.box,a=r.box;let s=null,o=null,l=0;if(void 0===r.object){const t=r.left,i=r.right,a=S$1(r.box),c=a-_(n,t.box),h=a-_(n,i.box);c>h?c>0&&(s=e,o=i,l=c):h>0&&(s=e,o=t,l=h)}if(void 0===e.object){const t=e.left,i=e.right,n=S$1(e.box),c=n-_(a,t.box),h=n-_(a,i.box);c>h?c>l&&(s=r,o=i):h>l&&(s=r,o=t)}null!==s&&this.swap(s,o)}}swap(t,e){const i=t.parent,r=e.parent,n=r.box;i.left===t?i.left=e:i.right=e,r.left===e?r.left=t:r.right=t,t.parent=r,e.parent=i,E(r.left.box,r.right.box,n)}}const X$1=0,U=1;class V{constructor(t,e){this.coordinateSystem=e,this.array=t?new Float64Array(24):new Float32Array(24)}setFromProjectionMatrix(t){if(this.updatePlane(0,t[3]+t[0],t[7]+t[4],t[11]+t[8],t[15]+t[12]),this.updatePlane(1,t[3]-t[0],t[7]-t[4],t[11]-t[8],t[15]-t[12]),this.updatePlane(2,t[3]-t[1],t[7]-t[5],t[11]-t[9],t[15]-t[13]),this.updatePlane(3,t[3]+t[1],t[7]+t[5],t[11]+t[9],t[15]+t[13]),this.updatePlane(4,t[3]-t[2],t[7]-t[6],t[11]-t[10],t[15]-t[14]),this.coordinateSystem===X$1)this.updatePlane(5,t[3]+t[2],t[7]+t[6],t[11]+t[10],t[15]+t[14]);else{if(this.coordinateSystem!==U)throw new Error("Invalid coordinate system: "+this.coordinateSystem);this.updatePlane(5,t[2],t[6],t[10],t[14])}return this}updatePlane(t,e,i,r,n){const a=this.array,s=4*t,o=Math.sqrt(e*e+i*i+r*r);a[s+0]=e/o,a[s+1]=i/o,a[s+2]=r/o,a[s+3]=n/o}intersectsBoxMask(t,e){const i=this.array;let r,n,a,s,o,l;for(let c=0;c<6;c++){if(!(e&32>>c))continue;const h=4*c,u=i[h+0],d=i[h+1],p=i[h+2],m=i[h+3];if(u>0?(r=t[1],s=t[0]):(r=t[0],s=t[1]),d>0?(n=t[3],o=t[2]):(n=t[2],o=t[3]),p>0?(a=t[5],l=t[4]):(a=t[4],l=t[5]),u*r+d*n+p*a<-m)return-1;u*s+d*o+p*l>-m&&(e^=32>>c)}return e}isIntersected(t,e){const i=this.array;for(let r=0;r<6;r++){if(!(e&32>>r))continue;const n=4*r,a=i[n+0],s=i[n+1],o=i[n+2],l=i[n+3];if(a*(a>0?t[1]:t[0])+s*(s>0?t[3]:t[2])+o*(o>0?t[5]:t[4])<-l)return!1}return!0}isIntersectedMargin(t,e,i){if(0===e)return!0;const r=this.array;for(let n=0;n<6;n++){if(!(e&32>>n))continue;const a=4*n,s=r[a+0],o=r[a+1],l=r[a+2],c=r[a+3];if(s*(s>0?t[1]-i:t[0]+i)+o*(o>0?t[3]-i:t[2]+i)+l*(l>0?t[5]-i:t[4]+i)<-c)return!1}return!0}}function q(t,e,i,r,n,a){let s=r[0],o=e[0],l=i[0],c=(t[s]-o)*l,h=(t[1^s]-o)*l,u=c>0?c:0,d=h<1/0?h:1/0;return s=r[1],o=e[1],l=i[1],c=(t[s+2]-o)*l,!(c>d||(h=(t[3^s]-o)*l,u>h)||(u=c>u?c:u,d=hd)||(h=(t[5^s]-o)*l,u>h))&&(u=c>u?c:u,d=h=n)}function O(t,e){return t[1]>=e[0]&&e[1]>=t[0]&&t[3]>=e[2]&&e[3]>=t[2]&&t[5]>=e[4]&&e[5]>=t[4]}function W(t,e,i){return D(i,t)<=e*e}class k{constructor(t,e=X$1){this._sign=new Uint8Array(3),this.builder=t;const i=t.highPrecision;this.frustum=new V(i,e),this._dirInv=i?new Float64Array(3):new Float32Array(3)}get root(){return this.builder.root}createFromArray(t,e,i,r){(null==t?void 0:t.length)>0&&this.builder.createFromArray(t,e,i,r)}insert(t,e,i){return this.builder.insert(t,e,i)}insertRange(t,e,i,r){(null==t?void 0:t.length)>0&&this.builder.insertRange(t,e,i,r)}move(t,e){this.builder.move(t,e)}delete(t){return this.builder.delete(t)}clear(){this.builder.clear()}traverse(t){null!==this.root&&function e(i,r){if(void 0!==i.object)return void t(i,r);t(i,r)||(e(i.left,r+1),e(i.right,r+1))}(this.root,0)}intersectsRay(t,e,i,r=0,n=1/0){if(null===this.root)return!1;const a=this._dirInv,s=this._sign;return a[0]=1/t[0],a[1]=1/t[1],a[2]=1/t[2],s[0]=a[0]<0?1:0,s[1]=a[1]<0?1:0,s[2]=a[2]<0?1:0,function t(o){return!!q(o.box,e,a,s,r,n)&&(void 0!==o.object?i(o.object):t(o.left)||t(o.right))}(this.root)}intersectsBox(t,e){return null!==this.root&&function i(r){return!!O(t,r.box)&&(void 0!==r.object?e(r.object):i(r.left)||i(r.right))}(this.root)}intersectsSphere(t,e,i){return null!==this.root&&function r(n){return!!W(t,e,n.box)&&(void 0!==n.object?i(n.object):r(n.left)||r(n.right))}(this.root)}isNodeIntersected(t,e){const i=t.box;let r;for(;r=t.parent;){if(n(r.left===t?r.right:r.left))return!0;t=r}return!1;function n(t){return!!O(i,t.box)&&(void 0!==t.object?e(t.object):n(t.left)||n(t.right))}}rayIntersections(t,e,i,r=0,n=1/0){if(null===this.root)return;const a=this._dirInv,s=this._sign;a[0]=1/t[0],a[1]=1/t[1],a[2]=1/t[2],s[0]=a[0]<0?1:0,s[1]=a[1]<0?1:0,s[2]=a[2]<0?1:0,function t(o){if(q(o.box,e,a,s,r,n)){if(void 0!==o.object)return void i(o.object);t(o.left),t(o.right)}}(this.root)}frustumCulling(t,e){if(null===this.root)return;const i=this.frustum.setFromProjectionMatrix(t);function r(t){void 0===t.object?(r(t.left),r(t.right)):e(t,i,0)}!function t(n,a){if(void 0!==n.object)return void(i.isIntersected(n.box,a)&&e(n,i,a));if(!((a=i.intersectsBoxMask(n.box,a))<0)){if(0===a)return r(n.left),void r(n.right);t(n.left,a),t(n.right,a)}}(this.root,63)}frustumCullingLOD(t,e,i,r){if(null===this.root)return;const n=this.frustum.setFromProjectionMatrix(t);function a(t,e){null===e&&(e=s(t.box)),void 0===t.object?(a(t.left,e),a(t.right,e)):r(t,e,n,0)}function s(t){const{min:r,max:n}=Y(t,e);for(let e=i.length-1;e>0;e--)if(n>=i[e])return r>=i[e]?e:null;return 0}!function t(e,i,o){const l=e.box;if(null===o&&(o=s(l)),void 0!==e.object)return void(n.isIntersected(l,i)&&r(e,o,n,i));if(!((i=n.intersectsBoxMask(l,i))<0)){if(0===i)return a(e.left,o),void a(e.right,o);t(e.left,i,o),t(e.right,i,o)}}(this.root,63,null)}closestPointToPoint(t,e){if(null===this.root)return;let i=1/0;return function r(n){if(void 0!==n.object){if(e){const r=e(n.object)??D(n.box,t);rt.setFromEuler(e,!1))),t._onChange((()=>e.setFromQuaternion(t,void 0,!1)))}}get visible(){return this.owner.getVisibilityAt(this.id)}set visible(t){this.owner.setVisibilityAt(this.id,t)}get active(){return this.owner.getActiveAt(this.id)}set active(t){this.owner.setActiveAt(this.id,t)}get color(){return this.owner.getColorAt(this.id)}set color(t){this.owner.setColorAt(this.id,t)}get opacity(){return this.owner.getOpacityAt(this.id)}set opacity(t){this.owner.setOpacityAt(this.id,t)}get morph(){return this.owner.getMorphAt(this.id)}set morph(t){this.owner.setMorphAt(this.id,t)}get matrix(){return this.owner.getMatrixAt(this.id)}get matrixWorld(){return this.matrix.premultiply(this.owner.matrixWorld)}setMatrixIdentity(){var t;const e=this.owner,i=e.matricesTexture._data,r=this.id,n=16*r;i[n+0]=1,i[n+1]=0,i[n+2]=0,i[n+3]=0,i[n+4]=0,i[n+5]=1,i[n+6]=0,i[n+7]=0,i[n+8]=0,i[n+9]=0,i[n+10]=1,i[n+11]=0,i[n+12]=0,i[n+13]=0,i[n+14]=0,i[n+15]=1,e.matricesTexture.enqueueUpdate(r),null==(t=e.bvh)||t.move(r)}updateMatrix(){var t;const e=this.owner,i=this.position,r=this.quaternion,n=this.scale,a=e.matricesTexture._data,s=this.id,o=16*s,l=r._x,c=r._y,h=r._z,u=r._w,d=l+l,p=c+c,m=h+h,f=l*d,g=l*p,y=l*m,A=c*p,v=c*m,S=h*m,x=u*d,b=u*p,T=u*m,M=n.x,I=n.y,E=n.z;a[o+0]=(1-(A+S))*M,a[o+1]=(g+T)*M,a[o+2]=(y-b)*M,a[o+3]=0,a[o+4]=(g-T)*I,a[o+5]=(1-(f+S))*I,a[o+6]=(v+x)*I,a[o+7]=0,a[o+8]=(y+b)*E,a[o+9]=(v-x)*E,a[o+10]=(1-(f+A))*E,a[o+11]=0,a[o+12]=i.x,a[o+13]=i.y,a[o+14]=i.z,a[o+15]=1,e.matricesTexture.enqueueUpdate(s),null==(t=e.bvh)||t.move(s)}updateMatrixPosition(){var t;const e=this.owner,i=this.position,r=e.matricesTexture._data,n=this.id,a=16*n;r[a+12]=i.x,r[a+13]=i.y,r[a+14]=i.z,e.matricesTexture.enqueueUpdate(n),null==(t=e.bvh)||t.move(n)}getUniform(t,e){return this.owner.getUniformAt(this.id,t,e)}updateBones(t=!0,e){this.owner.setBonesAt(this.id,t,e)}setUniform(t,e){this.owner.setUniformAt(this.id,t,e)}copyTo(t){t.position.copy(this.position),t.scale.copy(this.scale),t.quaternion.copy(this.quaternion),this.rotation&&t.rotation.copy(this.rotation)}applyMatrix4(t){return this.matrix.premultiply(t).decompose(this.position,this.quaternion,this.scale),this}applyQuaternion(t){return this.quaternion.premultiply(t),this}rotateOnAxis(t,e){return X.setFromAxisAngle(t,e),this.quaternion.multiply(X),this}rotateOnWorldAxis(t,e){return X.setFromAxisAngle(t,e),this.quaternion.premultiply(X),this}rotateX(t){return this.rotateOnAxis(xt,t)}rotateY(t){return this.rotateOnAxis(mt,t)}rotateZ(t){return this.rotateOnAxis(_t,t)}translateOnAxis(t,e){return pt.copy(t).applyQuaternion(this.quaternion),this.position.add(pt.multiplyScalar(e)),this}translateX(t){return this.translateOnAxis(xt,t)}translateY(t){return this.translateOnAxis(mt,t)}translateZ(t){return this.translateOnAxis(_t,t)}remove(){return this.owner.removeInstances(this.id),this}}const X=new Quaternion,pt=new Vector3,xt=new Vector3(1,0,0),mt=new Vector3(0,1,0),_t=new Vector3(0,0,1);class Zt{constructor(t,e=0,i=!1,r=!0){this.nodesMap=new Map,this.LODsMap=new Map,this._geoBoundingSphere=null,this._sphereTarget=null,this.target=t,this.accurateCulling=r,this._margin=e;const n=t._geometry;if(n.boundingBox||n.computeBoundingBox(),this.geoBoundingBox=n.boundingBox,i){n.boundingSphere||n.computeBoundingSphere();const t=n.boundingSphere.center;0===t.x&&0===t.y&&0===t.z?(this._geoBoundingSphere=n.boundingSphere,this._sphereTarget={centerX:0,centerY:0,centerZ:0,maxScale:0}):(console.warn('"getBoxFromSphere" is ignored because geometry is not centered.'),i=!1)}this.bvh=new k(new $,X$1),this._origin=new Float32Array(3),this._dir=new Float32Array(3),this._cameraPos=new Float32Array(3),this._getBoxFromSphere=i}create(){const t=this.target._instancesCount,e=this.target._instancesArrayCount,i=new Array(t),r=new Uint32Array(t);let n=0;this.clear();for(let a=0;a{this.nodesMap.set(t.object,t)}),this._margin)}insert(t){const e=this.bvh.insert(t,this.getBox(t,new Float32Array(6)),this._margin);this.nodesMap.set(t,e)}insertRange(t){const e=t.length,i=new Array(e);for(let r=0;r{this.nodesMap.set(t.object,t)}))}move(t){const e=this.nodesMap.get(t);e&&(this.getBox(t,e.box),this.bvh.move(e,this._margin))}delete(t){const e=this.nodesMap.get(t);e&&(this.bvh.delete(e),this.nodesMap.delete(t))}clear(){this.bvh.clear(),this.nodesMap.clear()}frustumCulling(t,e){this._margin>0&&this.accurateCulling?this.bvh.frustumCulling(t.elements,((t,i,r)=>{i.isIntersectedMargin(t.box,r,this._margin)&&e(t)})):this.bvh.frustumCulling(t.elements,e)}frustumCullingLOD(t,e,i,r){this.LODsMap.has(i)||this.LODsMap.set(i,new Float32Array(i.length));const n=this.LODsMap.get(i);for(let s=0;s0&&this.accurateCulling?this.bvh.frustumCullingLOD(t.elements,a,n,((t,e,i,n)=>{i.isIntersectedMargin(t.box,n,this._margin)&&r(t,e)})):this.bvh.frustumCullingLOD(t.elements,a,n,r)}raycast(t,e){const i=t.ray,r=this._origin,n=this._dir;m(i.origin,r),m(i.direction,n),this.bvh.rayIntersections(n,r,e,t.near,t.far)}intersectBox(t,e){this._boxArray||(this._boxArray=new Float32Array(6));const i=this._boxArray;return B$1(t,i),this.bvh.intersectsBox(i,e)}getBox(t,e){if(this._getBoxFromSphere){const i=this.target.matricesTexture._data,{centerX:r,centerY:n,centerZ:a,maxScale:s}=this.getSphereFromMatrix_centeredGeometry(t,i,this._sphereTarget),o=this._geoBoundingSphere.radius*s;e[0]=r-o,e[1]=r+o,e[2]=n-o,e[3]=n+o,e[4]=a-o,e[5]=a+o}else yt.copy(this.geoBoundingBox).applyMatrix4(this.target.getMatrixAt(t)),B$1(yt,e);return e}getSphereFromMatrix_centeredGeometry(t,e,i){const r=16*t,n=e[r+0],a=e[r+1],s=e[r+2],o=e[r+4],l=e[r+5],c=e[r+6],h=e[r+8],u=e[r+9],d=e[r+10],p=n*n+a*a+s*s,m=o*o+l*l+c*c,f=h*h+u*u+d*d;return i.maxScale=Math.sqrt(Math.max(p,m,f)),i.centerX=e[r+12],i.centerY=e[r+13],i.centerZ=e[r+14],i}}const yt=new Box3;class Qt extends GLBufferAttribute{constructor(t,e,i,r,n,a=1){const s=t.createBuffer();super(s,e,i,r,n.length/i),this.isGLInstancedBufferAttribute=!0,this._needsUpdate=!1,this.isInstancedBufferAttribute=!0,this.meshPerAttribute=a,this.array=n,this._cacheArray=n,t.bindBuffer(t.ARRAY_BUFFER,s),t.bufferData(t.ARRAY_BUFFER,n,t.DYNAMIC_DRAW)}update(t,e){if(!this._needsUpdate||0===e)return;const i=t.getContext();i.bindBuffer(i.ARRAY_BUFFER,this.buffer),this.array===this._cacheArray?i.bufferSubData(i.ARRAY_BUFFER,0,this.array,0,e):(i.bufferData(i.ARRAY_BUFFER,this.array,i.DYNAMIC_DRAW),this._cacheArray=this.array),this._needsUpdate=!1}clone(){return this}}function Mt(t,e){return Math.max(e,Math.ceil(Math.sqrt(t/e))*e)}function Jt(t,e,i,r){3===e&&(console.warn('"channels" cannot be 3. Set to 4. More info: https://github.com/mrdoob/three.js/pull/23228'),e=4);const n=Mt(r,i),a=new t(n*n*e),s=t.name.includes("Float"),o=t.name.includes("Uint"),l=s?FloatType:o?UnsignedIntType:IntType;let c;switch(e){case 1:c=s?RedFormat:RedIntegerFormat;break;case 2:c=s?RGFormat:RGIntegerFormat;break;case 4:c=s?RGBAFormat:RGBAIntegerFormat}return{array:a,size:n,type:l,format:c}}class Q extends DataTexture{constructor(t,e,i,r,n,a){3===e&&(e=4);const{array:s,format:o,size:l,type:c}=Jt(t,e,i,r);super(s,l,l,o,c),this.partialUpdate=!0,this.maxUpdateCalls=1/0,this._utils=null,this._needsUpdate=!1,this._lastWidth=null,this._data=s,this._channels=e,this._pixelsPerInstance=i,this._stride=i*e,this._rowToUpdate=new Array(l),this._uniformMap=n,this._fetchUniformsInFragmentShader=a,this.needsUpdate=!0}resize(t){const e=Mt(t,this._pixelsPerInstance);if(e===this.image.width)return;const i=this._data,r=this._channels;this._rowToUpdate.length=e;const n=i.constructor,a=new n(e*e*r),s=Math.min(i.length,a.length);a.set(new n(i.buffer,0,s)),this.dispose(),this.image={data:a,height:e,width:e},this._data=a}enqueueUpdate(t){if(this._needsUpdate=!0,!this.partialUpdate)return;const e=this.image.width/this._pixelsPerInstance,i=Math.floor(t/e);this._rowToUpdate[i]=!0}update(t){const e=t.properties.get(this),i=this.version>0&&e.__version!==this.version,r=null!==this._lastWidth&&this._lastWidth!==this.image.width;if(!this._needsUpdate||!e.__webglTexture||i||r)return this._lastWidth=this.image.width,void(this._needsUpdate=!1);if(this._needsUpdate=!1,!this.partialUpdate)return void(this.needsUpdate=!0);const n=this.getUpdateRowsInfo();0!==n.length&&(n.length>this.maxUpdateCalls?this.needsUpdate=!0:this.updateRows(e,t,n),this._rowToUpdate.fill(!1))}getUpdateRowsInfo(){const t=this._rowToUpdate,e=[];for(let i=0,r=t.length;i`ezInstancedMesh2_${this.id}_${!!this.colorsTexture}_${this._useOpacity}_${!!this.boneTexture}_${!!this.uniformsTexture}_${this._customProgramCacheKeyBase.call(this._currentMaterial)}`,this._onBeforeCompile=(t,e)=>{if(this._onBeforeCompileBase&&this._onBeforeCompileBase.call(this._currentMaterial,t,e),t.instancing=!1,t.defines??(t.defines={}),t.defines.USE_INSTANCING_INDIRECT="",t.uniforms.matricesTexture={value:this.matricesTexture},this.uniformsTexture){t.uniforms.uniformsTexture={value:this.uniformsTexture};const{vertex:e,fragment:i}=this.uniformsTexture.getUniformsGLSL("uniformsTexture","instanceIndex","uint");t.vertexShader=t.vertexShader.replace("void main() {",e),t.fragmentShader=t.fragmentShader.replace("void main() {",i)}this.colorsTexture&&t.fragmentShader.includes("#include ")&&(t.defines.USE_INSTANCING_COLOR_INDIRECT="",t.uniforms.colorsTexture={value:this.colorsTexture},t.vertexShader=t.vertexShader.replace("",""),t.vertexColors&&(t.defines.USE_VERTEX_COLOR=""),this._useOpacity?t.defines.USE_COLOR_ALPHA="":t.defines.USE_COLOR=""),this.boneTexture&&(t.defines.USE_SKINNING="",t.defines.USE_INSTANCING_SKINNING="",t.uniforms.bindMatrix={value:this.bindMatrix},t.uniforms.bindMatrixInverse={value:this.bindMatrixInverse},t.uniforms.bonesPerInstance={value:this.skeleton.bones.length},t.uniforms.boneTexture={value:this.boneTexture})};const o=i.capacity>0?i.capacity:ee;this._renderer=a,this._capacity=o,this._parentLOD=r,this._geometry=t,this.material=e,this._allowsEuler=n??!1,this._tempInstance=new St(this,-1,n),this.availabilityArray=(null==r?void 0:r.availabilityArray)??new Array(2*o),this._createEntities=s,this.initIndexAttribute(),this.initMatricesTexture()}get capacity(){return this._capacity}get instancesCount(){return this._instancesCount}get perObjectFrustumCulled(){return this._perObjectFrustumCulled}set perObjectFrustumCulled(t){this._perObjectFrustumCulled=t,this._indexArrayNeedsUpdate=!0}get sortObjects(){return this._sortObjects}set sortObjects(t){this._sortObjects=t,this._indexArrayNeedsUpdate=!0}get geometry(){return this._geometry}set geometry(t){this._geometry=t,this.patchGeometry(t)}onBeforeShadow(t,e,i,r,n,a,s){var o,l,c;this.patchMaterial(t,a),this.instanceIndex&&(!s||this.isFirstGroup(s.materialIndex))&&(this.autoUpdate&&this.performFrustumCulling(r,i),this.matricesTexture.update(t),null==(o=this.colorsTexture)||o.update(t),null==(l=this.uniformsTexture)||l.update(t),null==(c=this.boneTexture)||c.update(t))}onBeforeRender(t,e,i,r,n,a){var s,o,l;this.patchMaterial(t,n),this.instanceIndex?a&&!this.isFirstGroup(a.materialIndex)||(this.autoUpdate&&this.performFrustumCulling(i),this.matricesTexture.update(t),null==(s=this.colorsTexture)||s.update(t),null==(o=this.uniformsTexture)||o.update(t),null==(l=this.boneTexture)||l.update(t)):this._renderer=t}onAfterShadow(t,e,i,r,n,a,s){this.unpatchMaterial(t,a)}onAfterRender(t,e,i,r,n,a){this.unpatchMaterial(t,n),!(this.instanceIndex||a&&!this.isLastGroup(a.materialIndex))&&this.initIndexAttribute()}isFirstGroup(t){const e=this.material;for(let i=0;i<=t;i++)if(e[i].visible)return i===t}isLastGroup(t){const e=this.material;for(let i=e.length-1;i>=t;i--)if(e[i].visible)return i===t}initIndexAttribute(){if(!this._renderer)return void(this.count=0);const t=this._renderer.getContext(),e=this._capacity,i=new Uint32Array(e);for(let r=0;ri===e?t:r(i)))}i.get=this._propertiesGetMap.get(e)}unpatchMaterial(t,e){this._currentMaterial=null,t.properties.get=this._propertiesGetBase,e.onBeforeCompile=this._onBeforeCompileBase,e.customProgramCacheKey=this._customProgramCacheKeyBase,this._onBeforeCompileBase=null,this._customProgramCacheKeyBase=null}computeBVH(t={}){this.bvh||(this.bvh=new Zt(this,t.margin,t.getBBoxFromBSphere,t.accurateCulling)),this.bvh.clear(),this.bvh.create()}disposeBVH(){this.bvh=null}setMatrixAt(t,e){var i;if(e.toArray(this.matricesTexture._data,16*t),this.instances){const i=this.instances[t];e.decompose(i.position,i.quaternion,i.scale)}this.matricesTexture.enqueueUpdate(t),null==(i=this.bvh)||i.move(t)}getMatrixAt(t,e=ne){return e.fromArray(this.matricesTexture._data,16*t)}getPositionAt(t,e=ie){const i=16*t,r=this.matricesTexture._data;return e.x=r[i+12],e.y=r[i+13],e.z=r[i+14],e}getPositionAndMaxScaleOnAxisAt(t,e){const i=16*t,r=this.matricesTexture._data,n=r[i+0],a=r[i+1],s=r[i+2],o=n*n+a*a+s*s,l=r[i+4],c=r[i+5],h=r[i+6],u=l*l+c*c+h*h,d=r[i+8],p=r[i+9],m=r[i+10],f=d*d+p*p+m*m;return e.x=r[i+12],e.y=r[i+13],e.z=r[i+14],Math.sqrt(Math.max(o,u,f))}applyMatrixAtToSphere(t,e,i,r){const n=16*t,a=this.matricesTexture._data,s=a[n+0],o=a[n+1],l=a[n+2],c=a[n+3],h=a[n+4],u=a[n+5],d=a[n+6],p=a[n+7],m=a[n+8],f=a[n+9],g=a[n+10],y=a[n+11],A=a[n+12],v=a[n+13],S=a[n+14],x=a[n+15],b=e.center,T=i.x,M=i.y,I=i.z,E=1/(c*T+p*M+y*I+x);b.x=(s*T+h*M+m*I+A)*E,b.y=(o*T+u*M+f*I+v)*E,b.z=(l*T+d*M+g*I+S)*E;const w=s*s+o*o+l*l,R=h*h+u*u+d*d,C=m*m+f*f+g*g;e.radius=r*Math.sqrt(Math.max(w,R,C))}setVisibilityAt(t,e){this.availabilityArray[2*t]=e,this._indexArrayNeedsUpdate=!0}getVisibilityAt(t){return this.availabilityArray[2*t]}setActiveAt(t,e){this.availabilityArray[2*t+1]=e,this._indexArrayNeedsUpdate=!0}getActiveAt(t){return this.availabilityArray[2*t+1]}getActiveAndVisibilityAt(t){const e=2*t,i=this.availabilityArray;return i[e]&&i[e+1]}setActiveAndVisibilityAt(t,e){const i=2*t,r=this.availabilityArray;r[i]=e,r[i+1]=e,this._indexArrayNeedsUpdate=!0}setColorAt(t,e){null===this.colorsTexture&&this.initColorsTexture(),e.isColor?e.toArray(this.colorsTexture._data,4*t):At.set(e).toArray(this.colorsTexture._data,4*t),this.colorsTexture.enqueueUpdate(t)}getColorAt(t,e=At){return e.fromArray(this.colorsTexture._data,4*t)}setOpacityAt(t,e){this._useOpacity||(null===this.colorsTexture?this.initColorsTexture():this.materialsNeedsUpdate(),this._useOpacity=!0),this.colorsTexture._data[4*t+3]=e,this.colorsTexture.enqueueUpdate(t)}getOpacityAt(t){return this._useOpacity?this.colorsTexture._data[4*t+3]:1}copyTo(t,e){this.getMatrixAt(t,e.matrix).decompose(e.position,e.quaternion,e.scale)}computeBoundingBox(){const t=this._geometry,e=this._instancesArrayCount;this.boundingBox??(this.boundingBox=new Box3),null===t.boundingBox&&t.computeBoundingBox();const i=t.boundingBox,r=this.boundingBox;r.makeEmpty();for(let n=0;ni&&this.colorsTexture._data.fill(1,4*i)),this.morphTexture){const e=this.morphTexture.image.data,r=e.length/i;this.morphTexture.dispose(),this.morphTexture=new DataTexture(new Float32Array(r*t),r,t,RedFormat,FloatType),this.morphTexture.image.data.set(e)}return null==(e=this.uniformsTexture)||e.resize(t),this},f.prototype.setInstancesArrayCount=function(t){if(t=t;i--)this.getActiveAt(i)&&e.delete(i);return void(this._instancesArrayCount=t)}if(t>this._capacity){let e=this._capacity+(this._capacity>>1)+512;for(;e>1);this.resizeBuffers(e)}const e=this._instancesArrayCount;this._instancesArrayCount=t,this._createEntities&&this.createEntities(e)};class se{constructor(){this.array=[],this.pool=[]}push(t,e){const i=this.pool,r=this.array,n=r.length;n>=i.length&&i.push({depth:null,index:null,depthSort:null});const a=i[n];a.depth=t,a.index=e,r.push(a)}reset(){this.array.length=0}}const J=new Frustum,S=new se,B=new Matrix4,z=new Matrix4,nt=new Vector3,P=new Vector3,R=new Vector3,re=new Vector3,w=new Sphere;f.prototype.performFrustumCulling=function(t,e=t){if(!this._parentLOD&&0===this._instancesArrayCount)return void(this.count=0);const i=this.LODinfo;let r;if(i){r=t!==e?i.shadowRender??i.render:i.render;for(const t of i.objects)t.count=0}(null==r?void 0:r.levels.length)>0?this.frustumCullingLOD(r,t,e):this._parentLOD||this.frustumCulling(t),this.instanceIndex.update(this._renderer,this.count)},f.prototype.frustumCulling=function(t){var e;const i=this._sortObjects,r=this._perObjectFrustumCulled,n=this.instanceIndex.array;if(this.instanceIndex._needsUpdate=!0,r||i){if(i&&(z.copy(this.matrixWorld).invert(),P.setFromMatrixPosition(t.matrixWorld).applyMatrix4(z),nt.set(0,0,-1).transformDirection(t.matrixWorld).transformDirection(z)),r?(B.multiplyMatrices(t.projectionMatrix,t.matrixWorldInverse).multiply(this.matrixWorld),this.bvh?this.BVHCulling(t):this.linearCulling(t)):this.updateRenderList(),i){const t=this.customSort;null===t?S.array.sort(null!=(e=this.material)&&e.transparent?Ot:Ut):t(S.array);const i=S.array,r=i.length;for(let e=0;e{const o=s.object;if(ot.object.instanceIndex.array));if(this.bvh?this.BVHCullingLOD(t,l,o,e,i):this.linearCullingLOD(t,l,o,e,i),o){const t=this.customSort,e=S.array;let i=0,o=s[1].distance;null===t?e.sort(null!=(r=s[0].object.material)&&r.transparent?Ot:Ut):t(e);for(let r=0,c=e.length;ro&&(i++,o=(null==(n=s[i+1])?void 0:n.distance)??1/0),l[i][a[i]++]=t.index}S.reset()}for(let c=0;c{const e=t.object;if(e{const c=t.object;if(c0){let r=-1;const n=Math.min(i.length,t),a=i.length-n;for(let t=i.length-1;t>=a;t--){const n=i[t];n>r&&(r=n),this.addInstance(n,e)}i.length-=n,t-=n,this._instancesArrayCount=Math.max(r+1,this._instancesArrayCount)}const r=this._instancesArrayCount,n=r+t;this.setInstancesArrayCount(n);for(let a=r;a=0&&!this.getActiveAt(r);r--)this._instancesArrayCount--;return this},f.prototype.clearInstances=function(){var t;if(this._instancesCount=0,this._instancesArrayCount=0,this._freeIds.length=0,null==(t=this.bvh)||t.clear(),this.LODinfo)for(const e of this.LODinfo.objects)e.count=0;return this},f.prototype.getObjectLODIndexForDistance=function(t,e){for(let i=t.length-1;i>0;i--){const r=t[i];if(e>=r.distance-r.distance*r.hysteresis)return i}return 0},f.prototype.setFirstLODDistance=function(t=0,e=0){if(this._parentLOD)throw new Error("Cannot create LOD for this InstancedMesh2.");return this.LODinfo||(this.LODinfo={render:null,shadowRender:null,objects:[this]}),this.LODinfo.render||(this.LODinfo.render={levels:[{distance:t,hysteresis:e,object:this}],count:[0]}),this},f.prototype.addLOD=function(t,e,i=0,r=0){var n;if(this._parentLOD)throw new Error("Cannot create LOD for this InstancedMesh2.");if((null==(n=this.LODinfo)||!n.render)&&0===i)throw new Error('Cannot set distance to 0 for the first LOD. Use "setFirstLODDistance" before use "addLOD".');return this.setFirstLODDistance(0,r),this.addLevel(this.LODinfo.render,t,e,i,r),this},f.prototype.addShadowLOD=function(t,e=0,i=0){if(this._parentLOD)throw new Error("Cannot create LOD for this InstancedMesh2.");this.LODinfo||(this.LODinfo={render:null,shadowRender:null,objects:[this]}),this.LODinfo.shadowRender||(this.LODinfo.shadowRender={levels:[],count:[]});return this.addLevel(this.LODinfo.shadowRender,t,null,e,i).castShadow=!0,this.castShadow=!0,this},f.prototype.addLevel=function(t,e,i,r,n){const a=this.LODinfo.objects,s=t.levels;let o,l;r=r**2;const c=a.findIndex((t=>t.geometry===e));if(-1===c){const t={capacity:this._capacity,renderer:this._renderer};l=new f(e,i??new ShaderMaterial,t,this),l.frustumCulled=!1,this.patchLevel(l),a.push(l),this.add(l)}else l=a[c],i&&(l.material=i);for(o=0;othis.checkObjectIntersection(t,i,e)));else{if(null===this.boundingSphere&&this.computeBoundingSphere(),Ct.copy(this.boundingSphere),!t.ray.intersectsSphere(Ct))return;const i=this.instanceIndex.array,r=this.raycastOnlyFrustum&&this._perObjectFrustumCulled?this.count:this._instancesArrayCount;for(let n=0;nthis._instancesArrayCount)&&this.getActiveAndVisibilityAt(e)){this.getMatrixAt(e,tt.matrixWorld),tt.raycast(t,it);for(const t of it)t.instanceId=e,t.object=this,i.push(t);it.length=0}},f.prototype.initSkeleton=function(t,e=!0){if(t&&this.skeleton!==t&&!this._parentLOD){const i=t.bones;if(this.skeleton=t,this.bindMatrix=new Matrix4,this.bindMatrixInverse=new Matrix4,this.boneTexture=new Q(Float32Array,4,4*i.length,this._capacity),e)for(const t of i)t.matrixAutoUpdate=!1,t.matrixWorldAutoUpdate=!1;this.materialsNeedsUpdate()}},f.prototype.setBonesAt=function(t,e=!0,i){const r=this.skeleton;if(!r)throw new Error('"setBonesAt" cannot be called before "initSkeleton"');const n=r.bones,a=r.boneInverses;for(let s=0,o=n.length;se.size-t.size));const o=[];for(const{name:c,size:h,type:u}of r){const t=this.getUniformOffset(h,o);i.set(c,{offset:t,size:h,type:u})}const l=Math.ceil(e/4);return{channels:Math.min(e,4),pixelsPerInstance:l,uniformMap:i,fetchInFragmentShader:s}},f.prototype.getUniformOffset=function(t,e){if(t<4)for(let r=0;r0;t-=4)e.push(t);return i},f.prototype.getUniformSize=function(t){switch(t){case"float":return 1;case"vec2":return 2;case"vec3":return 3;case"vec4":return 4;case"mat3":return 9;case"mat4":return 16;default:throw new Error(`Invalid uniform type: ${t}`)}};var ce="#ifdef USE_INSTANCING_INDIRECT\r\n attribute uint instanceIndex;\r\n uniform highp sampler2D matricesTexture; \n\n mat4 getInstancedMatrix() {\r\n int size = textureSize( matricesTexture, 0 ).x;\r\n int j = int( instanceIndex ) * 4;\r\n int x = j % size;\r\n int y = j / size;\r\n vec4 v1 = texelFetch( matricesTexture, ivec2( x, y ), 0 );\r\n vec4 v2 = texelFetch( matricesTexture, ivec2( x + 1, y ), 0 );\r\n vec4 v3 = texelFetch( matricesTexture, ivec2( x + 2, y ), 0 );\r\n vec4 v4 = texelFetch( matricesTexture, ivec2( x + 3, y ), 0 );\r\n return mat4( v1, v2, v3, v4 );\r\n }\r\n#endif",he="#ifdef USE_INSTANCING_COLOR_INDIRECT\r\n uniform highp sampler2D colorsTexture;\n\n #ifdef USE_COLOR_ALPHA\r\n vec4 getColorTexture() {\r\n int size = textureSize( colorsTexture, 0 ).x;\r\n int j = int( instanceIndex );\r\n int x = j % size;\r\n int y = j / size;\r\n return texelFetch( colorsTexture, ivec2( x, y ), 0 );\r\n }\r\n #else\r\n vec3 getColorTexture() {\r\n int size = textureSize( colorsTexture, 0 ).x;\r\n int j = int( instanceIndex );\r\n int x = j % size;\r\n int y = j / size;\r\n return texelFetch( colorsTexture, ivec2( x, y ), 0 ).rgb;\r\n }\r\n #endif\r\n#endif",ue="#ifdef USE_INSTANCING_INDIRECT\r\n mat4 instanceMatrix = getInstancedMatrix();\n\n #ifdef USE_INSTANCING_COLOR_INDIRECT\r\n vColor *= getColorTexture();\r\n #endif\r\n#endif",le="#ifdef USE_INSTANCING_COLOR_INDIRECT\r\n #ifdef USE_VERTEX_COLOR\r\n vColor = color;\r\n #else\r\n #ifdef USE_COLOR_ALPHA\r\n vColor = vec4( 1.0 );\r\n #else\r\n vColor = vec3( 1.0 );\r\n #endif\r\n #endif\r\n#endif",de="#ifdef USE_SKINNING\r\n uniform mat4 bindMatrix;\r\n uniform mat4 bindMatrixInverse;\r\n uniform highp sampler2D boneTexture;\n\n #ifdef USE_INSTANCING_SKINNING\r\n uniform int bonesPerInstance;\r\n #endif\n\n mat4 getBoneMatrix( const in float i ) {\r\n int size = textureSize( boneTexture, 0 ).x;\n\n #ifdef USE_INSTANCING_SKINNING\r\n int j = ( bonesPerInstance * int( instanceIndex ) + int( i ) ) * 4;\r\n #else\r\n int j = int( i ) * 4;\r\n #endif\n\n int x = j % size;\r\n int y = j / size;\r\n vec4 v1 = texelFetch( boneTexture, ivec2( x, y ), 0 );\r\n vec4 v2 = texelFetch( boneTexture, ivec2( x + 1, y ), 0 );\r\n vec4 v3 = texelFetch( boneTexture, ivec2( x + 2, y ), 0 );\r\n vec4 v4 = texelFetch( boneTexture, ivec2( x + 3, y ), 0 );\r\n return mat4( v1, v2, v3, v4 );\r\n }\r\n#endif";function ht(t){return t.replace("#ifdef USE_INSTANCING","#if defined USE_INSTANCING || defined USE_INSTANCING_INDIRECT")}ShaderChunk.instanced_pars_vertex=ce,ShaderChunk.instanced_color_pars_vertex=he,ShaderChunk.instanced_vertex=ue,ShaderChunk.instanced_color_vertex=le,ShaderChunk.project_vertex=ht(ShaderChunk.project_vertex),ShaderChunk.worldpos_vertex=ht(ShaderChunk.worldpos_vertex),ShaderChunk.defaultnormal_vertex=ht(ShaderChunk.defaultnormal_vertex),ShaderChunk.batching_pars_vertex=ShaderChunk.batching_pars_vertex.concat("\n#include "),ShaderChunk.color_pars_vertex=ShaderChunk.color_pars_vertex.concat("\n#include "),ShaderChunk.batching_vertex=ShaderChunk.batching_vertex.concat("\n#include "),ShaderChunk.skinning_pars_vertex=de,ShaderChunk.morphinstance_vertex&&(ShaderChunk.morphinstance_vertex=ShaderChunk.morphinstance_vertex.replaceAll("gl_InstanceID","instanceIndex"));class DebugEnvironment extends Scene{constructor(){super();const t=new BoxGeometry;t.deleteAttribute("uv");const e=new MeshStandardMaterial({metalness:0,side:BackSide}),i=new Mesh(t,e);i.scale.setScalar(10),this.add(i);const r=new PointLight(16777215,50,0,2);this.add(r);const n=new MeshLambertMaterial({color:16711680,emissive:16777215,emissiveIntensity:10}),a=new Mesh(t,n);a.position.set(-5,2,0),a.scale.set(.1,1,1),this.add(a);const s=new MeshLambertMaterial({color:65280,emissive:16777215,emissiveIntensity:10}),o=new Mesh(t,s);o.position.set(0,5,0),o.scale.set(1,.1,1),this.add(o);const l=new MeshLambertMaterial({color:255,emissive:16777215,emissiveIntensity:10}),c=new Mesh(t,l);c.position.set(2,1,5),c.scale.set(1.5,2,.1),this.add(c)}}const _box$1=new Box3,_vector$1=new Vector3;class LineSegmentsGeometry extends InstancedBufferGeometry{constructor(){super(),this.isLineSegmentsGeometry=!0,this.type="LineSegmentsGeometry";this.setIndex([0,2,1,2,3,1,2,4,3,4,5,3,4,6,5,6,7,5]),this.setAttribute("position",new Float32BufferAttribute([-1,2,0,1,2,0,-1,1,0,1,1,0,-1,0,0,1,0,0,-1,-1,0,1,-1,0],3)),this.setAttribute("uv",new Float32BufferAttribute([-1,2,1,2,-1,1,1,1,-1,-1,1,-1,-1,-2,1,-2],2))}applyMatrix4(t){const e=this.attributes.instanceStart,i=this.attributes.instanceEnd;return void 0!==e&&(e.applyMatrix4(t),i.applyMatrix4(t),e.needsUpdate=!0),null!==this.boundingBox&&this.computeBoundingBox(),null!==this.boundingSphere&&this.computeBoundingSphere(),this}setPositions(t){let e;t instanceof Float32Array?e=t:Array.isArray(t)&&(e=new Float32Array(t));const i=new InstancedInterleavedBuffer(e,6,1);return this.setAttribute("instanceStart",new InterleavedBufferAttribute(i,3,0)),this.setAttribute("instanceEnd",new InterleavedBufferAttribute(i,3,3)),this.computeBoundingBox(),this.computeBoundingSphere(),this}setColors(t){let e;t instanceof Float32Array?e=t:Array.isArray(t)&&(e=new Float32Array(t));const i=new InstancedInterleavedBuffer(e,6,1);return this.setAttribute("instanceColorStart",new InterleavedBufferAttribute(i,3,0)),this.setAttribute("instanceColorEnd",new InterleavedBufferAttribute(i,3,3)),this}fromWireframeGeometry(t){return this.setPositions(t.attributes.position.array),this}fromEdgesGeometry(t){return this.setPositions(t.attributes.position.array),this}fromMesh(t){return this.fromWireframeGeometry(new WireframeGeometry(t.geometry)),this}fromLineSegments(t){const e=t.geometry;return this.setPositions(e.attributes.position.array),this}computeBoundingBox(){null===this.boundingBox&&(this.boundingBox=new Box3);const t=this.attributes.instanceStart,e=this.attributes.instanceEnd;void 0!==t&&void 0!==e&&(this.boundingBox.setFromBufferAttribute(t),_box$1.setFromBufferAttribute(e),this.boundingBox.union(_box$1))}computeBoundingSphere(){null===this.boundingSphere&&(this.boundingSphere=new Sphere),null===this.boundingBox&&this.computeBoundingBox();const t=this.attributes.instanceStart,e=this.attributes.instanceEnd;if(void 0!==t&&void 0!==e){const i=this.boundingSphere.center;this.boundingBox.getCenter(i);let r=0;for(let n=0,a=t.count;n\n\t\t#include \n\t\t#include \n\t\t#include \n\t\t#include \n\n\t\tuniform float linewidth;\n\t\tuniform vec2 resolution;\n\n\t\tattribute vec3 instanceStart;\n\t\tattribute vec3 instanceEnd;\n\n\t\tattribute vec3 instanceColorStart;\n\t\tattribute vec3 instanceColorEnd;\n\n\t\t#ifdef WORLD_UNITS\n\n\t\t\tvarying vec4 worldPos;\n\t\t\tvarying vec3 worldStart;\n\t\t\tvarying vec3 worldEnd;\n\n\t\t\t#ifdef USE_DASH\n\n\t\t\t\tvarying vec2 vUv;\n\n\t\t\t#endif\n\n\t\t#else\n\n\t\t\tvarying vec2 vUv;\n\n\t\t#endif\n\n\t\t#ifdef USE_DASH\n\n\t\t\tuniform float dashScale;\n\t\t\tattribute float instanceDistanceStart;\n\t\t\tattribute float instanceDistanceEnd;\n\t\t\tvarying float vLineDistance;\n\n\t\t#endif\n\n\t\tvoid trimSegment( const in vec4 start, inout vec4 end ) {\n\n\t\t\t// trim end segment so it terminates between the camera plane and the near plane\n\n\t\t\t// conservative estimate of the near plane\n\t\t\tfloat a = projectionMatrix[ 2 ][ 2 ]; // 3nd entry in 3th column\n\t\t\tfloat b = projectionMatrix[ 3 ][ 2 ]; // 3nd entry in 4th column\n\t\t\tfloat nearEstimate = - 0.5 * b / a;\n\n\t\t\tfloat alpha = ( nearEstimate - start.z ) / ( end.z - start.z );\n\n\t\t\tend.xyz = mix( start.xyz, end.xyz, alpha );\n\n\t\t}\n\n\t\tvoid main() {\n\n\t\t\t#ifdef USE_COLOR\n\n\t\t\t\tvColor.xyz = ( position.y < 0.5 ) ? instanceColorStart : instanceColorEnd;\n\n\t\t\t#endif\n\n\t\t\t#ifdef USE_DASH\n\n\t\t\t\tvLineDistance = ( position.y < 0.5 ) ? dashScale * instanceDistanceStart : dashScale * instanceDistanceEnd;\n\t\t\t\tvUv = uv;\n\n\t\t\t#endif\n\n\t\t\tfloat aspect = resolution.x / resolution.y;\n\n\t\t\t// camera space\n\t\t\tvec4 start = modelViewMatrix * vec4( instanceStart, 1.0 );\n\t\t\tvec4 end = modelViewMatrix * vec4( instanceEnd, 1.0 );\n\n\t\t\t#ifdef WORLD_UNITS\n\n\t\t\t\tworldStart = start.xyz;\n\t\t\t\tworldEnd = end.xyz;\n\n\t\t\t#else\n\n\t\t\t\tvUv = uv;\n\n\t\t\t#endif\n\n\t\t\t// special case for perspective projection, and segments that terminate either in, or behind, the camera plane\n\t\t\t// clearly the gpu firmware has a way of addressing this issue when projecting into ndc space\n\t\t\t// but we need to perform ndc-space calculations in the shader, so we must address this issue directly\n\t\t\t// perhaps there is a more elegant solution -- WestLangley\n\n\t\t\tbool perspective = ( projectionMatrix[ 2 ][ 3 ] == - 1.0 ); // 4th entry in the 3rd column\n\n\t\t\tif ( perspective ) {\n\n\t\t\t\tif ( start.z < 0.0 && end.z >= 0.0 ) {\n\n\t\t\t\t\ttrimSegment( start, end );\n\n\t\t\t\t} else if ( end.z < 0.0 && start.z >= 0.0 ) {\n\n\t\t\t\t\ttrimSegment( end, start );\n\n\t\t\t\t}\n\n\t\t\t}\n\n\t\t\t// clip space\n\t\t\tvec4 clipStart = projectionMatrix * start;\n\t\t\tvec4 clipEnd = projectionMatrix * end;\n\n\t\t\t// ndc space\n\t\t\tvec3 ndcStart = clipStart.xyz / clipStart.w;\n\t\t\tvec3 ndcEnd = clipEnd.xyz / clipEnd.w;\n\n\t\t\t// direction\n\t\t\tvec2 dir = ndcEnd.xy - ndcStart.xy;\n\n\t\t\t// account for clip-space aspect ratio\n\t\t\tdir.x *= aspect;\n\t\t\tdir = normalize( dir );\n\n\t\t\t#ifdef WORLD_UNITS\n\n\t\t\t\tvec3 worldDir = normalize( end.xyz - start.xyz );\n\t\t\t\tvec3 tmpFwd = normalize( mix( start.xyz, end.xyz, 0.5 ) );\n\t\t\t\tvec3 worldUp = normalize( cross( worldDir, tmpFwd ) );\n\t\t\t\tvec3 worldFwd = cross( worldDir, worldUp );\n\t\t\t\tworldPos = position.y < 0.5 ? start: end;\n\n\t\t\t\t// height offset\n\t\t\t\tfloat hw = linewidth * 0.5;\n\t\t\t\tworldPos.xyz += position.x < 0.0 ? hw * worldUp : - hw * worldUp;\n\n\t\t\t\t// don't extend the line if we're rendering dashes because we\n\t\t\t\t// won't be rendering the endcaps\n\t\t\t\t#ifndef USE_DASH\n\n\t\t\t\t\t// cap extension\n\t\t\t\t\tworldPos.xyz += position.y < 0.5 ? - hw * worldDir : hw * worldDir;\n\n\t\t\t\t\t// add width to the box\n\t\t\t\t\tworldPos.xyz += worldFwd * hw;\n\n\t\t\t\t\t// endcaps\n\t\t\t\t\tif ( position.y > 1.0 || position.y < 0.0 ) {\n\n\t\t\t\t\t\tworldPos.xyz -= worldFwd * 2.0 * hw;\n\n\t\t\t\t\t}\n\n\t\t\t\t#endif\n\n\t\t\t\t// project the worldpos\n\t\t\t\tvec4 clip = projectionMatrix * worldPos;\n\n\t\t\t\t// shift the depth of the projected points so the line\n\t\t\t\t// segments overlap neatly\n\t\t\t\tvec3 clipPose = ( position.y < 0.5 ) ? ndcStart : ndcEnd;\n\t\t\t\tclip.z = clipPose.z * clip.w;\n\n\t\t\t#else\n\n\t\t\t\tvec2 offset = vec2( dir.y, - dir.x );\n\t\t\t\t// undo aspect ratio adjustment\n\t\t\t\tdir.x /= aspect;\n\t\t\t\toffset.x /= aspect;\n\n\t\t\t\t// sign flip\n\t\t\t\tif ( position.x < 0.0 ) offset *= - 1.0;\n\n\t\t\t\t// endcaps\n\t\t\t\tif ( position.y < 0.0 ) {\n\n\t\t\t\t\toffset += - dir;\n\n\t\t\t\t} else if ( position.y > 1.0 ) {\n\n\t\t\t\t\toffset += dir;\n\n\t\t\t\t}\n\n\t\t\t\t// adjust for linewidth\n\t\t\t\toffset *= linewidth;\n\n\t\t\t\t// adjust for clip-space to screen-space conversion // maybe resolution should be based on viewport ...\n\t\t\t\toffset /= resolution.y;\n\n\t\t\t\t// select end\n\t\t\t\tvec4 clip = ( position.y < 0.5 ) ? clipStart : clipEnd;\n\n\t\t\t\t// back to clip space\n\t\t\t\toffset *= clip.w;\n\n\t\t\t\tclip.xy += offset;\n\n\t\t\t#endif\n\n\t\t\tgl_Position = clip;\n\n\t\t\tvec4 mvPosition = ( position.y < 0.5 ) ? start : end; // this is an approximation\n\n\t\t\t#include \n\t\t\t#include \n\t\t\t#include \n\n\t\t}\n\t\t",fragmentShader:"\n\t\tuniform vec3 diffuse;\n\t\tuniform float opacity;\n\t\tuniform float linewidth;\n\n\t\t#ifdef USE_DASH\n\n\t\t\tuniform float dashOffset;\n\t\t\tuniform float dashSize;\n\t\t\tuniform float gapSize;\n\n\t\t#endif\n\n\t\tvarying float vLineDistance;\n\n\t\t#ifdef WORLD_UNITS\n\n\t\t\tvarying vec4 worldPos;\n\t\t\tvarying vec3 worldStart;\n\t\t\tvarying vec3 worldEnd;\n\n\t\t\t#ifdef USE_DASH\n\n\t\t\t\tvarying vec2 vUv;\n\n\t\t\t#endif\n\n\t\t#else\n\n\t\t\tvarying vec2 vUv;\n\n\t\t#endif\n\n\t\t#include \n\t\t#include \n\t\t#include